WALMEX
2025-12-31
WALMEX
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2023-12-31
WALMEX
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2024-12-31
WALMEX
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Acciones
ISO4217:MXN
xbrli:pure
Anexo N
NO
Acciones
NO
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">WAL-MART DE MÉXICO, S.A.B. DE C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; text-transform:uppercase">BLVD. MANUEL ÁVILA CAMACHO # 647, COLONIA PERIODISTA</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; text-transform:uppercase">ALCALDÍA </span><span style="font-family:'Times New Roman'; font-size:12pt; text-transform:uppercase">DE </span><span style="font-family:'Times New Roman'; font-size:12pt; text-transform:uppercase">MIGUEL HIDALGO, C.P. 11220</span><span style="font-family:'Times New Roman'; font-size:12pt; text-transform:uppercase">,</span><span style="font-family:'Times New Roman'; font-size:12pt; text-transform:uppercase"> CIUDAD DE MÉXICO</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; text-transform:uppercase">TEL. (52) 55 5283-0100</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-transform:none; color:#0000ff">walmartmexico.com</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#0000ff">walmex.mx</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#0000ff"> </span>
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WALMEX
Los títulos se encuentran inscritos en el Registro Nacional de Valores
La inscripción en el Registro Nacional de Valores no implica certificación sobre la bondad de los valores, solvencia de la emisora o sobre la exactitud o veracidad de la información contenida en este Reporte anual, ni convalida los actos que, en su caso, hubieren sido realizados en contravención de las leyes.
Reporte anual que se presenta de acuerdo con las disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado
01-01-2025 al 31-12-2025
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ADR</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> American </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Depositary</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Receipt</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ANTAD</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Asociación Nacion</span><span style="font-family:'Times New Roman'; font-size:12pt">al de Tiendas de Autoservicio y </span><span style="font-family:'Times New Roman'; font-size:12pt">Departamentales</span>
</p>
</td>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ASG</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Ambiental, Social y Gobierno Corporativo</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BAE</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Bodega Aurrera Express</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BMV</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Bolsa Mexicana de Valores, </span><span style="font-family:'Times New Roman'; font-size:12pt">S.A.B. de C.V.</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Bodegas y tiendas de descuento</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Tiendas de autoservicio austeras que ofrecen mercancía básica, alimentos y artículos para el hogar al mejor precio</span>
</p>
</td>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CAM</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Centroamérica</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centro de Distribución / </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CeDis</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Instalación donde se recibe mercancía de los proveedores y se distribuye a cada tienda</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cetes</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Títulos de crédito al portador emitidos por el Gobierno Federal</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Certificación OEA</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Reconocimiento otorgado</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">por las autoridades aduaneras de México a</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los agentes económicos que participen en el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">comercio internacional</span>
</p>
</td>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Clubes de Precio</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Tiendas con membresía, enfocadas en negocios y consumidores que compran a los mejores precios</span>
</p>
</td>
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<tr style="height:15.6pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CNBV</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Comisión Nacional Bancaria y de</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Valores</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CO</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; vertical-align:sub">2</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">eq</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Dióxido de carbono equivalente</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cofepris</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Comisión Federal para la Protección contra Riesgos Sanitarios</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CONAGUA</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Comisión Nacional del Agua</span>
</p>
</td>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Cross Border</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> C</span><span style="font-family:'Times New Roman'; font-size:12pt">omercio </span><span style="font-family:'Times New Roman'; font-size:12pt">electrónico </span><span style="font-family:'Times New Roman'; font-size:12pt">transfronterizo</span>
</p>
</td>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Crowdsourcing</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Colaboración de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">picking</span><span style="font-family:'Times New Roman'; font-size:12pt"> y entrega externa</span>
</p>
</td>
</tr>
<tr style="height:15.6pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Despensa a tu Casa</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Servicio de entrega a domicilio del sitio de Bodega</span>
</p>
</td>
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<tr style="height:15.6pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Derechos ARC</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">O</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Estos derechos incluyen</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">el acceso, rectificación, cancelación y</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">oposición respecto al tratamiento de sus datos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">personales</span>
</p>
</td>
</tr>
<tr style="height:31.2pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">EBITDA</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Flujo operativo equivalente a la utilidad de operación antes de ingresos financieros, amortización, depreciación e impuestos</span>
</p>
</td>
</tr>
<tr style="height:15.6pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">EPRA</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">En</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">terprise </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Privacy</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Risk </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Assessment</span>
</p>
</td>
</tr>
<tr style="height:15.6pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ERM</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Enterprise Risk Management</span>
</p>
</td>
</tr>
<tr style="height:15.6pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">E2E</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">End </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">to</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">end</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">FB-FR</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Food</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Retailers</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> and </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Distributors</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Fintech</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Combinación de los términos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">“finanzas” y “tecnología”. Se utiliza para</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">describir empresas y servicios que utilizan la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">innovación</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">tecnológica para mejorar y facilitar</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">las actividades financieras.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Flex POS</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro sistema para</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">administrar el punto de venta.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fulfillment</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> Center</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> Instalación logística de menores dimensiones en donde se preparan y envían los pedidos de los clientes a través de plataformas digitales</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">GEI</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Gases de Efecto Invernadero</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">GFSI</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Global </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Food</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Safety </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Initiative</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">GJ</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> Gigajoule </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">GMV</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Gross Merchandise Value</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">GRI</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Global </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Reporting</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Initiative</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ISR</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Impuesto sobre la Renta</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">IMPI</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Instituto Mexicano de la Propiedad</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Intelectual</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">INAPAM</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Instituto Nacional de las Personas Adultas Mayores</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">KPI</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Indicador clave de rendimiento, por sus</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">siglas en inglés</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">LED</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Diodo emisor de luz</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">NIIF</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Normas Internacionales de Información Financiera</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">NIST</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Instituto Nacional de Estándares y</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Tecnología, por sus siglas en inglés</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">NOM</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Normas Oficiales Mexicanas</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">NPS</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Net </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Promoter</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Score</span><span style="font-family:'Times New Roman'; font-size:12pt">, indicador para medir la lealtad</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Nuestras Marcas</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Productos de marcas propias de Walmart de México y Centroamérica</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ODS</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Objetivos de Desarrollo Sostenible</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">OMV</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Operador Móvil Virtual</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ONG</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Organización no Gubernamental</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">PAI</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Programa de Asistencia Integral de Walmart</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Partículas PM</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Partículas con diámetro aerodinámico menor que 10 micras</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">PB</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Puntos base</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">PIB</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Producto Interno Bruto</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Picker</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Asociado responsable de agrupar los productos solicitados por los clientes</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Piso de venta</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Superficie destinada para la venta de mercancía</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">PMNU</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Pacto Mundial de las Naciones Unidas</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Powered</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">by</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> Walmart</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Impulsada por Walmart, por su traducción del inglés Precios Bajos Todos los Días / Costos Bajos Todos los Días</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Precios Bajos Todos los Días</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Filosofía permanente de Walmart de México y Centroamérica, orientada a contribuir a mejorar la calidad de vida de las familias de la región</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Profeco</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Procuraduría Federal del Consumidor</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">PyMEs</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Pequeñas y medianas empresas</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Regalías</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Participación en los ingresos o cantidad fija que se paga al propietario de un derecho a cambio del permiso para ejercerlo</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">SASB</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Sustainability</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Accounting</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Standards</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Board</span><span style="font-family:'Times New Roman'; font-size:12pt"> (SASB por sus siglas en inglés), Junta de Normas de Contabilidad de Sustentabilidad</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Sellers</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Vendedores externos dentro del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">marketplace</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">SICA</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Sistema de la Integración</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Centroamericana</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">SENASICA</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Servicio Nacional de Sanidad,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Inocuidad y Calidad</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Agroalimentaria</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Self-</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Checkout</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Estaciones de auto cobro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en las tiendas.</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">SINGREM</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Sistema Nacional de Gestión de Residuos de Envases y Medicamentos</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">SKU</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Los códigos </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">SKU (Stock Keeping </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Unit</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">)</span><span style="font-family:'Times New Roman'; font-size:12pt">, es el número de referencia único de un producto</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">SSA</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Secretaría de Salud</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Supermercados</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Tiendas de autoservicio ubicadas en zonas residenciales</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">TI</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Tecnologías de la Información</span>
</p>
</td>
</tr>
<tr style="height:15.6pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">T-MEC</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Tratado entre México, Estados</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Unidos y Canadá</span>
</p>
</td>
</tr>
<tr style="height:15.6pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> ingresos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Ventas netas más otros ingresos</span>
</p>
</td>
</tr>
<tr style="height:15.6pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">TVR</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Threat & </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Vulnerability</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Risk </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Assessment</span>
</p>
</td>
</tr>
<tr style="height:15.6pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">USDA</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Departamento de Agricultura de los</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Estados Unidos</span>
</p>
</td>
</tr>
<tr style="height:15.6pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Ventas netas</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Ingresos provenientes de la venta de mercancía en nuestras unidades</span>
</p>
</td>
</tr>
<tr style="height:31.2pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Walmart</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Tiendas de autoservicio que ofrecen el más amplio surtido de mercancía; desde abarrotes y perecederos, hasta ropa y mercancías generales</span>
</p>
</td>
</tr>
<tr style="height:15.6pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Walmex</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> Clave de pizarra de Wal-Mart de México S.A.B. de </span><span style="font-family:'Times New Roman'; font-size:12pt">C.V</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Walmart de México y Centroamérica es una de las cadenas comerciales más importantes de la región. Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, operaba </span><span style="font-family:'Times New Roman'; font-size:12pt">4,</span><span style="font-family:'Times New Roman'; font-size:12pt">265</span><span style="font-family:'Times New Roman'; font-size:12pt"> unidades en 6 países (Costa Rica, Guatemala, Honduras, El Salvador, México, y Nicaragua), a través de tiendas de autoservicio, clubes de precio con membresía y ventas </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante el año 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, Walmart de México y Centroamérica obtuvo los siguientes resultados:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr style="height:15pt">
<td colspan="4" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Datos financieros</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Millones de pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Crecimiento</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">(%)</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">RESULTADOS</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Ventas netas</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">$</span><span style="font-family:Calibri; font-size:10pt">1,004,494</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">$951,642</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">5.6</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Otros ingresos </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">7,104</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">6,865</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">3.5</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Total</span><span style="font-family:Calibri; font-size:10pt"> ingresos </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">1,011,598</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">958,507</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">5.5</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Utilidad bruta</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">2</span><span style="font-family:Calibri; font-size:10pt">45,198</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">231,473</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">5.9</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Gastos generales</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">1</span><span style="font-family:Calibri; font-size:10pt">68,044</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">156,085</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">7.7</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Utilidad de operación</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">78,494</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">77,359</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">1.5</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Flujo operativo (EBITDA)*</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">103,447</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">99,998</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">3.4</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Utilidad antes de impuestos a la utilidad</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">68,877</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">68,931</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">-0.1</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Impuestos a la utilidad</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">18,986</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">15,104</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25.7</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Utilidad neta (Participación controladora)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">49,891</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$53,827</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">-7.3</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">POSICIÓN FINANCIERA</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Efectivo y equivalentes de efectivo</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">$</span><span style="font-family:Calibri; font-size:10pt">28,591</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">$36,514</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">-</span><span style="font-family:Calibri; font-size:10pt">21.7</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Inventarios, neto</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">107,451</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">110,695</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">-2.9</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Otros activos, neto</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">58,571</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">54,962</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">6.6</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Activo fijo, neto</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">2</span><span style="font-family:Calibri; font-size:10pt">62,759</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">249,025</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">5.5</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Crédito mercantil </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">37,901</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">42,697</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">-11.2</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Total</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold"> activo</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">495,273</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$493,893</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">0.3</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Proveedores</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">$</span><span style="font-family:Calibri; font-size:10pt">123,904</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">$121,971</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">1.6</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Otros pasivos</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">135,789</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">139,047</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">-2.3</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Calibri; font-size:10pt">Capital Contable</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">235,580</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">232,875</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">1.2</span>
</p>
</td>
</tr>
<tr style="height:16.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Total</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold"> pasivo, capital contable y participación no controladora </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">495,273</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$493,893</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">0.3</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:261pt; border:none">
</td>
<td style="width:52.55pt; border:none">
</td>
<td style="width:45.1pt; border:none">
</td>
<td style="width:57.4pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Bajo las Normas Internacionales de Información Financiera, excepto EBITDA</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">*Walmart de México y Centroamérica considera este indicador para medir el desempeño operativo del negocio.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Prioridades de Negocio</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Walmart de México y Centroamérica es una empresa dedicada al sector comercio que opera en seis países: Costa Rica, El Salvador, Guatemala, Honduras, México y Nicaragua. Somos una empresa liderada por personas, empoderada por la tecnología, </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">, dedicada a ayudar a la gente a ahorrar dinero y vivir mejor.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro propósito se basa en tres principios fundamentales no negociables que definen cómo ejecutamos y cumplimos nuestra promesa al cliente:</span>
</p>
<p style="margin:5pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Bogle; font-size:12pt">1.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:12pt">Precios bajos todos los días (EDLP)</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Bogle; font-size:12pt">2.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:12pt">Disponibilidad de productos</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Bogle; font-size:12pt">3.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:12pt">Aceleración del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Estos principios sustentan nuestro modelo de negocio y guían cada decisión en toda la organización.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestros principios fundamentales reflejan quiénes somos y cómo generamos valor de manera consistente y sostenible: liderando en precio a través de nuestra filosofía de precios bajos todos los días, asegurando que los productos estén disponibles cuando y donde el cliente los necesite y acelerando nuestro crecimiento en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> al aprovechar una ventaja competitiva única a través de soluciones </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">. En conjunto, esto nos permite fortalecer nuestro negocio </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">core</span><span style="font-family:'Times New Roman'; font-size:12pt">, mejorar la experiencia del cliente y expandir nuestra posición de liderazgo en el mercado.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:center">
<img 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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Formatos</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Contamos con diversos formatos de compra adaptados a diferentes necesidades, ocasiones y preferencias, con el objetivo de ofrecer a nuestros clientes distintas propuestas de valor:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Enfoque por nivel socioeconómico</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Bodegas y tiendas de descuento: </span><span style="font-family:'Times New Roman'; font-size:12pt">Mercancías generales básicas, alimentos y artículos para el hogar a los mejores y más bajos precios del mercado. Estos formatos se centran en productos básicos de consumo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> Club: </span><span style="font-family:'Times New Roman'; font-size:12pt">clubes de precios para socios enfocados en empresas y hogares. Buscamos ser líderes en volumen y en un surtido de productos nuevos y diferenciados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Supercenters</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">: </span><span style="font-family:'Times New Roman'; font-size:12pt">El surtido más amplio de productos a Precios Bajos Todos Los Días.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Supermercados: </span><span style="font-family:'Times New Roman'; font-size:12pt">La mejor calidad en productos perecederos a precios bajos todos los días a través de una experiencia ágil y moderna, enfocada en un surtido inteligente y la proximidad a los clientes en ubicaciones estratégicas.</span>
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<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc227102116" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Nuevos Negocios: El Ecosistema de Walmart</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestros nuevos negocios forman parte de un ecosistema integrado de creación de valor diseñado para fortalecer y ampliar nuestro negocio minorista </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">retail</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">core</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">, </span><span style="font-family:'Times New Roman'; font-size:12pt">sentando las bases para un crecimiento sostenible en el largo plazo. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Negocio</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Qué es</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Qué hace</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Impacto positivo en nuestro negocio principal</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Bait</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Servicio de telefonía móvil de prepago e internet residencial que ofrece conectividad accesible e incluyente a nivel nacional en todos los formatos de Walmart.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Bait impulsa una mayor frecuencia de visitas y participación digital, generando más puntos de contacto con nuestros clientes y apoyando sus compras de manera más eficiente.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Bait alcanzó más de 26 millones de usuarios activos* en 2025. Hemos observado que estos usuarios gastan, en promedio, 2.5 veces más que los clientes que no tienen Bait. Esto refuerza nuestra convicción de que cuando ofrecemos un valor claro y relevante, como conectividad a precios bajos, los clientes responden con mayor participación, lealtad y confianza.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Walmart Connect</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Plataforma </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> de comunicación que ofrece a los anunciantes soluciones publicitarias de gran alcance y basadas en datos, tanto en canales digitales, como físicos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Walmart Connect </span><span style="font-family:'Times New Roman'; font-size:12pt">nos permite generar ingresos de alto margen que reinvertimos en precios y asequibilidad para nuestros clientes, mientras ayudamos a nuestros proveedores a llegar mejor a sus audiencias y medir con mayor precisión el impacto de sus campañas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Walmart Connect </span><span style="font-family:'Times New Roman'; font-size:12pt">logró un sólido impulso año contra año, con un crecimiento en ingresos de 17% en México, alcanzando 4,400 millones de pesos, mientras que Centroamérica sumó más de 550 millones de pesos en ingresos. Estos resultados estuvieron significativamente por encima del crecimiento del mercado publicitario, lo que refleja la solidez de nuestra propuesta y cómo podemos diversificar las fuentes de ingresos del negocio </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">core</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Soluciones financieras</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Plataforma centrada en el cliente que integra una cuenta bancaria digital con </span><span style="font-family:'Times New Roman'; font-size:12pt">Cashi</span><span style="font-family:'Times New Roman'; font-size:12pt">, crédito, remesas y factoraje. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las soluciones financieras amplían el acceso a servicios bancarios incluyentes, permitiendo a nuestros clientes ahorrar dinero de forma segura, pagar y realizar transacciones de manera simple, mientras aprovechan nuestros puntos de contacto en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> y tiendas físicas. Esto genera </span><span style="font-family:'Times New Roman'; font-size:12pt">una conveniencia que pocos jugadores exclusivamente digitales pueden igualar, al tiempo que fortalece sus metas personales y familiares. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Permite a nuestros clientes acceder a los productos que necesitan a través de soluciones financieras alineadas con sus necesidades y presupuestos. Al ampliar la inclusión financiera, </span><span style="font-family:'Times New Roman'; font-size:12pt">Cashi</span><span style="font-family:'Times New Roman'; font-size:12pt"> permitió que más clientes accedieran al crédito digital por primera vez, ayudándolos a integrarse más plenamente en nuestra propuesta de valor y comprar sin problemas en todos nuestros formatos de tienda física y </span><span style="font-family:'Times New Roman'; font-size:12pt">plataformas digitales. Al cierre de 2025, los créditos otorgados crecieron 130%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Programa de salud</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Programa integral de salud que combina nuestra amplia red de clínicas y farmacias con asistencia médica remota y beneficios de salud adicionales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro programa de salud ofrece a nuestros clientes beneficios y servicios asequibles relacionados con la prevención y la mejora de su salud y bienestar.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Cerramos el año con 6.2 millones de programas vendidos, respaldados por nuestra red de 568 clínicas y 1,574 farmacias, entre otros beneficios. Esto fortalece nuestra percepción como un </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">retailer</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en donde los clientes pueden encontrar todo en un solo lugar, y donde pueden confiar en nuestras opciones de salud presenciales, en tienda y canales digitales. Estos esfuerzos se tradujeron en una tasa de renovación de programas del 23% durante 2025.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Beneficios </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Programa de beneficios y recompensas para clientes que ofrece ahorros, experiencias personalizadas y ventajas basadas en datos, a partir de los hábitos de compra.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro programa Beneficios conecta todos los nuevos negocios de Walmart a través de datos que nos permiten actuar de forma más rápida e inteligente. Esta información nos ayuda a tomar mejores decisiones de comercialización, cadena de suministro y operaciones en las tiendas, lo que nos permite responder más rápidamente a los cambios en las necesidades de los clientes y operar con mayor disciplina.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los datos generados ya se están utilizando para mejorar la arquitectura de precios y optimizar la productividad del catálogo a nivel artículo y tienda. A finales de 2025, conectamos con 49.6 millones de clientes activos* y ahora somos capaces de identificar más del 70% de nuestras ventas </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">, pasando de transacciones anónimas, a relaciones más personalizadas y profundas con nuestros clientes y socios.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">*Bait: Los usuarios activos se refieren a usuarios con al menos una transacción en los últimos 6 meses, incluidas las transacciones económicas (ventas a distribuidores). Incluye líneas de banda ancha para el hogar y </span><span style="font-family:'Times New Roman'; font-size:12pt">MiFi</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">*Beneficios: Un cliente valioso que ha proporcionado su número de teléfono al momento de pagar (a través de TPV y/o autopago, y en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">) al menos una vez en los últimos 90 días.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">- </span><span style="font-family:'Times New Roman'; font-size:12pt"> Más allá de estas cifras, lo que más importa es cómo los nuevos negocios fortalecen el negocio </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">core</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Precios Bajos Todos Los Días (E</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">DLP</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">)</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra ambición es clara: operar tiendas que ayuden a nuestros clientes en México y Centroamérica a encontrar precios bajos, calidad y acceso a todo nuestro catálogo de productos. Esto lo logramos a través de Precios Bajos Todos los Días (EDLP), impulsados por la escala, la ejecución disciplinada y la tecnología. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">EDLP simplifica la experiencia de compra al reducir la incertidumbre sobre los precios y generar confianza. Al mismo tiempo, optimiza nuestras operaciones y genera eficiencias que podemos reinvertir para fortalecer aún más nuestro liderazgo en precios. Esta filosofía sigue siendo fundamental para Walmart a nivel global, así como para Walmart de México y Centroamérica a nivel local. Es clave para nuestra creación de valor a largo plazo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Creemos que todas las familias merecen acceso a productos y servicios de calidad a precios accesibles. EDLP es uno de los tres pilares no negociables en Walmart de México y Centroamérica, junto con la disponibilidad y la aceleración del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">. No debe considerarse como una iniciativa táctica o de corto plazo, sino como una estrategia estructural y un pilar clave para cumplir nuestro propósito de “ayudar a las personas a ahorrar dinero y vivir mejor”.</span>
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<a name="_Toc227102121" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Confianza del cliente y liderazgo en precios</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">EDLP no se trata solo de fijar precios a nivel de artículo. Implica estabilidad de precios y, aún más importante, la creación de una canasta de compras más amplia y de mayor valor. Cuando los clientes confían en nuestros precios, realizan más de sus compras con nosotros.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En Walmart de México y Centroamérica, el liderazgo en precios forma parte de nuestra identidad. Nos ayuda a cumplir nuestro propósito y a construir relaciones de confianza con nuestros clientes. Para atenderlos de manera consistente, debemos ofrecer precios que puedan pagar todos los días. Esto requiere fortalecer nuestra disciplina de EDLP al mejorar cómo compramos, distribuimos, planificamos y nos abastecemos, de modo que podamos fijar precios de manera más eficiente. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestros clientes esperan que los precios de Walmart sean bajos, simples y confiables, sin tener que elegir entre opciones ni estar constantemente pendientes de promociones. La confianza se construye no solo con niveles de precios competitivos, sino también a través de la consistencia y la claridad a lo largo del tiempo. Para reforzar esa confianza, ejecutamos EDLP con un enfoque en la simplicidad, reduciendo la complejidad innecesaria en la arquitectura de precios, la comunicación y la ejecución en tienda. Un modelo EDLP disciplinado garantiza que los clientes puedan confiar en los precios de Walmart todos los días, lo que fortalece su lealtad y la frecuencia de visita.</span>
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<p style="margin:0pt">
<a name="_Toc227102122" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Estrategias de precios para ser la opción preferida de los clientes</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, continuamos fortaleciendo la percepción de valor entre nuestros clientes en un entorno altamente sensible a los precios. Lo hicimos mediante un análisis más detallado de las métricas de precios, la simplificación de los procesos comerciales y un mayor peso de los artículos con precio base dentro de las actividades promocionales. Estos esfuerzos dieron lugar a campañas que ayudaron a los clientes a tomar decisiones informadas y sentirse seguros de que su presupuesto rendiría más en nuestras tiendas. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En nuestros formatos de descuento, hipermercados, supermercados y clubes, mantenemos un compromiso unificado con los Precios Bajos Todos los Días a través de campañas específicas para cada formato. Cuando los precios son adecuados y los productos están disponibles en nuestros estantes, impulsamos tanto nuestro negocio en tiendas físicas como en el canal digital, acelerando el tráfico, la conversión y el tamaño de la canasta en todos los canales. Buscamos ser la opción integral preferida por nuestros clientes, donde puedan encontrar todo lo que necesitan a precios que puedan pagar. Las campañas clave promocionales y los programas de ahorro hicieron esto posible a lo largo del año.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En México, nuestra estrategia de precios bajos siguió teniendo una fuerte resonancia entre los clientes de todos los formatos. Este año, renovamos nuestro compromiso con la estabilidad de precios al firmar la renovación del Paquete Contra la Inflación y la Carestía (PACIC), manteniendo la canasta básica en 910 pesos. Este esfuerzo, combinado con operaciones disciplinadas en las tiendas y una sólida disponibilidad, se tradujo en una mayor satisfacción y lealtad de los clientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Entre las iniciativas más representativas se encuentra Morralla, un programa permanente que ofrece miles de productos con precios entre 5 y 35 pesos. Este programa continuó demostrando su relevancia al aliviar la presión económica de las familias y ampliar el acceso a canastas completas a precios accesibles.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">- En 2025, Bodega Aurrerá reforzó su liderazgo en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">engagement</span><span style="font-family:'Times New Roman'; font-size:12pt"> digital y construcción de marca. El Interactive </span><span style="font-family:'Times New Roman'; font-size:12pt">Advertising</span><span style="font-family:'Times New Roman'; font-size:12pt"> Bureau (IAB) nos reconoció como la Mejor Marca del Año en comunicación digital. Nuestra campaña Morralla</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">obtuvo el premio a la Mejor Campaña Digital en todos los sectores, demostrando nuestra capacidad para conectar con los clientes a través de mensajes innovadores y orientados al valor. También nos clasificaron como la tercera mejor marca en México en construcción de marca digital, posicionando a Bodega Aurrerá entre los principales líderes digitales del país.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Con Los Básicos de tu Canasta de Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt"> y los eventos de valor para los socios de </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club, fortalecimos de manera constante la percepción de precios y el tráfico. Estas palancas comerciales crearon un ecosistema cohesivo donde cada formato contribuye a una propuesta de valor compartida, haciendo de los precios bajos una expectativa universal y predecible para los clientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">También regresamos a la campaña El Buen Fin</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">después de seis años. Aunque el evento no alcanzó nuestras expectativas iniciales, la participación de los clientes se mantuvo fuerte. Registramos más de 76 millones de transacciones en tiendas y clubes, más de 180 millones de visitas en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">, y el 17 de noviembre marcó el día de mayores ventas en nuestra historia. Estos resultados nos dejan aprendizajes valiosos a medida que continuamos perfeccionando nuestra ejecución y nuestro catálogo para futuros eventos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante El Fin Irresistible, el desempeño comercial se mantuvo sólido en todos los formatos, con Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt">, Bodega Aurrerá y </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club liderando la intención de compra durante todo el evento. El Fin Irresistible</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">generó mejoras operativas que respaldan nuestro compromiso continuo con la excelencia en el servicio y la ejecución. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centroamérica</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En respuesta a un entorno inflacionario y a una mayor sensibilidad al gasto, lanzamos la campaña Aquí Sí te Alcanza</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en toda Centroamérica para reforzar la percepción de precios y apoyar el poder adquisitivo de las familias. Basada en la idea de que muchos consumidores sienten que deben visitar varias tiendas para estirar su presupuesto, la campaña comunica claramente que pueden realizar todas sus compras en un solo lugar, con precios bajos, predecibles y sostenidos, sin depender de promociones temporales. Estratégicamente, esta iniciativa tiene como objetivo reducir la fragmentación de las compras, aumentar el tamaño de la canasta y ganar una mayor participación de gasto frente a los esquemas promocionales de corto plazo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El NPS alcanzó niveles históricos, impulsado por mejoras en limpieza, amabilidad, velocidad en cajas, disponibilidad y precios. La mayoría de los esfuerzos de los equipos de operaciones se centraron en las tres primeras dimensiones, al tiempo que se mantuvieron brechas de precios competitivas y procesos que aseguraron una mayor disponibilidad.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los avances en el abastecimiento directo de productores locales ayudaron a reducir la volatilidad, aumentar la relevancia de los surtidos de producción local y apoyar las economías agrícolas regionales, al tiempo que se mantenían precios competitivos en artículos clave.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Año tras año, la empresa priorizó la asequibilidad en categorías esenciales, utilizando una combinación de canastas de precios estables, surtidos de precio fijo y ofertas de temporada específicas para proteger el poder adquisitivo de los clientes. </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">Habilitando EDLP- Programa Beneficios</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">En los últimos años, nuestras campañas comerciales han desempeñado un papel decisivo para mantener nuestra posición en el mercado y fortalecer las preferencias de los clientes y socios. En 2025, las campañas se mantuvieron firmemente centradas en el cliente, promoviendo soluciones de ahorro directo y defendiendo de manera constante nuestra posición como líderes en precios bajos. La Oficina del Cliente, en estrecha colaboración con Marketing, desarrolló campañas alineadas con el propósito de cada formato. Utilizaron los conocimientos de nuestro Programa de Beneficios y herramientas de análisis avanzadas para asegurar que el recorrido de cada cliente fuera personalizado, significativo y fluido. Esto permitió una interacción más precisa con segmentos como el cliente de Bodega, reforzando el mensaje de que nuestros formatos ayudan a los clientes a ahorrar dinero y a vivir mejor.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<a name="_Toc227102123" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Percepción de precios</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">Hemos observado una clara mejora en la forma en que los clientes perciben nuestro liderazgo en precios, lo que confirma que nuestros esfuerzos por mantener precios bajos resonaron en un entorno altamente consciente del valor. Esto es importante porque una percepción sólida de precios se traduce en mayor confianza y lealtad, una mayor frecuencia de visitas y un negocio más resiliente a lo largo de los ciclos, lo que respalda tanto el desempeño a corto plazo como la resiliencia a largo plazo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Reforzamos nuestra promesa en todos los formatos y canales, priorizando la claridad y la consistencia. Queremos que los clientes sepan que pueden contar con el mismo excelente precio siempre que compren, sin importar cuándo o cómo lo hagan. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">- +30 puntos base en la percepción de precios en México.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">- En México, las inversiones dirigidas a las categorías de abarrotes, perecederos y mercancías generales fortalecieron aún más la percepción de precios relativos, incluso mientras enfrentábamos presiones de costos en logística, mano de obra y energía. Estas decisiones reflejaron nuestro compromiso a largo plazo de proteger el bolsillo de los clientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En Bodega, el formato de tienda que lideró el crecimiento a lo largo de 2025, nuestra propuesta de valor destacó aún más en el contexto económico actual. Bodega Aurrerá se ha consolidado como una de las marcas más valiosas de México, con más de 2,600 tiendas y una experiencia </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> que rompe las barreras económicas y sociales para millones de familias. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt">, simplificamos y fortalecimos nuestra propuesta de valor al reducir la dependencia de las promociones de corto plazo y reforzando un enfoque claro en EDLP. Esta claridad permite a los socios comprar con confianza, sabiendo que tendrán acceso a sus productos favoritos durante todo el año sin tener que esperar a las ofertas. Con el respaldo de esquemas financieros sencillos que fomentan compras de mayor valor y canastas más grandes, mejoramos la asequibilidad manteniendo el liderazgo en precios. En conjunto, este enfoque disciplinado mejoró la experiencia de los socios, impulsó la lealtad y reforzó la capacidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> para triunfar a gran escala.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<a name="_Toc227102124" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Rollbacks</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los programas de</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">rollbacks</span><span style="font-family:'Times New Roman'; font-size:12pt"> se están convirtiendo en un complemento estratégico de nuestra filosofía de Precios Bajos Todos los Días, ya que nos permite ofrecer reducciones de precios significativas y temporales, al tiempo que mantenemos intacta nuestra promesa de valor a largo plazo. Las rebajas nos permiten bajar los precios de artículos seleccionados de alta demanda durante períodos definidos, estimulando el tráfico, incrementando la frecuencia de visitas y reforzando nuestro liderazgo en asequibilidad. Ofrecemos a los clientes ahorros en categorías como abarrotes, electrónica, ropa y artículos para el hogar, tanto en la tienda como en línea, manteniendo estos artículos como parte de nuestro surtido habitual en lugar de como inventario de liquidación. Al implementar rebajas de forma selectiva, también podemos gestionar el inventario de manera eficiente, probar la elasticidad de los precios y mantenernos ágiles en un entorno minorista altamente competitivo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Una palanca fundamental para la ejecución de EDLP es la disciplina de precios, con un cambio deliberado hacia menos ajustes y una mayor duración de los precios. Este enfoque reduce la complejidad operativa, mejora la ejecución en tienda y aumenta la confianza de los clientes.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- En 2025, el número de cambios de precios en tiendas se redujo en 15%. </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">Habilitando a las inversiones en precio - BAIT </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Bait desempeña un papel clave en el refuerzo de nuestra estrategia de inversión en precios. Como el segundo operador de telefonía móvil de prepago más grande de México, con 26.4 millones de usuarios activos y una red ampliada de 1.5 millones de puntos de recarga, con ingresos que crecieron más rápido que su base de usuarios. En 2025, el negocio generó 11.5 mil millones de pesos en ingresos, un aumento del 60% año contra año. El flujo de efectivo generado por Bait y otros nuevos negocios fortalece nuestro liderazgo en precios, permitiendo una inversión continua en el valor para el cliente, respaldando una percepción de precios más sólida y sosteniendo las mejoras en el inventario. Esto demuestra la creciente capacidad de nuestros nuevos negocios para respaldar la rentabilidad.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102125" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Nuestras Marcas</span></a><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ampliamos y perfeccionamos Nuestras Marcas para ofrecer un valor atractivo y consistente en las canastas esenciales y en las necesidades estacionales. Apostar por Marcas Propias nos permite reducir intermediarios y </span><span style="font-family:'Times New Roman'; font-size:12pt">estabilizar costos. Nuestro portafolio abarca desde productos básicos de despensa hasta categorías de productos frescos y salud y bienestar, y está diseñado para generar confianza entre los clientes al tiempo que diferenciamos nuestro surtido. Este enfoque está totalmente alineado con la estrategia global de Walmart, donde la profundidad en marcas propias y el abastecimiento directo refuerzan el modelo EDLP.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">A lo largo del año, fortalecimos la presencia de Nuestras Marcas en todos los formatos, aumentando su penetración y mejorando su percepción gracias a su combinación de calidad, precios competitivos y relevancia para las necesidades diarias de las familias en todas las regiones donde operamos. Otra prioridad fue comprender mejor las similitudes y diferencias entre las preferencias de los clientes en cada formato, con el fin de atender de manera más efectiva a nuestra diversa base de clientes.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El portafolio de Nuestras Marcas se consolidó en tres niveles:</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:Aptos; font-size:12pt">•</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:'Times New Roman'; font-size:12pt">Bueno: productos muy asequibles de calidad aceptable, especialmente relevantes para los formatos de Bodega.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:Aptos; font-size:12pt">•</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:'Times New Roman'; font-size:12pt">Mejor: Great </span><span style="font-family:'Times New Roman'; font-size:12pt">Value</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Aurrera, que combinan buena calidad con un claro diferencial de precio frente a las marcas líderes.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:Aptos; font-size:12pt">•</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:'Times New Roman'; font-size:12pt">Excelente: segmentos especializados enfocados a ofrecer una experiencia más completa.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Priorizamos la profundidad sobre la proliferación, agregando nuevos artículos mediante la expansión de las líneas existentes en lugar de crear nuevas marcas. Nos enfocamos en categorías donde los clientes pudieran encontrar fácilmente las mejores alternativas en relación calidad-precio para ayudarles a ahorrar. El abasto consolidado también nos permitió responder a la alta demanda en categorías clave. Entre los ejemplos más destacados se incluyen productos de bienestar, desde el cuidado de la piel hasta las vitaminas y suplementos de venta libre (OTC), extensiones en alimentos congelados (pizzas y helados), embutidos y botanas a precios bajos, así como formatos empacados de manera más eficiente, como leche en bolsa y presentaciones más pequeñas de jamón. </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- Seis de Nuestras Marcas alcanzaron los niveles más altos de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Net </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Promoter</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Score</span><span style="font-family:'Times New Roman'; font-size:12pt"> (NPS) del mercado.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Aumentamos la penetración de Nuestras Marcas tanto en autoservicio como en </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club, lo que generó ahorros significativos en comparación con las marcas nacionales sin comprometer la calidad, la variedad ni la innovación. Ampliamos el portafolio en categorías de alto impacto (alimentos no perecederos, productos de consumo diario y productos frescos) y aceleramos en segmentos de valor agregado (hogar, ropa y mercadería general). </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Al consolidar los conocimientos de la Oficina del Cliente, que analiza los patrones y preferencias de compra, priorizamos la relevancia, la calidad y la consistencia por encima del crecimiento de </span><span style="font-family:'Times New Roman'; font-size:12pt">SKUs</span><span style="font-family:'Times New Roman'; font-size:12pt">. Este enfoque se fortaleció mediante la asignación </span><span style="font-family:'Times New Roman'; font-size:12pt">eficiente</span><span style="font-family:'Times New Roman'; font-size:12pt"> del espacio en anaqueles, </span><span style="font-family:'Times New Roman'; font-size:12pt">propuestas</span><span style="font-family:'Times New Roman'; font-size:12pt"> de precios competitivas </span><span style="font-family:'Times New Roman'; font-size:12pt">orientadas al valor para nuestros clientes</span><span style="font-family:'Times New Roman'; font-size:12pt"> y un modelo de abastecimiento más confiable respaldado por </span><span style="font-family:'Times New Roman'; font-size:12pt">relaciones</span><span style="font-family:'Times New Roman'; font-size:12pt"> de suministro de largo plazo.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Las ganancias en penetración fueron particularmente sólidas en </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club y Bodega Aurrera Express, donde los socios y clientes continuaron reconociendo la fortaleza de la oferta exclusiva de Nuestras Marcas.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En México, la penetración aumentó 70 pb, impulsada por lanzamientos focalizados en categorías estratégicas como productos de papel, agua y botanas. Estas iniciativas mejoraron el posicionamiento de precios, fortalecieron la calidad percibida y atendieron espacios en blanco clave del mercado.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">17.2% de penetración de Nuestras Marcas en México.</span>
</li>
</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centroamérica</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestras Marcas ganaron relevancia como una alternativa atractiva para ahorrar, respaldadas por una mayor visibilidad en tiendas, mayor presencia en eventos comerciales y una innovación adaptada a las preferencias locales. En conjunto, estos avances contribuyeron a una mejor percepción de los precios y permitieron a los clientes acceder a una canasta de compras más asequible. En general, la penetración de Nuestras Marcas creció 70 puntos base año contra año.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Un factor clave fue la continua expansión de Suli, nuestra marca de precio de entrada, que conectó eficazmente con los consumidores que enfrentaban presupuestos familiares más ajustados durante 2025. A pesar de las presiones del mercado, Suli siguió creciendo de manera consistente y fue reconocida en toda la región por ofrecer precios bajos con una calidad percibida superior. Además, se lanzaron más de 90 innovaciones que sentaron las bases para un crecimiento futuro más allá de la marca insignia.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La innovación siguió siendo una prioridad en toda la región. Seis de los diez productos mejor valorados en la región forman parte del portafolio de Nuestras Marcas.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- 19.5% de penetración de Nuestras Marcas en Centroamérica.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102126" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt">EDLC</span></a>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ofrecer Precios Bajos Todos los Días solo es sostenible si está respaldado por Costos Bajos Todos los Días en toda la empresa. Estamos transformando nuestra estructura de costos a través de iniciativas estratégicas de productividad impulsadas por tecnología, incluyendo etiquetas electrónicas en los estantes, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">smart</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">receivin</span><span style="font-family:'Times New Roman'; font-size:12pt">g</span><span style="font-family:'Times New Roman'; font-size:12pt"> (un proceso de recepción rediseñado) y la automatización de actividades administrativas como la gestión de efectivo y las operaciones administrativas de las tiendas.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102127" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Un ciclo virtuoso</span></a>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">EDLP beneficia tanto a nuestras operaciones como a nuestros clientes al reducir la complejidad de los precios y la volatilidad promocional, lo que permite una planificación de la demanda más estable, menos interrupciones y menores costos de inicio a fin en toda nuestra cadena de suministro y tiendas. Esto se traduce en pronósticos y reposiciones más precisas, una mejor planeación de la mano de obra y una gestión de inventario mejorada. </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Mantener el crecimiento de los gastos generales SG&A) en cifras de un dígito en México sigue impulsando nuestra capacidad para mantener precios bajos a pesar de la inflación salarial, los costos de energía y la inversión continua en crecimiento. Al mismo tiempo, compensamos los mayores gastos en Centroamérica mediante eficiencias operativas. Estos esfuerzos ejemplifican cómo el modelo EDLP nos posiciona para ganar en el segmento de descuento. Tener los mejores precios requiere una ejecución impecable que haga tangible nuestra promesa a través de la disponibilidad, rapidez y una experiencia de compra fluida en la que trasladamos los ahorros a los clientes.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102128" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Eficiencias operativas</span></a><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">EDLP se fortalece gracias a eficiencias operativas que permiten Costos Bajos Todos los Días (EDLC). La disciplina en costos sigue siendo un diferenciador estructural. En 2025, simplificamos procesos en el área de ventas, la cadena de suministro y las operaciones de última milla con un doble objetivo: aumentar la productividad y liberar recursos para seguir invirtiendo en precios.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">A lo largo del año, aceleramos la adopción de la plataforma global (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">merchandising</span><span style="font-family:'Times New Roman'; font-size:12pt">, precios, inventario) e implementamos herramientas basadas en datos en las tiendas y centros de distribución para aumentar la disponibilidad y reducir costos unitarios. Algunos ejemplos incluyen el flujo de trabajo de fijación de precios, los modelos predictivos de inventario para ajustar días de inventario y la trazabilidad integrada desde la tienda hasta </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">. Estas iniciativas redujeron el trabajo manual, los errores y el desperdicio, al tiempo que reforzaron sosteniblemente nuestras diferentes brechas de precios. </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">Habilitando EDLC - Tecnología</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Las herramientas de </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">gestión</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0"> de precios y el análisis de datos nos permiten tomar decisiones de precios más inteligentes y rápidas, alineadas con la demanda de los clientes y la dinámica </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">general del mercado</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">. La implementación de etiquetas electrónicas en los estantes mejoró la precisión de los precios en los formatos de Walmart y Walmart Express, lo que redujo las brechas en la ejecución y aumentó la productividad de los empleados al reducir en un 40% el tiempo dedicado a los ajustes manuales de precios. Esta mejora también elevó la percepción del servicio en tienda, ya que ahora los equipos pueden centrarse en ofrecer una experiencia de compra excepcional. En las tiendas, también ampliamos la automatización, la digitalización y las soluciones de autopago, reduciendo los tiempos de procesamiento, mejorando la experiencia y aumentando la proporción de transacciones atendidas por estos canales. Al aprovechar el análisis avanzado y las herramientas basadas en IA, como </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Scintilla</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">, estamos ofreciendo mejores resultados a nuestros clientes.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102129" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Excelencia en la ejecución</span></a>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La ejecución desempeña un papel fundamental a la hora de ofrecer precios bajos de manera constante. Nuestros índices de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Net </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Promoter</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Score</span><span style="font-family:'Times New Roman'; font-size:12pt"> (NPS) alcanzaron niveles históricamente altos, impulsados por mejoras sostenidas en la limpieza, la actitud de los empleados, la velocidad en cajas y la disponibilidad de productos. Los equipos de operaciones siguen enfocados en garantizar que haya cajas abiertas durante las horas pico, contar con empleados bien capacitados y asegurar niveles de existencias confiables, lo que refuerza el vínculo entre precios bajos y una experiencia de compra fluida. Al garantizar una disponibilidad constante en los estantes, una comunicación clara del valor y una experiencia de compra simplificada, posicionamos a nuestras tiendas como el destino más confiable para que los clientes compren una canasta completa al mejor precio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Disponibilidad </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La disponibilidad de productos es uno de nuestros no negociables, junto con los Precios Bajos Todos los Días (EDLP) y la aceleración del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">. No podemos ayudar a los clientes a ahorrar dinero si el producto no está disponible cuando lo necesitan. La disponibilidad depende de una ejecución disciplinada en toda la cadena de valor. Abarca desde la coordinación con los proveedores y la planificación de inventarios, hasta la distribución, </span><span style="font-family:'Times New Roman'; font-size:12pt">el reabastecimiento y la ejecución en los anaqueles de las tiendas. En esencia, la disponibilidad es fundamental para nuestro propósito: ayudar a las familias a ahorrar dinero y vivir mejor.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, la disponibilidad y el surtido siguieron siendo una prioridad en todos los formatos. Fortalecimos las posiciones de inventario, mejoramos el reabastecimiento continuo y aumentamos la frescura y la calidad de los productos perecederos, al tiempo que agregamos productos diferenciados que mejoran la relevancia y respaldan nuestra propuesta de valor. Estas mejoras orientadas al cliente fueron respaldadas por una cadena de suministro más moderna, que incluye nodos automatizados, clasificación avanzada, planificación de rutas con apoyo de IA y entregas nocturnas que mejoraron la logística de la primera y última milla.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La ejecución también mejoró gracias a prioridades más claras y una mejor coordinación entre los equipos. Como resultado, las operaciones se volvieron más sencillas, confiables y consistentes. Si un producto no está en el anaquel o listo para enviar, no estamos cumpliendo nuestra promesa a los clientes. Es por eso </span><span style="font-family:'Times New Roman'; font-size:12pt">que</span><span style="font-family:'Times New Roman'; font-size:12pt"> la disponibilidad es un factor clave de nuestra propuesta de Precios Bajos Todos los Días.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102132" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Del Proveedor a los anaqueles: lograr una disponibilidad sin fricciones</span></a>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La disponibilidad comienza mucho antes de que la mercancía llegue al estante. Depende de una sólida coordinación con los proveedores, una planificación disciplinada y un compromiso compartido con la ejecución. En 2025, continuamos optimizando la eficiencia del inventario a través de una colaboración más estrecha con los proveedores, respaldada por una planificación centrada en las categorías y una coordinación más rigurosa del inventario.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La ejecución a lo largo de este proceso de principio a fin (del proveedor al centro de distribución y a la tienda) es lo que, en última instancia, determina si los clientes encuentran lo que necesitan, dónde y cuándo lo necesitan.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro enfoque de Planificación Estratégica Acelerada profundizó estas asociaciones y promovió una mayor transparencia, un compromiso más sólido y una mejor alineación a largo plazo en torno a objetivos compartidos. También observamos un fuerte compromiso de los proveedores con nuestra agenda de EDLP, con socios que respaldan las acciones necesarias para mejorar la disponibilidad y, al mismo tiempo, mantener la competitividad.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102133" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Valor compartido y eficiencia operativa</span></a>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Existen claras sinergias entre nuestros programas de oportunidades para proveedores y nuestra agenda operativa. A través de estos programas, mejoramos la selección de proveedores, su incorporación, los controles de calidad, la capacitación y la ejecución. Al integrar a los proveedores en nuestra forma de trabajar desde el principio, con términos, condiciones y estándares operativos claros, hacemos que la relación sea más eficiente y escalable con el tiempo. Esto mejora la preparación, acelera la resolución de problemas, fortalece la ejecución y reduce los costos a largo plazo. Este enfoque también crea un contacto más cercano con los proveedores, mejora la comprensión de sus capacidades y facilita la ampliación de las mejoras en todas las categorías.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">Habilitando a la disponibilidad - Soluciones financieras</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Operamos un programa centrado en los proveedores diseñado para fortalecer nuestra cadena de suministro al permitir que los socios conviertan las cuentas por cobrar en efectivo inmediato a tasas competitivas. Esta iniciativa respalda las necesidades de capital de trabajo de los proveedores, mejora la liquidez en toda la cadena de valor y </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">promueve la continuidad operativa. Al proporcionar acceso oportuno a financiamiento, ayudamos a nuestros proveedores a cumplir sus compromisos, optimizar los ciclos de producción y reforzar la resiliencia y la eficiencia de nuestra red de suministro.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:Bogle; font-size:12pt; color:#005ca0">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">7.1% de aumento en los ingresos por factoraje en 2025.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:Bogle; font-size:12pt; color:#005ca0">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">>3,000 proveedores usaron factoraje en 2025.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Desde la perspectiva del cliente, la complejidad que hay detrás de este sistema es invisible. Lo que importa es una simple pregunta: ¿Está el producto disponible cómo, </span><span style="font-family:'Times New Roman'; font-size:12pt">dónde y cuándo lo quiere nuestro cliente?</span><span style="font-family:'Times New Roman'; font-size:12pt"> Ya sea en el anaquel, a pie de calle, o entregado en su casa. Nuestro papel es hacer que esa experiencia sea confiable y sin fricciones.</span>
</p>
<p style="margin:0pt">
<a name="_Toc227102134" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Presencia y Disponibilidad Más Allá de la Tienda</span></a>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra expansión física continuó impulsando el crecimiento en 2025. Durante el año, abrimos 186 tiendas en México y Centroamérica. Esto representó 212 mil metros cuadrados adicionales de piso de venta, lo que equivale a aproximadamente 1,000 tiendas en formato de proximidad.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Esta presencia cada vez mayor es importante no solo por la presencia física de nuestros diferentes formatos, sino también porque refuerza la disponibilidad y la comodidad para los clientes. En 2025, por ejemplo, ampliamos nuestro alcance a ciudades como San Miguel de Allende y Valle de Bravo sin necesidad de abrir nuevas tiendas en esos lugares.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Al mismo tiempo, la disponibilidad se está extendiendo más allá de la tienda a través de nuestros centros de distribución y capacidades de última milla. En 2025, ampliamos nuestra red de cadena de suministro con la apertura de un nuevo centro de distribución de perecederos en Costa Rica, el más grande de su tipo en la región. Nuestra red nos está ayudando a atender a los clientes de manera más efectiva, ampliar el acceso al surtido y respaldar el crecimiento mediante un modelo </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> que llega más allá de las cuatro paredes de la tienda.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Si bien este progreso es significativo, sabemos que aún está por debajo del nivel de crecimiento que aspiramos alcanzar a largo plazo. Seguimos en una fase de transición, pero nos estamos enfocando en acelerar la ejecución y escalar iniciativas con un impacto medible a corto plazo para poder cerrar esa brecha rápidamente.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:center; line-height:115%; font-size:12pt">
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" 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<span style="font-family:'Times New Roman'; font-size:12pt">HIGHLIGHTS: </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Presencia en 770 ciudades de la región. </span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">5 formatos comerciales, desde bodegas y tiendas de descuento hasta hipermercados, supermercados y clubes.</span>
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<a name="_Toc227102135" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Optimización del Inventario para Impulsar la Cadena de Suministro</span><span style="-aw-bookmark-end:_Toc227102135"></span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Como parte de esta evolución, hemos logrado avances sustanciales en la eficiencia del inventario. Hemos reducido los días de inventario disponible gracias a una mejor coordinación integral y a iniciativas que mejoran la productividad de las tiendas. Un modelo basado en IA de salud del inventario que ahora distingue entre inventario saludable y no </span><span style="font-family:'Times New Roman'; font-size:12pt">saludable,</span><span style="font-family:'Times New Roman'; font-size:12pt"> brinda visibilidad de la causa raíz a los equipos de reabastecimiento, comercialización y ventas, y ajusta dinámicamente los días de cobertura saludables. También predice los niveles de exceso y falta de existencias, tanto en unidades como en valor monetario, al tiempo que optimiza los umbrales de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">stock</span><span style="font-family:'Times New Roman'; font-size:12pt"> de seguridad. Este modelo sirve como una única fuente de referencia para la organización, incorporando las mejores prácticas de Walmart Inc. del mercado estadounidense.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">También continuamos modernizando los procesos de entrada mediante </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Smart </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Receiving</span><span style="font-family:'Times New Roman'; font-size:12pt">, un proyecto piloto actualmente en marcha en los centros de distribución que utiliza IA para identificar artículos de alto riesgo y reducir el tiempo que las tiendas dedican a los recuentos cíclicos manuales. Planeamos su implementación total para 2026, lo que permitirá un manejo de productos más preciso y eficiente en toda la red.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para fortalecer la disponibilidad de productos, implementamos nuevas métricas de DT (disponibilidad total) que monitorean el desempeño en toda la cadena de suministro. Este enfoque de medición detecta brechas de disponibilidad desde el momento en que llega el producto, proporcionando señales tempranas de posibles fallas en el servicio y mejorando la disciplina operativa.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra plataforma logística también se volvió más ágil y automatizada. Los avances en automatización, inteligencia artificial, planificación de rutas y capacidades de entrega nocturna reforzaron las operaciones tanto de la primera como de la última milla, reduciendo las pérdidas, robos y tiempos de distribución, contribuyendo así a una cadena de suministro más resiliente y eficiente.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<a name="_Toc227102136" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Simplificación de la Disponibilidad Mediante la Disciplina </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">End-</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">to</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">-End</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> Para fortalecer la ejecución, estamos simplificando y estandarizando nuestro modelo de disponibilidad conectando tres elementos centrales </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">end-to-end</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">:</span>
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<span style="font-family:Bogle; font-size:12pt; font-weight:bold">4.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Mapeo de tiendas y productividad del espacio</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Seguimos mejorando la forma en que diseñamos y operamos nuestras tiendas, desde el flujo de los pasillos y la disposición de los accesorios, hasta la organización de los estantes y la colocación de los productos. Este trabajo nos está ayudando a crear tiendas que se sienten más organizadas, mejor abastecidas y más fáciles de recorrer, al tiempo que hace que el reabastecimiento sea más eficiente para los asociados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Una parte clave de este esfuerzo es una planificación más clara de las tiendas, lo que nos permite definir cuánto espacio debe ocupar cada categoría y cómo se debe colocar, mover y reabastecer el inventario. Estamos pasando de mejoras aisladas a un modelo de ejecución más integrado, respaldado por las mejores prácticas de Walmart Inc. Y enfocado en simplificar la forma en que los equipos operan a diario.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt">, mejoramos la experiencia en la tienda a través de la primera fase de nuestra renovación de imagen y ampliamos el despliegue de nuestro concepto de Tienda del Futuro. Este modelo está diseñado para optimizar el espacio, ampliar el área de venta en categorías de rápido crecimiento, como Mascotas, introducir nuevos conceptos y mejorar el flujo de la tienda. Aunque todavía se encuentra en fase piloto, los primeros resultados refuerzan nuestra confianza en que esta iniciativa puede fortalecer la competitividad en abarrotes y apoyar un crecimiento rentable a largo plazo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">2. Visibilidad del inventario en tiempo real</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">También seguimos mejorando la visibilidad del inventario en tiempo real, para que los equipos sepan exactamente dónde se encuentra la mercancía (ya sea en la zona de ventas o en el almacén). Esta mayor visibilidad está mejorando las decisiones de reabastecimiento, reduciendo la fricción en las operaciones de la tienda y facilitando el servicio a los clientes tanto en los canales físicos como en los digitales.</span>
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<span style="font-family:Bogle; font-size:12pt; font-weight:bold">5.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gestión de existencias</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Aprovechamos los datos para generar tareas diarias claras y prácticas que mejoran la precisión del inventario y garantizan que los productos sigan estando disponibles para los clientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">Habilitando la Disponibilidad con Datos </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">–</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0"> Beneficios </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Al igual que con todos nuestros nuevos negocios, más allá de los números, lo que más importa es cómo fortalecen al </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0">core</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0">.</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0"> Los datos generados a través de nuestro programa Beneficios ya se están aprovechando para mejorar la arquitectura de precios y optimizar la productividad del catálogo tanto a nivel de artículo como de tienda. Al aprovechar el análisis avanzado y las herramientas basadas en inteligencia artificial, como </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Scintilla</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">, nuestra plataforma que ofrece información útil sobre tendencias clave como la penetración de categorías, la frecuencia y los motivos de compra, los factores que impulsan la decisión y las oportunidades de promoción cruzada, estamos mejorando la calidad de nuestra toma de decisiones y ofreciendo mejores resultados a nuestros clientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Este enfoque simplificado y conectado permite a los equipos centrarse en lo fundamental y actuar con mayor coherencia en todos los formatos y zonas geográficas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102137" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">La Eficiencia como Eje Central: Productividad a través de la Automatización y la Disciplina Operativa</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, simplificamos los procesos en las tiendas, la cadena de suministro y las operaciones de la última milla con dos objetivos claros: mejorar la productividad y liberar recursos para seguir invirtiendo en precios. A lo largo del año, aceleramos la adopción de plataformas globales en mercadotecnia, precios e inventario, al tiempo que implementamos herramientas basadas en datos en las tiendas y los centros de distribución para mejorar la disponibilidad y reducir los costos unitarios.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los asociados ahora tienen instrucciones más claras sobre qué reponer y cuándo hacerlo. Los estantes están mejor abastecidos en toda la tienda y la precisión del inventario sigue mejorando. También se han fortalecido las operaciones </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">, ya que los </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">pickers</span><span style="font-family:'Times New Roman'; font-size:12pt"> y los </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">partners</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de la última milla pueden localizar los productos más fácilmente y seguir rutas más eficientes, lo que reduce la fricción y mejora los niveles de servicio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">- La automatización ya ha generado beneficios directos en los días de inventario, que mejoraron en 4.4 días respecto al año pasado, mientras que la disponibilidad también mejoró.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El modelo de automatización ya está dando resultados en nuestras tiendas insignia. Se espera que esté totalmente implementado en Abarrotes y Consumibles para finales del primer semestre del año, y que su implementación en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Hardlines</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">comience en el segundo semestre. Junto con una mejor ejecución en las tiendas, estos esfuerzos contribuyeron a una mejora de 130 puntos base en la Disponibilidad Total (comparando 4T25 vs 3T25), lo que refleja una mayor disciplina en la planificación de inventario, el reabastecimiento y la ejecución en las tiendas. Cabe señalar que la disponibilidad total es una métrica interna más estricta que nuestras anteriores medidas de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">In-stoc</span><span style="font-family:'Times New Roman'; font-size:12pt">k</span><span style="font-family:'Times New Roman'; font-size:12pt"> y OSCA, ya que se centra en si el producto se encuentra realmente en el estante cuando el cliente está allí, y </span><span style="font-family:'Times New Roman'; font-size:12pt">comenz</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al mismo tiempo, estamos reduciendo la complejidad para permitir una mejor ejecución. En formatos como Mi Bodega y BAE, la racionalización de </span><span style="font-family:'Times New Roman'; font-size:12pt">SKUs</span><span style="font-family:'Times New Roman'; font-size:12pt"> redujo el tamaño del catálogo hasta en un 30%, concentrando el espacio, la mano de obra y el capital de trabajo en los artículos en los que los clientes confían más. Esta simplificación fortalece el flujo, mejora la disponibilidad y aumenta la productividad. También estamos fortaleciendo los procesos modulares y de surtido con las mejores prácticas aprendidas de Walmart Inc. en Estados Unidos y Canadá. Este aprovechamiento internacional nos permite escalar capacidades probadas, aumentar la consistencia en todos los formatos y acelerar el aprendizaje al adoptar lo que ya funciona bien en otros mercados.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt">- En formatos como Mi Bodega y BAE la racionalización de SKU redujo el tamaño del catálogo hasta en un 30%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">CASO DE ESTUDIO: </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club México ofrece un claro ejemplo de lo que puede aportar la ejecución disciplinada de los fundamentos. Al simplificar el flujo, fortalecer la colaboración con los proveedores y volver a centrarnos en los productos frescos, la disponibilidad de productos frescos mejoró en casi 900 puntos base, alcanzando aproximadamente un 95%. Esta mejora se vio respaldada por entregas más frecuentes y una mejor planificación de la producción. En paralelo, los días de disponibilidad mejoraron en más de tres días de un año a otro, lo que demuestra que se puede lograr una </span><span style="font-family:'Times New Roman'; font-size:12pt">mayor disponibilidad y una mayor productividad</span><span style="font-family:'Times New Roman'; font-size:12pt"> del inventario simultáneamente. Esta combinación de una mejor disponibilidad de productos para los socios y una mayor eficiencia del capital de trabajo es el estándar que estamos impulsando en todo Walmart de México y Centroamérica.</span>
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<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<a name="_Toc227102138" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gestión de inventario y ejecución consistente</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">La gestión de inventario consiste en convertir los datos en acción. En 2025, continuamos fortaleciendo las capacidades que ayudan a los asociados a mantener los estantes abastecidos, mejorar la precisión del inventario y aumentar la consistencia en la ejecución en todos los formatos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">Habilitando Inventarios - Tecnología</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Las soluciones de trazabilidad </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0">end-to-end</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0"> y las herramientas de inventario predictivo, como </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0">Merge</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0">One</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0">,</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0"> mejoraron los niveles de stock, redujeron las mermas y el desperdicio, y optimizaron el reabastecimiento en las tiendas y el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">. Estas capacidades están mejorando la eficiencia a gran escala, reduciendo los costos operativos y ayudándonos a reinvertir las ganancias de productividad en precios competitivos para los clientes todos los días. En productos perecederos, el despliegue a gran escala de herramientas digitales como la Fresh </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">App, con una adopción superior al 90% en las tiendas participantes, ayudó a reducir las mermas, mejorar la rotación y aumentar las ventas en categorías sensibles como frutas, verduras y carnes. Paralelamente, los proyectos piloto en centros de distribución como Cuautitlán y Villahermosa utilizaron IA para determinar la prioridad de descarga de pallets, mejorando la priorización de productos y ayudando a reducir los días de inventario.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#418ab3"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro enfoque sigue centrado en la disponibilidad total, los días de inventario, la rotación y la merma. Estas métricas nos están ayudando a elevar los estándares en toda la empresa y a reforzar un modelo operativo más disciplinado. Una mejor visibilidad del inventario, acciones de reabastecimiento más claras y rutinas operativas más sólidas están creando un entorno de tienda más productivo y una experiencia de compra más confiable.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La disciplina operativa se ve reforzada por la tecnología. Las tiendas y los estantes conectados proporcionan visibilidad en tiempo real e inteligencia a nivel de anaquel a través de sensores y sistemas de visión. Esto convierte el estante en un activo operativo efectivo que genera datos en tiempo real, mejorando la precisión del reabastecimiento, reduciendo la fricción para los asociados y fortaleciendo la ejecución en todos los canales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A través de nuestra Oficina de Clientes, aprovechamos un amplio conocimiento de los clientes para refinar las decisiones de surtido y mejorar la eficacia del inventario en todos los formatos. Este conocimiento guía las remodelaciones de las tiendas y las mejoras de las categorías, asegurando que los surtidos estén más alineados con la demanda, tendencias de estilo de vida y necesidades de salud. Al elevar los departamentos clave y fortalecer la categoría de Salud y Bienestar con una oferta más especializada, estamos mejorando los niveles de existencias, la productividad del inventario y la relevancia de nuestras estanterías, impulsando un uso más eficiente del espacio y el capital en toda la red de tiendas.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Proyecto Phoenix</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El Proyecto Phoenix marcó un importante avance en las operaciones de farmacia en México. Al combinar diagnósticos detallados por código postal con un socio de distribución experto, redujimos el exceso de inventario de baja rotación al tiempo que mejoramos la disponibilidad de los medicamentos más demandados por los clientes. Esto mejoró los márgenes y la competitividad de la categoría al abordar problemas de largo plazo, como el exceso de inventario en los centros de distribución, la falta de existencias en las tiendas y el inventario de baja rotación que ocupa espacio sin generar valor. Tenemos previsto ampliar el programa de 41 a 240 farmacias.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<a name="_Toc227102139" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Perecederos</span></a>
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<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, intensificamos nuestros esfuerzos para llevar productos frescos, variados y de calidad a los clientes de México y Centroamérica. Continuamos fortaleciendo esta categoría con iniciativas que mejoran la experiencia de compra mientras refuerzan la frescura, el sabor y los Precios Bajos Todos los Días.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En México, reforzamos la oferta de productos frescos de nuestros formatos Bodega y de descuento para que los clientes puedan completar su canasta de compra con productos perecederos de calidad a precios accesibles. En Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Walmart Express, complementamos esta estrategia con surtidos más diferenciados y alineados con las tendencias, lo que contribuyó a una mayor satisfacción del cliente y a un incremento de las ventas en las categorías principales de productos frescos. Esto fue posible gracias a una mayor competitividad en las secciones de frutas y verduras, carnes, panadería y lácteos, respaldada por mejores prácticas en la cadena de suministro y estándares operativos más sólidos en las tiendas.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club, estos esfuerzos se complementaron con un mayor enfoque en las categorías de productos frescos, la innovación en botanas y productos estrella, la eliminación de </span><span style="font-family:'Times New Roman'; font-size:12pt">SKUs</span><span style="font-family:'Times New Roman'; font-size:12pt"> redundantes y un mayor abastecimiento local, respaldado además por </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Global Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> para ofrecer mayor relevancia y valor a los socios.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<a name="_Toc227102140" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Percepción de calidad</span></a>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Sabemos que los productos perecederos de nuestros departamentos de panadería, pescado, mariscos y carnes son clave para fortalecer la confianza de nuestros clientes y hacer que cada visita valga la pena. Nuestro enfoque se mantuvo tanto en Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt"> como en Walmart Express, donde nuestros esfuerzos continuos por mejorar nuestra oferta de productos perecederos están dando resultados positivos. </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante 2025, trabajamos de la mano con </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Global </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Sourcing</span><span style="font-family:'Times New Roman'; font-size:12pt"> para garantizar una mezcla diversa y accesible de productos locales e importados a lo largo del año, mejorando nuestros indicadores de servicio y calidad. Con esto, pudimos agregar entre 800 y 900 nuevos artículos a nuestro portafolio de productos, los cuales presentamos en estantes más amplios y mejor distribuidos para mejorar la percepción del surtido. </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- 800 - 900 nuevos artículos perecederos en nuestro portafolio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102141" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Programas clave de la cadena de suministro:</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Red de productos perecederos</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Continuaremos optimizando nuestra cadena de suministro de productos perecederos para gestionar mejor los productos frescos y reducir la dependencia de terceros. Al construir una red eficiente de importación y exportación con proveedores confiables, buscamos mejorar la disponibilidad de los productos. La automatización de la logística y una distribución de bajo costo en toda nuestra red impulsarán aún más nuestro crecimiento en el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">Habilitando la Disponibilidad - Tecnología</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Las soluciones de trazabilidad </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0">end-to-end</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0"> y las herramientas de inventario predictivo como </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0">Merge</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0">One</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0"> mejoran los niveles de existencias, minimizan las mermas y el desperdicio, y optimizan el reabastecimiento en las tiendas y el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#005ca0">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">. En conjunto, estas capacidades refuerzan la disponibilidad, reducen los costos operativos e impulsan la eficiencia a gran escala, lo que nos permite reinvertir las ganancias en productividad en precios competitivos para nuestros clientes, todos los días.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Aceleración del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">eCommerce</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Seguimos evolucionando para adaptarnos a los estilos de vida de nuestros clientes en más de 770 ciudades, integrando a la perfección nuestras tiendas físicas, plataformas digitales y cadena de suministro en una sólida propuesta </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">. Esta transformación nos permite superar las expectativas y mantener nuestra promesa de Precios Bajos Todos los Días.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> es un pilar estratégico no negociable, totalmente integrado en nuestro negocio </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">core</span><span style="font-family:'Times New Roman'; font-size:12pt"> e impulsado por nuestra presencia física, lo que nos da una ventaja estructural. Operamos 4,265 tiendas y clubes, respaldados por una extensa red de centros de distribución que permite una de las redes de última milla más completas de la región. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<a name="_Toc227102144" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Alcance y expansión</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">El </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> es un motor fundamental del crecimiento, que funciona en paralelo con nuestra disciplinada estrategia de expansión de tiendas. Si bien la apertura de nuevas tiendas sigue siendo una palanca crítica para ampliar nuestra presencia física, el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> nos permite ir más allá, maximizando el valor de nuestra presencia actual al expandir las áreas de influencia y llegar a más hogares más rápidamente.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Alcanzamos un hito significativo durante 2025: nuestra mayor expansión en superficie en la última década. Nuestra creciente red de tiendas, clubes y centros de distribución en todos los formatos y regiones refleja tanto la confianza que nuestros clientes depositan en nosotros, como nuestro compromiso de atender a cada cliente en su formato y ubicación preferidos. Esta expansión refuerza nuestra cobertura líder en el mercado y mejora la accesibilidad para las comunidades a las que servimos. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Abrimos el primer supermercado en Costa Rica en cinco años. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Celebramos la apertura de la tienda número 800 bajo el formato Mi Bodega. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En conjunto, la expansión física y el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> nos permitieron ampliar nuestro alcance, acelerar el crecimiento y mejorar el servicio al cliente en toda la región.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt">HIGHLIGHTS: </span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Celebramos la apertura de nuestra tienda número 2,600 de Bodega Aurrera en Las Choapas, Veracruz, cumpliendo con nuestra misión de estar más cerca de los clientes y ofrecer los mejores precios. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2025 alcanzamos aproximadamente el 75% de los hogares en México. </span>
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<a name="_Toc227102145" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cadena de suministro</span></a><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra cadena de suministro sigue siendo un pilar estratégico que refuerza nuestro liderazgo y nos posiciona entre las redes de última milla más grandes del país. Basada en una plataforma logística sólida e integrada, nos permite operar con un alcance y fiabilidad excepcionales en todas las regiones en las que prestamos servicios. Nuestra cadena de suministro es un habilitador clave para ofrecer una experiencia de compra confiable, segura y accesible tanto en las tiendas físicas, como en el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">. Con una sólida red de distribución, respaldada por </span><span style="font-family:'Times New Roman'; font-size:12pt">4,265 tiendas y 33 centros de distribución, conectamos productos con clientes de manera eficiente y oportuna. Esta base sólida refuerza nuestra promesa </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> y garantiza que ofrezcamos rapidez, disponibilidad y excelencia en el servicio de forma consistente. </span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt">Estamos fortaleciendo el futuro de nuestra red logística mediante la construcción de dos centros de distribución de última generación en Tlaxcala y el Bajío. Estas instalaciones altamente automatizadas, equipadas con robótica de vanguardia e inteligencia artificial, mejorarán la eficiencia, reducirán los tiempos de entrega y ampliarán nuestra capacidad para atender a cientos de tiendas y clubes en toda la región, brindando un servicio más rápido y confiable a las familias que dependen de nosotros.</span>
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<a name="_Toc227102146" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">eCommerce</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">El </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">, junto con el EDLP y la disponibilidad de productos, es una prioridad para toda la compañía. A lo largo de 2025, continuamos acelerando nuestras capacidades de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> para brindar a los clientes una experiencia de compra fluida, conveniente y cada vez más personalizada. </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> se sitúa en el centro de este modelo, impulsando la frecuencia, comodidad y lealtad al aprovechar al máximo nuestras tiendas y centros de distribución. </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> representa nuestra mayor vía de crecimiento, impulsada por el tráfico de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> y ampliada a través de las capacidades de Walmart, las plataformas tecnológicas globales, los modelos operativos probados y un ecosistema de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">a gran escala. Esto nos posiciona como el lugar donde los clientes pueden encontrarlo todo en un solo lugar.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestras iniciativas clave para acelerar y fortalecer nuestra experiencia de compra en plataformas de comercio electrónico incluyen:</span>
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xRcVo6LgjPIeU1ZlmMq76wSn6/JOkT/hnTXkXVYfBfLTvxvxcYwFp3DFfdpf4/RfqSotuW7HwK5qJZJ2CjOG+6fqMmOpA9VivOHyyEZ5MIJ4nze8MyhqrhaTiOPOeuN5StW0gVyH8rTIzDOhv6tsqLIj2J/qB92+nujKu8s+UVkJp3GzAXrUVUYg8rC2wTz1XThkhp5+zX6R+PqCKXGYLY3Jq3o1MgtW0euDfLjES7Iu0uNpJ4UYK608gg8XB6oGA9z3eA7HFNAbpmMPDN2Jzp9MV7Amf0/b4xESOA2gk00+g2bC+d1bijPPoUZc1fjd08NFtv8/ukhsLFf22hGzgt9K8ZFwUVGfncVxWUQys72EZ+vuDGb9jWY/p2j6N99P/27HxDSFpeA8nYMev4tPg+q6Xx4WBpPxxRCx+spQF59P4T2K508Q2Teos/h9nxU010HQ5wvAtXpASJG/J0ipjo1ch0ZuZ5pbLduXotjBzyFtML77uaykc5TlbRy6XQIThzZTeeqSlopvH8e3jv8hbTCVSvTZm9AQdbtxkEuM/I2apS1lJ/9VbEx1DndzlYluIvbUVGmqGO0Is8pUp0eSifgbjqBl9F2lI2bWn6oA+ScEXGpnOEgb5iRv/jBaLz80Rj4bluL0EBXym64rMty0oq5F8aqhK20r8EUu14q+FBMWSIwGeQ6p7GdQcd1WcDCkpNmlaTsgc/2jejy3ST8H2XnT70zGiVph+viGbk/QACcOz4HjVmEM6cOEke049kQ5GJpPIV4KTmDXJRuVmTSvruKz/M0wmqQV8W7qrLsFB8CWBnKKIYVN+fQ54ppH5II1OcoHsvp35v2i/aNM3uGJkOcv5szcs7E+XvZGeTVGbvpO0vFdzBcLT2N7cSp8zHcag7GT15A7oD+w2Zj/JRFGD9VVbEyYOQCWE9dRr4CoyYtwxCrJbC2dSJfg0+7zcClC6dUIJcaefszPunK9E4D2k1kQg/LM+hk2y5O2urkHQSHyaJhVN3boIIMbVt5c4E4IbjB8UlRlbCFIDOAtllPJzJlR+f60Um9FFXUQKoS3enztvRd2wkyE+n9JfQ5f9p2FX3PdAFgBgZXZjDIGSIMCgYPuzkZecxpd0yeNhfvfWWNr36ZDLuZjjgU5oHi5PBHIDdDWik/N1ArhvpddGRqdOI9KL4j/m1Y8uJbe7bKWw4E6VF0XG4Uj9n0eCgd/zKK1Wz67EgCxmI6Vo6VHW1DsUr1JTDZU3zo9XurKbZ+qIpbSTGfLMDBHZwcowcF5wVY+M6EL2aVDBiCNMeA4208yB91drJGfixyBw7t20Hf96iOvDTzJPz8fHDv5hE6VsM7O6u1O4P1ePm5IXRxGyacJ4Hj55yAlJ/pR06JC10Uyy+Opsd8EaRtRMLRnR4PphhNo5iOEDEUA7TotxnM3MFZeXuOiGH59Uniwsi6eOVNvlOcRbGfrDof7xKsb9GdjsEauS5ppX5G7rx2FcKCqF1k7MOlE/54pfM43Di/G1XZR7HTbzve+XISMhOOojLvAhyXu6D/SEeU5FxDWf5NIa2kJ19XgbwjSCsFJTXYfawQ2yPy4cV+oICc/7ZP9zuQisLjukcglp8dQP+wdAsZM188r86gRpp/QTgPTGHoqLVLBjc/F9vdDyf4XSEn8OVfEttWJ20V2QxnL3zlV2c0XB7HcK6hTFvcwlImwr9ZV9dMgOdbVe5Y4uecDZkM8q/GIe6CB2bMnA+3jatwIMQN/3hpGL7vPQ29B9nTd6s654wvP9QE+W918dPv3QhOXiLL44uluvacY/iwukCUG7LWyvXTlXdW0uNs2r8o8bwqgW7fKRaiLPF+GD3kjPEoxTKA9pXhSP8uFF8GJ1+sH5TG0b7lCjhx1sgliHys/O9QkxkiYs3A5Lsdfp87TjnepmTkmlUrOfHhSLkVVg/k3FkYe+0gKvMv0u80DciNch1VKxWXR9P5RYlF7ELVXY5i1QrLgM1TR16QEISPv5+EMRPmwX7OUtH/YDdrGcZOcqRsfD6WO22A9bTl6D10PhYsccHpEwcw2Gopfh64QNXZ2RE08sKSB9i2Px+7ogqRV8yT1ncQo0bLWYniCU5efn6I2IwzcAYPQ6Im85AAM3ciceOqyTsntmUYcUcSl80JmBDg+aTg0YPsqgEtPGrRRvxu5d0V1Ijj6DP7afsr1Hjvi5OJs2KGPVcJ8PYMF/4+bhx8IeBMxRiQ7/Vbjjc/GdMA5JtcVCDvP9QeRYl78fQ7o1GdVQvyRqUVPSC/0HCuFGXvRsdAMShNIGj7EyjGidcZ5Pz7DK8HxbH0/anUuL3Fv4MY4EPPq9ODKbQVqLgyVlxsWDdlaaXixhTazxjaF2qk5AKcdBxV8WtrL4YEcHqNpZWqe04C5Kxz83eKiyxLHARxfp2PryqRYVM/no2BvOr+XsSc8cM4Gwf87cVheO69sShJfyStREUG4f+eHIwXPxqP1eu2IjedgG4IyA0YLWuSm1tHLkDOkpUFyg/1gFxdfph1Zw+Gj+OBQQsxZuJC7PLfhgPh/gjYtYP+fc8h+lAIfH396N/xBk6dOIg1G73q15G3V2nlYmw5PMLzUFJu2AG0KyNQKk3SVOd0C8oNmwcNPSigzJoyxYqrU+lzVZSxWBNwjtEJFyy25dpdBsID2lYs2nxlEv0lmFD2zlkjywLcICuu8+cZ6JNV8Mg/S38LVTAvT6O/lwTMqxIp66RMU3QycVbJIxnxUDQAQ0EetnMpnuk0Am8IkHvht+HTkHZ9G9auXopg//U4F+0BO3tHFCftFVqu4SDXBs8jkFdcMW6JPJ4QS/PfgEHOpXPcqMQQfopp5V0n+v5cFbSzKDbx1DApZgzvquRtIo6crXM9sYgl/1upQZ4TTduvESDnjF1k5BTzmuwI8RtieD5rvxV0h1VCFyjOxlkXZg05kUBjREZelBSIIaNn4Q9Pqzoy//jsECxeRv8m2UewdIUzwkL8kJt8FD/0m1nXIfrEG6OxaatPoyCvub+/XtwMdVXNuL3ie8I1QU4AZ5lKwFsPyCtjCc4xtgaDXHRiJrlYBORxlwOwdLmTaCMpt8LhsHh1IyDf3v7ryI9dKUHE2eLaZx3TGquy4M5Qnle7Kn4zndisOfamk9OJTv5edDLPrcskK2/RreOdNfR3IcrO9BUXAR7AwTW6Qtu9ZoMqysIrLo+k565C52VYsyZZRScuP2bgMDQq7zgK51pdrtkV5YIpBA46qSvvcIWFYSD/toc1tm9eVCetiCoLhdkPjQe57oy88ua8BjE0xitjFgiwV95eThAZSfFcJJ4LjZygzxAvv2xF/yar6XVVR2dVHGvbXgSTGfR3Ox0/wYG8Mm45xYi1dHsRP+7oFH0PdHFkkHAcWK/luyKGMf87cFyERk6xMlZaORO1tQ7QL7w/FgdCt9N3HUbq7X34wzND8G2vGRTPMyjPOYvFK1zwp+eGim1f6TKx8fLD2js/45zueui8FAumcGcxv6b+Kx4TwPl5bSdy+fmBBDJKMuhcFSBniNeBfCidK+Eop0ycL34MXQFyllXqgXw6/aamRu4gzhWW6xjkAuIGgby+Rt4YyOc7rkXk/kA4OW/GbIf1iIwIxTqX7Y8y8vZaR34jvhyhJ4tqn3VcY/310YlvITekjrwZprH94qfxOBrmhIN7nPSDPFkL5GZ0djJoFWNirmsA51E8W1cdeUlyEKZOd8DEKQ64HxtCsFHF8/zxwFpgj68Xz1PH94tOOR+/QK14NgT5QzHvDB2/UmwUnDvi+S5G9MUQyCsuj8PDknv0Gtd485TGdLdDj/kOiDuWRZ8P3ZEwyCpvzaP9iyGuFdB2OwXIeUQsv1dTcJHuaM5RHDyEpCXuKkvjREwesEQlShTv08V1Gd3Jct8E7TvBks8p7rvgSjGWOXimSUtl5NkJUQikjDxwly8CA/zJdyEwMBCBQcG4fuWE4UP025pGXlH1EJtC8mrX4e7YppZGLO6K4FECueHlh8aC3GuzIz77cTwK4ygL1QPygoQQPNPJnIz8EXiafcqDZqsjN0wjV5prJTTYS4D8X6+MEHXkj+JpxBD9qgI6TtX0voY4Q6oyjvY90VOAnMsOeTRnTe5JscKQmPkx/7y48HJpLU/IVRFjr4K16KMooL/R9LxSxJWrUfgxVwM9KL1H3xdJrechnSMnCISldEyX6aMV9HsbCYiV4vzhuXI4flwGKZIDrjmn7dg4hsaAvDg5GJOmOeDupV1Ysowy+qxDSL4ZhgWL6N+Ip2zgUaj5Z1FNF5rqwiuoLrqO6uKbyEm/AvsFrnTsHNt2Jq1wp2ZOQQfq1NRjXCvLt6BKjcEs15WRGw0e00FembgJkybPwMixdtRAdIP80nEffPy9TR14jNfIH4GHB2CIY1eKiTluKsh11pFbfkCQZvlhvUmztj6aNCszwfRJsypvL1GOjYLzZyrvMsi3qUBOoH5YliLAXZXoTse7XHTQ40EV7c/VWpDPFCDjuWxERVCKFx3XborpEPrtOfReFSpuzaJ9JZBTRixATueKGMZPx8lgrOBOee6HyDspAM+wZpCzfs2/JaqzyKpTt4n3DJFWkq/74Of+tug7xB6jJ8wTw/PHT16IMZMWov+IuRg/ZQnGT11Kvox8BflKjJ+2itwJVlOd6K5nMcZOXdO+QF5D++m5j04MaSqjk4s7hJQag1luDsgtOLKzOM4d3/aYiLVOjoog5yqLEVZzsHbNWtE4BcgblVZ0a+QMHr6NV4yJlpef6Uv7upWgd4j+uituU+eKIFeWVvjYed8tm5E3Lq3oysgvHA/EY6+NwMc/TDM9I+eKJSPudsRiHZXZ9O93VYCaO+dVJa+5tK8E3rxz9DsZQnuviJlFv5tO+3RdvMaLc4jH9Lv8WaGRszbOJZ1cuVVwCdXJ2+gY94tt2Hm+cK4qquCBVnThqKY4qcs+ucOa+wpUncrk1bS9ERl5wpUd+LHvNEyZvpDckXwRpsxYTL4EU2csw1T75eQrMHXmKnIn8tWYOmstuTP5OkydvR5Dxq1Qgby9SCsXY8twNY52WlqdVd218MRZdRq5IdJK02nkKvBsRcJFVzzTaZQiyFNiduGlD8eiyKABQbrAUx/khq3w3k0FGbrN5+15wJXonIuZRxByoVgNonjQsV+n4763kR5PoVh2p+NfQse3CRWXhlNMZotBQVzrzIOtuE68MnYRHecu2q80+swYioszHW8AxY6HjC+g4ybYEngrb3NlRfOAnOvIcxIPoSTjmIHxVAY5Q7CxlZfqeQNNnStUeOItvgPlx3RuqqtWztD3ivNUo/zw4pDaC6S6aoXP09HkGuWH6nNUsY6c4ipKD7mOnM5VOk/FoKsGIzsbl1aKkoNRnLSHnPt09qE4JQLFqQdRnBaF4vSjKM44jpL7p1CSeQ4lWRdQkn1ZDAgqyY1Bad4tVBTy4hLtCOQ+kQWolqpKPXtQyAsv88mtedKb6QaDvGkzcm4cJfFb8e/XhiNy91ocDFlPvhEH97rhYOhm+GzfgPe+mkAAYvAYOkRft0bO4OFOM3H8SnGp9fILIyjyD+l4bVUgT94BXsZMDPzJOUG/SZlfFt+uc1bIo/JS6Lg20W/dB8/CxwN2uNONPkD7eVq1ff4Z0SC5Zp9BzjFQlSNepOeptP8xeMiyAN3eizgaBXLTNXJLLvVm8UnJLFJHrjQgyLJ15HKpNy3zPiBllYZGQLkyUflEN8X1ZeQNpACFjLxOCqDGYRbIeag/Nw4PuKxbhH5DpqHfYFv6a0c+nXwGfh1mj72B7tQ4LDPXiho8nFkrxqbWOeMWcb9uTw13Fz1UdZypR2JyPXdN9lFqyKG0zUzR6HjRCAYaT+gkZuwTIzQPURyHiMbMVRNs4pZf6MKHqIFW0GMCY0U6wSBc9bwyE1Vc4mluRm6gRl4f5I+msTUF5A/yLyjG02S3JMiNWuqtsYy8fvlhsyy+3JZAzkPTpTU0HtyjeKKb4nUg11N+qBPkxmTkavA0DvI68Ch0dlpyGls1eLgiQn9W3o1+7wh9PpX2gwfn1NA+u1NbKqL920v7upv26TA9Dhaw50ZXleRB79Md5f1wej9IZOQ8xQHPV8Of50bNxnOpiMoJOhaGn+p4qMEzULkTjhosg+QRyDmeTSutmJ+Rq1bR5+NiyUk5piZ4k2Xklh2i3ywgb0vSigS5DuOBEFd4KL7CyW6s68vIjZJWzM3IVdKK6SA3fhpb0blVCx6eSEwxPmqnCx0P+OGBPhXXptNr3eiY59D+b6a/s+k1W/o3saHY/UbHvoxi2ZP+8kApT/ocZdG3F9B20ymev9F3cF0yQYEHWRFcePpVrrSoureGjjdIxKMynh7TMXNM6sVTZOSaF0ZTM/Kml1bEWqT5l0SsFGNqrDcbyFtSWiGQG1JHLjPy9mGsxRoz6EKvNwZyi1St6MjIE5Uyci/DQV4nrRg/adYjkBfTtnfp+Hsrx8dYN1iqUohnY1UrDeJpoEZuiLTCUwdYGOQMnMrbS5XjZKw3GchN0Mj1LPUmNXItkyDXb5wdKp7wxrrFwNMCGbnZGnlBHXiqU3cqx8dYV4wnA6eReDblUm8NpBUFkDfIyM3TyFUgr6H3s+nYjZsyWNEtCfK2rpFLaaUdWU25mPBK8aQ3xgV49GjkzVi1YjTIjZZWGmrkdeAh5zlpFGNkjJsKckMy8jamkTPI6X/0nacpLhQTpXgZ6maBvPmmsZUg1zIJ8saNKx7MHiSkKyNvFOSWryPXD3IGj7nSipJG/iiDfFiZR8c6SjlOhrrF7nCacmRn82jkapCzVSf7UnzM0MubS1oxc6k3s6UVqZF3THtQdItObH2rBzXiujJyQ8BjMZCbWLVigfLDBlJAWTId+2DlWBnipoLcoCH6bSEjVwY5g6cybr1yzAxxi4Cc46otrWiDXJ+0QueqJTLyQqmRS1OwGu78PNNPuQE05q0C5OZKK6aC/JFGrgkeHsUplh1TildjrghyA6SVdqqRczzrjJ5Xxq1Vjltj3mQgN1Qj1yWtmJCR6wS5lFY6vPEqPuXnjVxQmBuHLpA3kFa4cWiC3JLSSsvVkesCDw8zV69zapSbCvJ2rJHXtweo5mkOOE5K8dPlTSatmAvyFig/lCBv3ybmcI6Zo9wQdLkieJRA3halFcPKD3WBh6c3rYxdTnEiiCjFTsl1xdMiIDekjlx9h9PKpBUtq8k+qlpgWSmGSm7JjNzc8sMmA7mGRi6llQ5u1Hiq03cTRPoqNwhtbwzkzSKtmFtHbmpGriyt1LeH9JuHKCYGltCZBfLGNHITBwS1QpCzibueRqZIqPPmAnlrqVqRIJfGxpM2iaXeGiv7EuDRI600O8ibKyM3Djy8rajdF7PyKcRR7U2ekVtCWmlKjbwxaUXLCEg8+Vj5pbHK8VR7i0grhoC8BTRyCfKOZ2J2PQKQzlX4dYHcEPC0dGen0Rm5NngMycjrG8tXvAiCzrJPRZAboJE35cISBmXkh8lbAORqo20Z6BXXp6ti2CCuFgR5a+7sNERakRp5B7YHZXRCHacTdhWd+EMfNRZdIG9WjdxEkFtyQJCx4OFVZPLOiSltearbujsfU0FuUEbO8WwqkFtKWjER5Br2sCwV1Sk7KR52FMdaidAskMsBQS1mEuRNaNTAeKUVHnFXnb6HTlIPVN3bSL5e5fH0OJ5O3ASCLK+an7iZnE7gJIIDncTVyZ6q1fJ5ia0UgkQqZSV8QqfRCS3gSye1GhgM4ft7BYirsxgcBONshof6JGeA1J7o4mQ/QSf7KXHC86yBPCd3DZ30NYUElEI68YsI0kUx1AAILMUElhKCNa8oU9dRRIAR08FyQyDIcGOo5MZAoKnOIy+gwy8kLyYvpUZRQfHghmEadFT2kH4vk/b3PB13KMVpmyp+dfEkwKrjmUAwUIwngUExngzf2nhmECjqxZOA0SCenFlzPPkiVxtPArMqnmdr43lRK54EE0Piyavm1Itnbr148pJpIp50kTMvnhpG8HpQHEvHeYhi40fxo/PxHsVTxJbjqj5XOa6152oSx5Zgm0wXsmR1XAm64oLGsaWLWhrFVZyrgbVx5XM1RFzgOK7VHNcsgnE2Jw7qOxZOHvhix+cqX/AYzKdr40rnKl34+Fx9UHiFnC5+HFdxrhKoa+PKy8+JC2FZIsWVgK1eCFrElS+I2eQcV9Vi0A9risgJ4HUXRzpXwRA3LLYS5NKkSZPWxk2CXJo0adLauEmQS5MmTVobNwlyadKkSWvjJkEuTZo0aW3cJMilSZMmrY2bBLk0adKktXFrdpA/ePAARcVlyMwqQHxiJlZuv43YuPRm8Tv3MnA3PgNxCfdxL5E9E/FJmUhIzkJiSjaSUrORnJqDlPQcpGbkIi0jD+n385CRmY/7tL+Z2eyFyMopRHZuEXLyipGbX4y8ghLkkxcUlqKwqEwcX3FJOUpKK1BaVoGy8kqUk1dUVKGyshrVNTUUh4eWqL6V1gJWTf92JVUPkFNWg/slNcgorkE6/619zH/5dfZMtZfWIEvDs9np8+z8Pey5wh8gt7wGeeUPyGuQT3/VXlCh8kK1V1Jbor9F9LeYnfaJnfetpEq1j6X0t7Sa/lY/RBn9LaO/5WqveYgKDa+s9So6PvooHafqWGvor3A6YdnpJTxkr42HpYy/l/eLj5XjlVFSjfTaeHJcRazJG42tVlxVsVXH9ZFrx7UuthRL/lsX13qx1Ygr/xVxfeRKsa2LK3tdXFWuGVs+flNj2+QgLy+vwqnzsVi2bg/6jFyN1z+zxb9eHY3fPTUY/+9/g5rNf//0EPz1heHit//79jg888FEvPTxFLzxhS3e/cYenbvNwec9FqBr30X4adAy9By+Cv3GrMXgCRswYoobxk3fApu522DrsAOzl/rBYVUAltAxrXILw/qtEdjkdQieftHwCTqOgNDTCIk4j/1Rl3H42A0cP3MbZy7exeUbCYiJTREXk+S0HHFRKCToM9wZ7NJap3EjTC+uxrWsChxNLsOB+FLsu6fy/fQ4Ir4MkQllOEh+iPwweVRiGaLJjySp/FhyOY6Tn0gpx8nUcpxKK8dp8jPkZ9PLcY78QkaF8Iv3K3CZ/EpmBa6SX8uqxHXyG9mVuJldhVs5Kr+dW4U75HfzqhBHHl/AXo2EwmokkicVVSOZPIX2PZU8jcDIcLxPsGPPVAOPYJZLnkfwyq8FWVHlQwIXw0rlakgxmBhIagipwWOK8ef493j/OQ4HEzTiSh5BsT1AseTYquOqHdujtbFVx1UdW824nteI66XauLJrxjWG4npTI66xtbHluN4TcVXFVh1XzdimkadrxFZcWLRiy8cpLhQUV44tXxC046q+iHJsOa4itrWxasyaBOT8D3TxajxsZm/DM+9NxP89qQzX5nSDQd7vEcj7j3GuA7kVg3yOCuSzlugG+Y56IL9CIL8uQH5WC+SJlP2nU6afm18isneG+UNTW4S0JjHO5LjhM1DC4krqPJxcE+QHTAA5u6VBrgKOcSBn4JgGclWmLmBj5GnL38H7HE1x4VjWi63RIC9vUZCLuNaBvDauZoJcHVcR29qYNWYWBTmDKPrEDXzbdzF+/9QQRaC2lKtB/pgCyDvpyMj768zI/Q3MyBnkN3BMAeQs46hAXixB3sqMb89PpJbVA4ymWwLkTZGRmwJy0zNy40HOn+Vj2H9POa7s7RHkLJO1GZAznHoOW6UI0dbgShn5y9oZeU/tjFwZ5PoyciWQK0krDTLyKgnyljbWPLnhKwFG01sryA2RVhg4xoKcYdMQ5IZLK/x+Au2b9p2NkusCOcdWGeRNJ63Uv0Aqg7y+tNKGM/Ia+lXXbZH45yujFAHaWlyXtPLmF3YGSSuGgryhtKLKyLVBLjPy1mUp1CgNAQ27NshN0cjZW4NGbrq0YhjI+bN8nEpxVHLjM/KmA7khGbkSyNnNycibXSPn6ozB1hvwf082b8elKa5bI9cCeV89GrlJGbmyRv4I5FIjb0njxsKNWQkqulxq5IZJKwwy7sBUiqEub2vSiiEZeauWVrgE75Nu8xSh2Rrd4M7OeiBfi8ETpUbeXo0bDDd0JaDo87YsrVhOI9efkTPc9GnhulyCvBlBzjXVnbrOUARma3WDpRUNkBtVfrhdCeS6yw+lRt6yRm1GNHYlmDTmsrNTP8gZbOEmQJy9VUor+YaC/FFsNUHeKjVyHvDycbe5irBsza4C+YjGM3J95YdGa+SPQC4z8tZjHGVu2EogMcQ7jLRCbizIueJnn4kQZ29rGrmIax3IlTPyVgdy7tgcOnGjIihbu5smrSiDXFFaUcrIDzPIpUbe2iw21zhNXNuNAbkaOG0S5LWwUQZ5Q42cRzxGGqmJa3urlFb0ZORtEuRcndIWOjaVXA1ypTpy3Rn5I2mlfkauG+Q7Ao3UyPNqM3IprTSL8dB4czJGdqmRN8zI+e9JPbX3hroukHNslUHedBl53QXSYGmlDYCc5yn5x0utu8RQn0uNXBpnkVHU8JUAYox3GGnFCJDzPijFyliXGnkTgpwB8/Og5YqAbCtukLTSYECQJYboK2vkcoh+89ttMyUVtUuQ15dWGEr745VjZay3NY28TWXkB6Kvtor5Usxx3dKKvjpy48sPG0or1xspP5Qgbw7jBsNgUIKHsd5apRVTQG66tPIIOJdpH5XiZIq3So3cTJC3ivJDhsuXPR0U4diW3LSMXFlaUdTI9dSR68/IpUbeHBZDjVUJHKa4BPkjaYUrWzgeSnFSu9fZVGw7lSI88Eau4jZqN14jrw/ynacTsTUyRmbk2sZT0Db3lLNN4QZp5Axyysh7jXTCAKt1GDJxI0ZP24Tx9lsxee52THdUZ+OBWLw22ACQ69bIG2TkEuRNZpw98tSzSuAwxaW08gjkhlwg//veJOHPfWyL2VuPNXjf7fBdTFl3QDw2V1qZtGwPug5a1UIgb8Ua+eipmxTB2NbcoIy8xwK4bIvEjsBj8Cb3DT4poHz6wh2cuxSH0MiL2Hf4spCa+ALnH3LKAI1cTmPb0pZcaJmOOLVLkKuklaoa0DE3foH899vWsF4ZBufwGPhdysSb383Dx/2W4x+vjYWd62G8/s1c/OPVsRi3fC9e/GwGvhy0Ggu8TtF2c/HEO9awJcgv8DyO/7wzAR90d8RrX8+E47bj+G+nifjfuxOxOSIGQ+y96fkEvNl1tgC5W+gVvPCJLZ6k9xd7HGkykIu41oG8lWbkRcXl+O9b4xTB2NZct0Zefxpb1rj7jHJC/7EqWWWM7eY6SNst3IGZS/ywYGUAnN33IfLINYOkFTlEv2WNQakEGFO9rUsr1xJz8P3AFZg0fweySqtNBjmDSyk+2s4gZ0C/85MDlu66gMffssYU5wj8NNYV3azc0G2cGz12w8ZIvvsfgtGLgvHzuE14/hM78f4zH03B2z/Mx5TV4Vi56zz+/spobI68Bdu1+/DU+zYYaLsNf3puOLyO3MVv0zwFyN/v5oDpa8OwNuAs/keAP5ta2qQgj88pxcL1oXBYtxcHz95FSn5569HID1E2qQTFtuiKGXmXhhr5HgKwd8AxAWT/PZyRn0Fw+FkC8wWEH7ok4Hzw6DWcOHtb/K0DuWL5odTIW9oYOKbM+aHPmxrkFzLKceROLi6klTYJyNd5RYs28efnh+N2an6jIGfYKIGc90kpPtrOILdZGwHXQ3fhe+G+APmqPVcxYMYOAfM+Uzzx9ZC1cN53E399aRSCbuTSe94C5HYbIjF5zT58RVn6lwNXofdEdwHynhM2oevg1Xj/54UYQPD+8wsjsHHvFfQc7yZA/hFl7uMdA+C4JQrPdZ5KIC8zHeSNlB+GHr+F/uM3YnfUdRy7koTlm/ZjpN1WjJnhgXXbD+PCrTSxjF+LgXzusp0NgNhW3VBphSWVn4csb7SO3Mk1DJGaIJcaeas0zoqU4KLtwTF5+HroWrxHAJi77QSe/9QOr349C79O90ZIbBG2HkvAC59Nx68EmNC7xfi473J82HMxwumxpZd6cw+/gi/6LcWZpCKjQK6GTWMg9wg+LdrE318ehaTcUhMzcohl75Riqe2d+yzFa11nC2cp5aPeS7HhwG1MWBWO4Qt2YWXwZbz8hT0mOoXj3W4LsedWAXzPpeOzASsJ5rboO8UDmyJvY8zCQPSasBlPfzgZ9hsPConl8/7LMX3dflgvDsJrX9mj2+j1GGrvhW2HblFWvgCdfpiHjbsvirhaOiO/lVEMm4W+eJESwgWUiR+/miziq5ZWkihL33/iNuav3o1hUzZh4lwv+O49i+SsYr0g59haFOTf9V/cAIht1Q0GOWXjapDrqyN3cg1VlFakRt66jBuiEly03SnkGoFhNv7TaSKmro8UUsDqvdfwJ8pa14bFiA653z8zFE9+YAPPE0ni9Sfptn7X5UwCjSe+HeaMLbSNzaow2K2LwEyXg3DecwU/jlyPITN3YEPIVXxDGWSPca4Iv5GF/pO3YtKy3fhh+FoEn0vC1ojr+GXMBgwjCDn5noSj+yHYrwlF199WwnbFbpyMy8PAKVvw/WAn7Iy6ZXBG7h1+EdtDzyOlqKoO5GGUQXKbePq9ifU08uScEmz0jsKl22mNgrys6oFF73T44sh/tTs799NrfJGcvDocf6MLz+Nvjcc89yPiIhmVUFqvauVESlndRZIvkGfSynCW3NKdney+EVfQZ+x6RJyJQ0JeOfaduo25q/dg4ERXjKZM3H3XCdxMzhWJhLhIkh+7GE+8scPclUHNl5EzWJ59f2IDIOpzrjV/i3Z0JIFv0Pj1+N/b4xW3awk3FuQzHH2w2i0cQyZthPVMD0yd7wX7xb6Yu3wX5q3YpQJ5oxm51Mhb2lhr1oaGkgdcy4Gjz9k6kDMwfrJywz9eHQOvM6kC5P8jcD/xzgQMnOmDN76dK0Ded6on3vpuLn4cvRFdKNP8uM8yPP3BZExauRf/fG0spjiFYdH241jmcxozCPBPvG2N6c778Ae6KIya5ycyxiHTt+Nfr1thOoF7hfcJjJnniz7WbpjpHIaJiwLEuTtn3T7RmTebXttzMs6gjDzyQrz4LJ//PUauxTUCC4P8fGyGeL1zt/l1Om7Eydt4+ZNpYtu3v7ZHQXmNXpCzVKAUR3NdX9XKAYK99t1OS9SRn7yVgec7T8bQqe5w9o7Gudj7SC2qpNiqOjvvZZVgV8QlTHbwweBJbrBb7A+HtSEYS4A/eTkBc1YGNh/I8wgwf3x2aD0Y6nOG+FLnPSgrr8LZS3dx7nIcNhDglLZtCVcCudJSb2ppZZD1erjvOAwHp0D4BJ9AUBjr5Odx8lwsAsPOGAVyJWmlQUYupZUmsVPUsJWAoeSL/c7Vgfy/704SHXKbo++J9xjkTxKguw5di79SZvib/Q4B8i8HOQlZYMB0L4xxDBIgt166Bz4nk4RuG3ghDYfiijCUsvIPflmIFz+1g83yPdS2hsH/ZDx6W2/CTyPXiWz/wPVMnE4uESDvTtn5W9/MRu9xLgL6vodvYiRl69xxZ7dyj0Egvxifg+c+mlzXBp770AZ7om8gtbASX/RehFmUGd4vrsICgsyfnxsutuG5lAZTVslarj6NPJWyfe34WcKNryOvX35oSZDXv9N5BPJjN9Iwm7JvllYCDl2D7ZJdGGyzCTYOvthBdz83U/LrqlaOX0lEtyGr4B9+QWjksXQxbVaQxyXcrzsBlHy4jStuxqbi8vUE9Bi6El/3dkR1TQ0GjlsvoM615091ssby9SG4l3hfgJ23YaCy3OC/+yTikzKxcFUggvedQ2xcOr7qvVDo8gF7T+PazSRR5jd7iZ/4/BLn3eI7pzvswJ176QKMn/w8D591X4AIAqbb9oMYNWUTRk52E791804qhk9ywZhpm3GLHl+6loDew50aZOTac61oSitjbN3hu/tEPY2cOzyX0r4YLq3Ipd5a0rixKwFDyTVB/urXs+u9pwa5zdr9BOiRWLD9pAD5Ev9zeOzN8QLmvSZtESCfTFn4wXsl+HbY2rqSuR7j3PD617NEVq0G+c5TdE4SyEfM3oGfR2+gba3xQbcFKpCPXi9K5z7vu1SAfM76fXj7m1l46v1JWLQp0iCQs7QSk1aIRS776FyfKtrtU/SdibnlKi2XQBNMIFK3129/XYrgyMvILa1qVFrh39KMjyG+2P88bDceVHxP7WqQe51KxuDZvgLm6oxcDXLPI3FY6HlMuEvoNQHynaeTMN89CmsDKdkimDdlRq4Gubr/gatW2LkayHP3GUycvwNDJhOLbLdg8gIf3LtfWFe1YgjITdbIvQ/kQ9tXeuquWOny01yUlJbjB/qHnzxnm4AmA/sKgUpzO5Yn7iVmiu1XuYTiTnw6XvzIhoAFzFnqDxfPSFRUVolFm89cvCO2OXbmFo6evonudHFgW+e+X5T7paTloM+I1cjMVq1MtGLDXhw6el0M1FGvGzp5znaUllZgyISN4qLhuDpIlFB+228xpi/0wfVbyXj89TFa0opukPcf64ywgxdhPXMrFjoFEawP4uipm2JQkC6QN8zI5TS2LWmHEg0fCMSdmoHXc7HndmGDEYh77xSL98Q213IQRs+Db+SJqpU9MXnYfiIJYbcLEH6rAAfuFIms8XB8CQLOpyE8JgeH7xUjiB4fuluAIwnFOHgnHydTKJtMKMLxxGKh5e6/moHoO3kiKz+TVIzjd/Nw9HY2ziQU4kpGOaJvZuLYrSzcJPAogVxJI1fDJj6vHNtCzmFr0Ok6CYBBnphTghWbI3DsUgJyy2sM7uy8m2f4SNndFBO+EA6dt0vUiPNrW48nwoOcH7OsxTXm/pczxXN3ugtaEXhJSFMRBPXAK1nYSp8/SI8Z5CPm+dNFdBJ+GrUBNiv2YpnPKfz95dHoOtgJ3w93xonkUgHyQ7dz4HfsLs6klDYpyDcHnMSFu5mP4kqeQXc6gyjZzS6rX37Y7Bn5ecpqNaGs6Qzh8go66LtpIpOOOnFDgJwzX81pbo+cihEQ5sff9FkkgMXZe35BCXiRB86yWZ74P3qfy/nmLd+F9Pt5+JUA+vZX01FBv8E6/cSZHrgakyhgyeuE8u9yVs7lgZyJ7z1wQfwG78OhY9fqfp/hW1ZGJ33t9gzVhiDX19m5Ftt3HRX7dIV+ny8w67dEiCH6DaSVdjKNbTWdTJdiy8TF3Cui4QW+rfne26pONEt76N1av0OQj2XQl9Jv0V/ykFvsxQi5qfI9McXYF1va5HXkShm5ZtXKvZxS3LlfJGCjBjkvBHEnrQBZlKEbU7XCv6kUF23fSxe+d35agBc/m47/EXwZ5GOX7sFTH04RfQ7TNkTi6Y+moAvdyXCfxODZfqIf4tWvZgmQO4deF4OCXv1qJnpO2FwH8k4/zsdy3zPYEnkbr35pj/GLg+pJKx6RMfj3W+PxOn2Oq1cY5iZLK1rlh9og33MkBtMW7xQdnYs2hNVVrQyburmuI7nFQM7gVANR21nCYAB9/NM8PEf/OK9/No0y4IWorq7BojXBeP/bWWIBCpZIeHGFVz+ZKsAWFnkRU+d54eK1ePE9wWFnsWZTOP5It44ZBLUJBGzO0N/43Bb9R68VWThLMay176Lv4qHxDMFOX8/Ai50ni+w++kQM5q/YJb5v0qxtYhm6z36ZL+4CplC2npldgM4/zhHb8/J0xkgrXH44YrIrFq/djcV0XGvd98GR/taVH2pm5G18Gls+eQ6eL4ZHeB4u3ymn5y1/UbGERSVZbmi+2tvagKBzlC1OcfTH/wiILLEkUXauBnn48ZtCuvnghznY5EtJS36ZQSBnuCnFRts9TyXjD88Ow66r2Rg8x0+AnKH++rdzRHln12HO4vnLBOPJayNEief8bSfhtPuKAHmfyR5CwurSZyme6zINkfSdDHKWqL4e5CQycn595oYD9UA+0M4TA6ZupbudIvE9/pSZm5yRNwJyzSH697JLRGxbDcgTU7LrwVvTeSABZ8cp6blC5+4zcrV4nXVkllk4g/WiTPYVOmmOnIxBKm3HWTNn16yBr928T2y/e985Ud3yj1dGic/1G71GXEA4W2dt2yfohNhus/dhTJvvTdn0WOwMOY3UjFwBQwYvZ+DdB68Q2/3txRHYEXCcst0coZP/+42x8PCNFr/P+8nfb2z54RafKFyiCw8fG3fi8sVIVX6oBXJFjfwRyFtz1UpuYQ1c9+TSSVZR+0r7seMpxs0/HnQjT9SMq2/zldxYkHOH55bIW/VAzt7UII/LLceYmdvwt5dGivbBOrj1XG+kE3hWe9Cd7LEY3EzJw4c/Plq68YWPJmNb0EkVyMl1gTyZvl8pNtrOAOfKH6ulIej0k4MAOQ/P/6jXUtis2Q/7TdGwWhaCH8a4iD6Ij3otwY+jXdDLZqsA8Phle/EMZe9T1+7H1DX76jLyb4asruvsHL1glxiqP9UpFNPIuQzRbk0Y3qALxQzncFERdOhWjukgF3FVBrl6ZKfSEP1WAXJem5OrPNT/wEr+p+eGNahs4ZOFQa9+zlILb6e5jbnO389ZhNJ77LxPvB/q5/z7f6FjMaWOfNS0TWJoPteRc9nhHLoQKWrkShl5G1jqLT2nGm4heaigk6o9Go+SVAKMks/xOCZGIXKHJwNFaRt2Y0DOPnlVqOjobG6Qh526U9cGHn/DCu4BJwk6VbiRnCc6W7v2XyKAk5xbBus5XvhdrSz6UpepyKfX9WXkLMkoxUbJHX3P4ufxmzCJQGy78RC8z6aJgVbfjdyAxf6UzM32xQ+jN8LR5wzcj8SjxwR3ys73Y8hsP4TFFhLMCfSjNsDWOULElofpz3E7XAvyckQnlGDupkPobuUC68WBFNsy0e8wdVUI+tu4Y+v+63VxtXRGbizIbyZkNy/IWSZ55RNVT3d7cKXyQ0M08noDgjSmsTVXI6+TVlpQIy8pewCX3blCF2+vdivHsE65oBu5+NvLo8XtfXBMvpjcievHWd9lzZazx4GzfCmbXCFA32vSVjEwiCd2+i9lg7M2R6P/tG34kYDDw8i/GLBSZII/jFgnbv8Z5KFXs9C55yIhC9hSxmi/fr+oQnnl8+k4kVhkcZDHZpWi3/iN6DnaGefu3K8bEHTo/D2RYL3y6bS6OnKGTdCBy/iytyNWbznQqLRSXPmALmTKsTTHW1P5oT6Q268MRhI9ri+t6Af5odOx+HX8BlFL3mwgZ+NyPSUotkXXBXLtaWwZ5L8QyHuNUFWtDJm4ASOnumHcjC2YTCC3E0P0GeTK0oqhGnmDjLwFQO4Rno+iUjpr2rFxI1MChrZ7nkwStdyuh++K6Vb/SHdxPSdtwbMfT8Mv1pvx1IeTRdb42a8rMWfrMfzvvUmUOW4WZYc/jXXBS5/PQNcha/DGN7PhvOcqZm+KwgACO98ZWjkGCpCPXxQkJoAaMNUDj70xDt/S9l0I7LM2ROB0bWWFJUGu3dmpBrlv+EXRJv712hikF1XWwcaYzk6GjjEVQYa6vgFBLQZyEddHIL+eWogxM7dj4CQ3zFwZhD1HYxCXXSJiyyDX1siT6D0eFMQjOjMLK0RsmxXkXOKnDcS26gZl5ARyBrD/nlOio5Yny+JJtNRT17LzRGLRJ2MEmJUGBLWVpd5uJlYg+lJJ7bP2a9xQWApRgoamh9wuFHNmj1gQICZvYqj3mLgFz3SeKm7zrVeF4ccxLkISWB1yTWTl3QnwDPBp6w9gKt32M8hHOwQg+HKmmNjJisDNs/kxyJ/rMhXDZ/vgGbogzNxI2zvthWvoFYye5ydm7tt14l6zgXy9t2rSrL+8MAKxaY1PmqUEcp40i/dVKZbmeFsAOceVPZFeO3EjFU6eh8QkWcOnbcFSt/04ejlRXCCHTtmEoINXRDXLsUvxQlppkUmzLlxR3YJpQ7EtuhrkjS31pi2tDLNxwaHj10X9uOZSbzoHBLWRpd44G28vlSmNmaGTO60Nu4FO3RxE5QR3ym07lSwmx3q2yzQxrerQeTvFnNkuB2JFZx3XQbOW/hxl7b/absdv070wfUMk9scW4j36nk/7LcMbXWdj0/4bokTOYcsRdB3khBco4/9l7EYC+w7x+hf9l+NIXH6zgZznWuF+o9c+t0NqQbnJIGeQKcVR24Ni8kTcvqc7Gh5spbQN+6wtR+ni6Y7+FEsecKUN8kP03MHzOH6i7xk22xchV7OERm4IyH2P3MGPw9daFOTq2KqllcTcMhw8FweHdaEE8c14u6s9lrnuQwZl4WqNvEVAzrf7PIxdCYxtzQ3NyNVD9HmA0badRzGUQM518sdOq0Dut/ukADSXTRozRF93Rt78GnklnUA+Bwtqn7V/M2bRZZ68iQf9aL4WQmDmmnH1c+3Ozn30Ge3OToYOT+rEWaM6c1R3dh5LKiHglInOzpM8+CetrEk6O3WBnG/9r8Rn415WcT2N3NjZDxlGhujkXw1eg1e+nClmN2SQ8wAhO5dDmO56WNwJeZ5Mhs2afRg0y1fMKGm1dA9W77kKp+DLoqNz474YEVtHgjsvRsEjZzvTBbRL7yXwOnoPG0KuYJZLJHYcjcPi7cfhQnc6gWeS4Lr3MhZ7HoFryCXsPpeEkXThbEqQa2vkaQUVdbFtUZCz8eAfJTC2NTe0s5PX4mRZJVDMQ35OAJlHd3IFSuSRqyI7Z2mFVw3a6hvVJjXyq3fLcYW8o1hJ1QOD5BVDXRvklp7G1lSQq2FjCMgFcAg25oCcgXMuXb+84nsho3YGyRt1r/FiEe/94oi3fpgv7nJe+HQ6ug51FrBnkLMPneMvpkIYTHCfsma/iOtPY1zENLYcW4/Dd4T8xSsDPf7mOHzad5kYAMT9Dn97aRSmrw0XZY88oyRLV06+p4Ss1bQgV8VWDXLN2BoDcotPY8vGIyItXT7YEm4oyOsvvqx7Gludq+g3yMhb3zS2e08UoYCyh45kDEtNwJjjxpQf6gI5e3MNCNIHcgaOqdIKg/w+nUdKMVL7rmvZohrIYcfpute4M/mlL+zBMhaXJf7p+RGiJJGXg1ODfBxl4p8PWClqyQfN3CHi2sN6M74dulbEdv2eKwLYI3iQ0W+rsMr/rFhAYtfpRPyO2rrt6lB07uGIgzez8ZcXR4oFJpoC5CKudSCvn5GbCvImycjZBlqtU4RjW3LdGnn9pd548eXGVtFXLcBs+Cr6+jXy5h8QtCOygH6r9kkHMW5UmoAxxy0B8qbIyE0BuekZuQo49BDHGhl0xZLJP1+3EqsA9bfzEp3I3Ence7IHpq47gFe+molP+q+ol5EPtPcR1UCf0uu8ChDH1XX/TfzjldH4hrJunip4gO02WC8JFisFMchf/MQWAWeS6kD+Wd+lOHir5UHe4ku9qe3G7RS9A3Dagitm5ApLvWlm5LpWCOI68gYgb0NLvfEcJB3NOLJnCZpKoDHWOxrIGTa6QM6waSwr534HXqRjivMBMTkWT0q2cMcZ8dzjRBK8zqYKvXw9gZorgtbQth7HEuBIWfx0l0PYeT69Lq7exxMxY0MkVgdeRFRCCXxPJsL9wC2EXs3Ehj2XcDiugKB+GsHnkuFx4AZOJRfDOeAc9l1Jh1vIJdNArlVHrgnyppBWmgzkbJNnb1MEZFtxXdLKm3qlFV0gN1RaUWnknJHr1sibPyPviCBnK6SGZIlVbSyhkTeFtGKKRm66tKLSyNXA4f1XipWx3pbKD3WBnN0ckDeJRq42nrGQJ6lSgmRbcN0aef3yw/rSipZGbgDIG2bkrW+IfkcFOdsdIypYdLnUyOtn5HzalhJ9DlAslOJljBsP8uZfIUg3yFu5tKI2Hgzzp2fbZsenwZ2d9UBOGfnE9qeRd2SQc+M4lWrcRFra3lqlFVMyckOkFWWQP8rI1actrxrEsVGKmaEuQd4MIGdbviFEEZSt3ZVArrTUm7nSii6NXFtaaVC1IjXyZjNuOOYML2/LIGfgGAtyho0hIGfjRS+UYmao6wI5x1YZ5E0nrdS/0zEd5MZKK80Ccl6Nh5dTU4Jla3bdGrmWtKKj/NBQkLeFpd46OsjZWC83VQqQGrlukPNjhqVS3Azxtq2Rq+LKbk5G3qQauaZVUfY4cPx6RWC2VjdNWlHWyBWllTY0ja0EucryqYFFJhgPc2MycjVwmgPkLamRaxq/xsegFLvGvFVKK3qqVkRctUDeJjJytVVV1cB6xtY2MxeLGuRKdeS6M/JH0or2NLa6QN4WlnqTIH9kRQStKAKCElR0udTIdWfkauPXr9P+KsVPn7dKacXg8sM2CHK2B/RLvDgyL9qgBM/W5AZLKxoZua46cl7qzaCMvJUu9SZBXt+4EXGjVwKLkrdWkJuSkTcVyNn4ZZ6ze3+8chyVvFVKK0bWkbO3KZCrjZdA69TVXhGgrcVVIB/RuLSiQyM3tPywLSz1JkHe0Djy3FgjDICOJUDO3uqlFXJzQK42vus5YWClUFvTyNu8tKJtvOI9z1/+2GtjFEHa0q5bWtFXR258+WF9aUWlkesvP5QaeWsybliXqZGH6xk4ZBTIa4HTJkFeCxtlkOvWyJWMN+HsvLFqobamkbcLaUXJMrMLxar2T3WyVgRqS7lBnZ0Glx8aV0eulJHLIfqt2ziLZIgyTBrAhtxgkBNslEDeEaQVJeM58Hkec11zxBuvkbf+OvI2CXK1FRWXi5V2eo9wwuOtIEs3SCNnkGtk5EZp5Iog162RN8jIJchbpXHj4hXjzxMQ1BUuHUZaaQKQq40/k1teQwCtFPFR3wG1NWmlPsjbuEbemPGK/MdO3xLrXI4kKH7d2xFvfTkdL3xog8fesMbT705ocn+OwP0yT5L1ua3Q8z/8YTY++WU+vuq9EN/1X4xug5ejV70s3BVj7dwxcbYHps73woxFPpi7fCcWOgVhKQGcj2UdAdzV6yC2+kaLlYX895xEUPhZhEZexIHoK2JBChXE43DpWgJu3E4W0wInpmQhIysfeQUlKCuvRHVNTbNBnE2C3DTjBsaNMYUaMDd0BgHDQRMS7ALC5FfZGRjkAhh10CDPqSRoqJwXvoglv0PQYK8DM9/S197WJ5ALiJDzhYWd94NHUwqQkDNI1FmhADUDhZyBooJKjYAnA1sNbRVcHoFbDZhSggtDpqIWMpqgEbIKna9q0Jh75vLn+bcyad/5mDlGHEMR29q/6rjWu8AJ14Sxym9qxTVWIa5quSShFs6aseW41ottLaQ1M+56WTe5iKvGxVDEtS62D0RcRWxr4yrgXRtbzbiqYqu60BkT12YBuZJxxQuv1O+5L0eUMja5029pOv+2olNrVTsPflL0Byp/UOd0Ums7/UswnBt6bQBa0CTIpUlrX9ZiIFebl4RKs5sEuTRp7cskyDugSZBLk9a+TIK8A5oEuTRp7cskyDugSZBLk9a+TIK8A5oEuTRp7cskyDugSZBLk9a+TIK8A5oEuTRp7cskyDugSZBLk9a+TIK8A5oEuTRp7cskyDuA8URFJeUPkJlfjbi0Sqzyy8atpArht5NVHptSgTvsqRW4m1opnLdlv5deiXj2jEoksN+vQiJ5UmYVktmzqpDCnl2FVPK0HJWn51QjPbcaGeT388jp93kf2LMKqpFdUIOcQpXnFqk8r7gG+bVeUFKDQvKi0gfCi8tUzsfCXlrxAGXslQ9RTl5RpfLK6oeoqvXqmkdzV7SGUbXSpDWFSZC3Q2OAXbtXDrfdeRi7PA1fT0jAW0Pi8NKvd/HKwLvi75vD4vD28Ht4d9Q9fDAmHh+Nj8fHE+LxmU0CvpicgK+nJuJbu0T8aJ+In2cnocfcJPRekIx+DikYsCgVg5ekYtjyVIxYmYYxq9Mw3jkdEzekY7JLOqa6ZWC6ewZmeWRirmcmHLyysGhHFpb6ZWHFrmysDsyG8+4cbAzJhVtYLtz35cGTzgOvgwXwiSrAziOFCDxWiD0nCxF6ugj7zxUj8kIJoi6X4Mi1EpyIKcXpW6U4f6cMl+LKcS2hAjcTVReje3ThSczgCwtdROhCwhcNvkAU0oWgpFwFega7ZLq09mQS5O3IGGLLvLLx2bgEPNvrDp7pqXJ+/EJfFcDrQD60GUC+1QSQH1YCeVEdyI8aAPIEDZBnKYC8ukaCXFr7MgnydmA3CWRWK9LxIsFaDW9Nf663AsibKSOfZzDI8/Rk5CqQH9YF8njjMnIJcmntzSTI27DlFtZghst9PN9HGeBqb46MfJzZINcnrTQCcgOllVIJcmnt1CTI26AxhA6dL8GHI+MVwa3tihl5c0grFtbIGeSKGrnMyKV1cJMgb2PGVRgrfXIazcI1vd1LK3oycmWN/KEEubR2ZRLkbcgYQpNWpyvCWp+3RpCv0wD5lmbSyKW0Iq29mgR5GzGujR61JE0R1I15S2rkmtLKEgto5JYoP5Qgl9beTIK8DRjXPduszVCEtCFel5H3b/6MnEG+YLvlNHLNjPyc1MilSRMmQd4GzHlXjiKgDfUWk1a06sj1Z+SW08g168iVQS41cmntyyTIW7kdv1qqsz7cUG8M5O83IchbQiPXBXKpkUtrryZB3oqN5xfhUZpKcDbGNUH+8m93RcWLPo38SwtLK+Zr5I2UH0qNXFoHtxYHOc/EJyczUrbF27MUwWys1wP5AAI5PW4JacVcjVwO0ZcmTdlaHOQ7DxeImeuk1bek+1V4ub95koraNUH+Ijt9b5OAfH3DjNwQaUVRIz/eUFoxFOS66sgfSStSI5fWvqzFQX43pVLowNLq2yy3TEUom+L1QE4QFxp5M43sZJAv2J6J2ZsTMWdLAuZ7JsBxWwKWeidihU8SVvklYe2uZKwPTIFLcCrcQlKxJTQNnuFp8NqfhoDobKM1cllHLq2jWYuDnM09NK/2kTQ2np/71QGWycbZ60BOEK8DuZ6M3GSNXCEjn7bhHl74dB7++NwI/PHZ4Y+cn5P/qRH/20ujMWiKDw6cL9atkcvyQ2kd3FoFyA+eL8EdysylqWxraL4ikE119YAgdu7sbLaMfGsmPhuwRYB8ytoYTHe5TXcasZi7ORYLttyBo8ddLNl+F8u947DKJw5r/O7Beec9bAiIh2tQPDbviccS93P464sj4RZwU2rk0qTpsFYBcl69xXV3rlgQQRrQY0ayIpA1nbNspdc1/aV+d/HGwDg83+cO3h5yr0UGBL39wyp8PWS7AZ2dussPn3pvMha5njJbWpEgb/3Gg9/KiAP5FQ+QSf9mGSU1wu+z03N2fl3tWexlD5Ct4Tkanlv+yPNqPZ+dvj+/4iEK1F75AIWVD+u8SO10vhTXeomGl9I+qp33l72cvUblFbVeSeeacDquqlqv1nDaRDgzUO30n9HWKkDOxsuBee7LFwfSkY3hwwBWAjN7j+nJOH6lVCyztsInu8H7PC85g5sfB0QXggcTfWGdQBB7gG8mJxo0RN+S5YfaIF+8Ix2DZuxD74kB6DspEENm7EWv8T4YNWcfRs8Jw1C7IMxyPtkkIJcaeeuzUvr3uJ5dhd13yrHuQgnmHy+CbXQBptIFfRqdv3bkM+jCPutoIWYfK8Jcen/+iSIsOFGMhSeLsehUMZacKcays8VYca4YTueLsZq+x/liCdZfKsFGOmdcr5Rg09USuF8rxdbrZfC8UYbtMWXwvlkGn1tl8Ltdhp2xZQigfQi6W449dE7tvVeOsPhy7E8oxwG64zuYWInDSZWITq7EUe7XS63ESTrXzqRX4hydbxeoPV7OqsJVcj6eGDr3bhPT7uTVIK6gBvGFNUik8zC5uAapdFFKL61BJl94qF3miguJ6qLBFwa+IDD8xUpWBp6orQbkbNzx6RGejyq+RHVQCz1Z1ADOaufsOjOvGjsPF6L3TILqnGSs8s3BQTp5F2/LwojFaSinS7+TXw5s19/HmZul8AjLx7cEcLbvCM42zhmIoJN+S2geOlvFYxldDCLPl2BbRD7me2ZhyNJURHC5H702nEBtLsjf0gJ5r0nB6D7OHz3Ivxniju+HbUGfCX4YOC0Q3UZuJd+CfhN2wNnvdgOQW2qpNwnyljVu3gy7LVdLBagn0p2Y2m0OFWDyYT0gJ9cH8lVaIN/QDCA/awLIM/SBvDaTV681a4i1KpCz8SK9G4NzxaK/HdEcCaZKEGfvOSNZyE9dRqvmIX+u1x2sD8qFDzWAB/SPvohgzqV1VivSRA06v8cnwwzX++K7Ry1j0D/E/K1ZYjHlEGoQlXTyLPLKEost76ZsJ5ZO1DCC5yFqCDEER3M1cu2MfOCM/QLkoxdEEcB34qeR22Cz7JgAeU8rLwyatguTlx7Cyu3XFUEuNfK2awzw0/Tv43iqqB68NV0nyMkNycibG+SnGwF5rCkZeXsAudoOcNYYlodTN0qFLNBRBg0NdkhtAHC1dyaA892KzZoM0XH5/oh7YjX7KDphOT6jlqYJUL09JA4n6KRl5+fzKTNmm0cA51i+M+we9tHJf5lOWn5/BAH+Ip3EDHCG3iz3+1iyI1tcVJtCWvnNLhQDpoVg2Kz9sHU6g2H2oRgzbz+sHQ9i2oojmLAwAgFSWmlXFktQW3K6WBHemt5oRl4LcgeCuCEgbw5ppQ7k5DIjVzCG062kCgTSPyaPAGXf0Y6dj++94fcUIc7O1ScspZTSP35adjVl0IUCzBfoRORY/WSbhMKSBzhKJ24cnWgXY8tFhj5pbQYK6PVwakhX6CRNJcgx3IYT+HdRbK8TCLmPwj+qED7UkPLpZCugk23rvjyDQa5rGlttkC/zy0SP8Tsx3fkynIMy0X3sDji4X4d7eDY89ufAZskh2K6INk4jN1BakSBvfuMOv110fk6i80oJ3NpuLsi1NfLmkFYsrpG3N5B3NGPZ4z3KlpUgrukfjYrHz3ZJeHtwHD6xihfzsXwyJkF0cn5AWfrn4xPwPl0Qvp6YKGQYrknnbP5z6wS8PSwO3aYn4VN6zB2dDPbzdCLzb0/ekIHPJydg0OJUDCRvis5ONchnbrgmqla6W+3AIo9bdUP0pyyLUgT5YjcVyGUdedsxriZZQYBVArYub1aNnCDe1NKKBHkHNIbNG4PiFOFtjmuO7NQuPxxKwLbflIn+BOjmKD/UBvngGXthteAgJi6Ogs3SaEx3Oq4I8iW1IDc2I5dLvbWMJRG45tC/oRKs9XmzaeTkzaGRS5B3QGM547XfmhfknJU35TS22iCfvPoSfrMLw/A5BzBmwWGMnBMBa8eoOpBPWR6NiYsi4RGeZjjItTJyOY1ty1oiQWs6AVgJ1I25odKKoSBvaY1cV2enXo2cXIK8DVsx/cO+pScjZ4383aEE31o3dJ5yRZDX1pH3mJVMWXka+i5IQc+5yXV15Cyv2KzPsGhGbuo0tpogl+WHrdsySh5gJkFXCdKGeLNKK1Ijl9YUxqWFH45UlRYq+esD4ugf96EAEwNKqcLFdU8uXqwdUMQAZ/hrgvy1wY8y8k4j7mHj7lycoZM6mBrIBnrMIP9qSgJc6HvU5Ye/EMh7zTcN5F8M9MSzXWbDevlFysavYprzVUxfdxUzN17DHJfrmOd2HQ7uN7Bo6w0s8YjB8u0xWOV9E2t23MQ6v5uYu+64GKLvHhTbICOXS721LuMRj4v0lBYa4pbOyJsD5FJakdbAvp+c2ADOameQs01xzhA15TxikytO+PklOgl9qSE8oH/5fZTFjluZjmQ6uXgOm1+mJ4lOzZPXS4VmPHZFuhhFy+WFXK/PIA+gxuIclAPP/fnI5hMvnU5GguNUlwxR4sgTeW0KyzNaWrFzScBrXZfgzy+Mqp0Ia6TwPzwzDL97agj+9PxI/Jmc3/t//xsk/vJztT/+xniMnhlYN2mWIRq5LmlFauRNZ1w15UGgVIKzMd5sIG8KjdwIaUWCvJ2b1fJ0RYizq0HOgOYBPN3tkrAhMFcMBvIiAP82P0Wstv/VpAQxn3kUncy3CHD+1DiK6KRZ4p2NaDq5QylrEgOHnNJF7TiD/MiVUlHOyNUrs7Zkim0Y5JfppA45WYQVO7PFqNHBS1ONArl6GtsF29Lh6JWGJT7pWOGXjn6Tg/HKF/OwPvg+XEMysdwrVsyKuG5XPLwP5sD3cA52RefQPuXJpd7agJ3LqFQEs7FuLshbYoi+1MilNbC1O3UvtKwG+YglaaLEkDtG1wfw6M2HCKKT/adpSUKe6WqTSCBTDRRy8MiCvct9AfL+81LgT42EV9xhkI9ekYa9BOk6kFMDKaeTacbm+9hDjxnk1+hk5teX+alAztq5TpArTGOra4WgAdNC8OqX8+s08tV+8QLkrruTjV/qTUorLWosqTBolcBsrDerRk4Qt2hGboS00qEGBHVE40U2lCDO/uqvcWIgkNoXembhDp1Yo5elIT6tCv3mpOAynYw8IIhHf3LmnkUn0exNmQS5SvSYmQy3Pblipkke1p9VUC1Gd+6nhsDD8zfSezwgKJdOOpZsTtwoxfRN98VFIZu2dQs1XlrRBPl8z2R81HMt3uu2Es92tsffXxmLD39ZiY+6r8J7Py4RUsuHPy/Dp72cMMI+uAHI5RD91mkhdA4pQdkUb2sauRyiL03ReMHlNweaXoKo7tjkxzxA6JVf7+osP+SyQ6XZD7+xTaxXftidK1YM6exsZKm3hV5p6D5uF34avQM/j/FBdysf9Bzng17jfdHH2hd9J/qh/yQ/DLDxg/3qYxogl0u9tVbj6V1to/Rn4yMDkjBiV6LwcWFZituoXSfIyTVBrmtk56y99zDV74bFNPJ9xoKcIG5qRs6xlCBvRzaGMmxtQJvj+soPm3o+csPX7NS3+LJc6q21GkNOCcia/o+3Jwl//INp6LY0usH7g71u49t5+8VjQzNyXSDvPjsInfqsNEwj1yOthBqhkTflNLYS5G3Y9p0uVgSyqa4rI28OkFt6FX1ZR956jCHjcLLxcsO/vWGNr+33YoD7dYzZk4anvpyHl35ejr+8aoUfFh7Ek5/PwZ9fHosvp+/Bf7rMwOu9V6OX03E8/eVc/ONNa3RbsB99Vh7BP9+agJe+d8TTn83CgNVH8a+3J+KxdyZiwo7r6DrRC4/R8+e+mCVAbuN1GU92tsW/O03EaOeo5unsNALkUiPvAMZTy6qnqrWEq5d6a/aMXEsjNwjklI3pysilRt66LL6gGpO0oK3kDPJ/f2SHp76ah97OZ/G318fjm7nheOu3jXh7oAveGeQiHg/0iMH/PTkYn0/dhU6DXfHEh7Z4d7ALHn9vCp6lz/40NxSDNpzBn18aDSvvGPRcEI7HO9ngy3Ge+MNzwzF11y18abWVQL4Kr3y3AP0d9sJ682kC/AS4XCxsUo38/P1KbNx9AW57LuLkvXypkUtT2eaQPEUom+ItmZHrklaMWerNUtKKBLllLZRirwRubWeQfzN3n5BQRu9OFSDv53oJH1l5CZC/P3IrXuu9BgO2XMMfXxgF6/BMdLbajn8TyH+ibPxHAvgbvVYJ7zzCXYD8o2FueJuA/eJ3Dvh87Fb88fkRGL/tIj4Z7ipA/uoPDuhuvwsj1hzGf96fDNdLRU0G8n3Xs/DrlC2YsyECK72PY/iM7fh10mZMX7kHQUfvICazXIK8oxpPT8uzHCqB2Vg3NiO35FJvhoB8i4HSitTIW5c50b+LEri1/fkfFuO/n8wU/v3CSDz//WKRfbPc8skkf/TZcAFPdJ6Or2fuxTNdF2BiRDbGBifh5V+W498fTMNHI90xansMuk7diQ8J4I+/a4OejhF46lN7vP7LMvRaGIafpu/C05/MwIe/OaPrhG2w9b+Bl76Zjxe/ngMbj7NNIq2coPPNwT0aT39ggyXbjuFsSmmdtHL1fgX2X0iGo9sBDJm2FYOnbsHyLQdx7HoqUorp3JQg7zjGteFKYDbW271GLjPyZjfukDN1YiwlnxCZL/5qd3baHs4XnZ0/zN6LP704Cn97bRz6Ljskyg8djhfW6+xcfraoXvnhuovFWH+puEnKDwPOpeKXsS5w9DiK4POpmOd2EP0pC+9j7YY56/Yh9FwSbhLQ1Rr57exy+EVexXMf2mDumhAJ8o5k/A851FH3ikGGeruXVrQ0ck2Qy2lsm8bSS2oawNgSrq/8cGZ0fqsYoh98ORNPvG2NYbN84H3kLk4kl9V1dl6iTHzn0TuwW7kHfa1dMXz6NqzZcQweey+g95j18Ag5h+nLAiTIO5ql0lWdF4lQArSh3hpBrll+qJJWml4jl9KK5YzlAyUQm+vmlh9qg7wphuj7nU6BlWMgvI7EYZpTGPpOdMdv0zyw0P0w9l1OxZXMirrOzqjrGfi4x0JMX7Ebd3IqcP5etgC5rFrpgHaUTsaXamc0NMWbo2pF11JvhmfkZtSR68nIJcibxk5RnJVArM+HeN/Br5uvKr6ndjXIrUPT0WftKUWQ2x/MwrS9ybAln3UgQ4B88cl82O+Nh8PBtDqQLztyH+suFGHpoRS4XS6G8yk6705kCpA7H02H69lsrD+Who3H07DlXCZ2EcxdjiRh07FkhNwt1Qty6yW769WRH0sogkfEdUxaHIi+E9wwcpY35m3Yh77jXbD/fGJdZ6ca5DIj76DmRyc5A1kJ1I25YkbeTAOCLKmRM8ilRt46LCqp8YFA2v6JzU682tNJ8T21q0E+0P0K/vLKWNjS+VAP5ORdp/jjLy+PxhPvT8XHIzZhSkAs/vuRLf75ljWe/cweq84WYfTG43iqix16zwnC31+zgkPoHbzfdyWe/9weG05l4W/0+Z8nb8df6e9TH03Ft6Nd0d1mG/799gQ8+cEUWK0INQjkXLXifzJBTBqmriO/llWJk3H5+HHYGtykx5rlhxLk0uARli+grARrfd5i0opWHbn+hSUsp5G31DS23OhuE+D8CEbqxcLbq6+o7Zw0xN8f6YG/vzlBVK0wyHutPYN/vTtFOJchvtx9pXj/ncFu6LY0ih4TkLsuECC3CkzAM1+pBgb9PD9cZORf2/jizV4rMJsy8/nRuXjlB0d0Ge6KZWcKsfRELlafL8GIdUfx706T0N8hBC98ORsjnCJFPfk/COqTNp3Af963Qf85Afig9zJsvZgD72v5eLrLNAyaF4Ctp9LgfSHTYJDP2ngAvca74dfJ7ljjd6puQNCASZsb1JFLkEsTtpOylZf7GyezNAbyplzqrSU08paYxjYutRKb9+bixLVSMZVwe7cjyYZl5CMDk/D7Z4djyI476DRkkwD5k5/Nxos/LcWz3ywUz//6qhVB3BU9Vp/Efz+dhW/nhqP78mgB8o/HeeGJD6bh/SGuYmDQnKMFAuR/eHYY/v76OAK4qhzxt5WHhEauOY3twogkbLhUjK9Gb8a7vZbj6Y/t8PYvi/F+7+Xo/KsTfp0bKL7nX2+Ox7ejXDDFNRovfDYDf3p+BMYu22uwtKIe2XkmpQR7ziQaBHI5ja00nLpeis5G1JgbK61Yso7c8IzcDGlFKyNvbmlFrLBEt/48L3xHsbMEMCVwa/uooBQx6rK/22W80X+dCuSfzxFD9Hl+lR8XH8YPjgfFgKDHKEPn9760DcL38/cJkH8y3luA/BeH/eg2L4xAXihA/nYfJ1F+6HiyCB8MXI8Xv5mPKf4xsNlxVcBcs2pl6IoDYmbNL0a4oLutr3jMEGf/qO8K+NwsgT+dT5NdouF2LAU/Wrnhi0FrjNLIlYboM8i1h+jLjFxaPWNAWa3QvQiFpteBnDL5ZpVWakG+YLvlNHLNjLw1LPXGKykFRBfWPus4diu3WhHcSv7JRD88wXOo9F2Lj8ZuF3IKz7fy+Ie2+HpWKJ7/bpEYEMSDg3pSVv4f2vatX9fh+e8dYb0nBa/2WCGG6/OoTpZWujvsw5cTvOqqVuYevI/OQzbiPx9MQafeK8VAJU2Qzw+5gxe/mo1xG47CzusiXqLHc3dexdg1B9F98va6qpWfxm/B052n4dWus7Ey5LrRGbkEuTSTjJfXOkAn7VcTEhQBrvZm08i1p7HtABq525488e/Q0SybIMQdk0rgVnL1gJ96r9G/uXhM76kf83faHMpvUH5oH51fr/xQqY58+ZlCrKJzxZw68oDYUuy+W1ZXfqg0ja22Rl4HcnJtkGtKK+fu5WDIFHf47LskQS6tofGqQLsOF+L7KUmKlS3GSiuWzMgN0cgbz8hbZx05L7fHi3h0RKsiyHAliSaYLeHm1pEbtdQbQVxXHbm+aWz3XM3Gd8OcMcTeGyt9TyPyZq6YNEtXRh6bV4U13kcx0GYTzt7NktPYStNvvOQb67Vz3DLxydj4Oqgbm5GbrJEbsdRbeyg/3En7ysvfdVRzIVAqwdgcbxTk5BYZ2dkIyA2ZayX8Rg5W+p3BUAJ6b2s3TFgUAM+I6ziTVFQH8kNX0+nvJqz3O4GEwmo5ja0044yz9NjkClHlstAjSywH13NmMn6YlogPR8fje1uCtF0SutknofusZPScm4w+81Wg/nVhCgYyrJemYjjBeuQqFazHrU2HNQF70oYMTHHJgC0De/N9zNx6XwB7/vZMLPTOxCIfgrZ/FlYytANy4ByUiw27c+GyNxebwvM0JsnKh+/hfPhHFyCAwB1M2VbIqSKEUcPcJ+BdjMPUGI9QIzx+vRSnCOBnb5figgB4Ga5SI+N1RW9Tw+LsOD6jUiw6zRDPyKWGkl8jVv8voIZTTA2GF5auokZiqU5Jn8gCgxtae7TDFHslGBvqw3zjxCRaPZxOCnmFX9MG+Qivm+hqF4Qhmy6iv9MxRWmFNXKuWhm69giWHM8xGOQeV4vw27xAeFzKNQnkmtLKuYwKhF1KwyL3wxg0zUPMfvjKZ3ZiiP6ZuNw6jVzOfijNIsYQ2x6RL3RiTeds3jhXnWiazt+t1+mkNMRZczbJ6fjU3hy2gy5G/Lsd1TIJRobo5KyPD9p+G6MCk+te41JDngTr5V9W4JWeq2C9P1csBTdsxx0B8imH8jDCJxbdlx7Gfzrboa/TUXRfGIFZUbkY630DdmGpAuRzD2Xh3+9PEbXkz34xS8x4uOxkLhYdTseig6lYGp0Op2OZWBqZBLdLRVhzLAPrTmbC6XAytl4uwHdjN2HrhRydIDd1qbcrGeVieH5sbnW9zk59Gblc6k2aUcYDOqSZbx0d5Gyr6c5JE9razhB/pcdK/PtDO1Ev3p2zb3r9f5/NRhdrn7rtfnQ8hH+8NRGPvz8VX9vvEYtN/KvTZDzxkZ0A+ecTffDuwA144VsHMQf5az8vEyDvt+ygAPnS04VwOJyBP9PF4Rf7APzphZFilOfj70wUi0z88dnhmOB2Qsxb/nLXOaJ+fEHgdfz+maFiiL6pGbm+8kOTl3qTIJdmiEmQW8YkyEHZqP568hE7EwiWwzA2JAMfT/TDq71Xi9e53PAr+5C67Z77nksQZ+Dpr+bh+e8cxeITg7deRY9lUfVA/kq3JXjig6n4dtouOJwoQo/5oXj6U3uhkS8+kYu/vToWP9n6ib+OB5Lxu6eHYOnBZDGic6DjXjEk3+VMDp752A7jnQ9bBOS6yg/lUm/SmtQkyC1jEuRANZFm3nHd63ZahWbirwTlz6cFikUj1Fn4p5N3iZWDvrANxhd2wXhrwEY89cVcMaqz2+JD+E+X6eg8xhNv9XeuB/Juc/biC2svIcvMiszE1KB7Igv/fqofPh21CY+9MwmjXU+K4fhLotJF5u107D7++cZ4AXL+636pUMy5YgmQN5BWtEAul3qT1mQmQW4ZkyBXGQNNG+CazjMe8jwqn00JwLjwLPEa141/73AAb/66Hh9P8BVLwDHkefRnz1XHMdjjOt4d4oof54Wjq10gflt3Gr2XR+EH+914b+B69FlysK6zc9y2K+gyzBVfWG3FzJB7mBOWgJ+n78Sqkzn4wcYLzmdy0WO6P+z9rqDXDH9svVqMQQv3wDHkFnpM9cLWi+Z3dgqQk0tpRVqzmQS5aVZJDSwuvxrHqCEHU6NfcDAfbpdVtcpcisePN10pgfuVUmy5WgqPa6XwvF6GbeRe6gEo5L63yuB/uwy7YssRSAAJou/afacMewgiewkiYQSR8HsV2B9fgQiCyIFEAklSBQ4nVyCafvsIQeQY+QkCiYBJBt3ikwutlvzifRVUrhBUrtWC5SZBhUdjxuZV4y4dw72CahVcyJOLHiCl+AHSSh7QLf8D3CfPqoVMXvlD5BNoCms740rIywg2FRQLriWnP5SVAyvOGLbsW2NuaB25rvJD7TpyveWHJs5HLjVyaa3CJMgNt4KKBzhKAF1PYJhKgGHYTCLY2NBjXkF+alQhbAk2vOyZfS1w5hBwWG5YUDtwxZFhc7oYS3n0IcFmJcHGiWCzhr5zXS1wXAg4bgSczQScLQQcD74AEHC8CDY7CDa+BBt/gs0ugk0gwSaYYBNCsOGBK+EEmwjySALOIQJOFAHnCAGHLzgnCDg8d/gZgs15AvxFNeAJNjcINiq41xDca3CPYJNAsEki2KSQpxFwGOoMnBwCjhroj2CuGhjEsEkgWE2pjY853pbqyA2RViTIpTWZSZA3bpypelLDZ6Bow6Y+yAuMAjnDxuIgJ+A0BnKGTVOCnHkTQXcQ2rEy1nWCnNyQjLw5lnqTIJfWKkyCXLcxuNyvluqtjxYgJzcG5Iu1M3Jyc0C+WyEjZ+BogpyBYwmQs8yiCXKWWJRAzjLL5iulijEz1A2VVlpyqTdtacUUjVxWrUgz2yTIGxo3GM4op0U1Pn9IawC5krSiDXJDpBXWzi2VkbPxPCEr6TiV4maImwtyqZFL6zAmQV7f8qkxrT1v+LwhbVEj56zxXBNLK2rj95cTXJVi15gbCnKLaOSWzsglyKU1p0mQPzLWwhkOSlDR5aZo5A0y8iYAuT5pxZzOTkOlFU1jmHMHsVL89HmzgZzc4ho5uTbIObYS5NKaxCTIVXYnrxozCBRKQNHnZkkr5BYFOcGmuTXyxjJytVXSGztp3zleSnFUcnNBbtQ0tpbOyI0AuVzqTZrZJkGuKpdj+CrBpDFvrRq5OeWHdyworWgav86A47goxVLbGwU5eWuTVqRGLq1FrKODPJcaj6FgUXJTpJWOpJErGcsxnJ03VmvebNKKhUAuh+hLazHryCCvopaxihq8EkQMdVMy8iYFOQGnOTVyU0Cutkz6Pj86Jo6ZUmx1gpxcE+QcV0OkFXM1clOnsW0sI5fT2Eoz2zoyyEOooSoBxBivD3LDqlYaaOTk5oC8ro6cYGOORm5I+aElQa62Ivoe3j9ngq5myaehGbmhIG+Kpd40Qd4k0gq5BLm0Rq2jgjyJGpMlhpFbJCM3E+SW1sibWlrRZ5yJxuRUiTr+7TdKsfYCgflMERZRzBadKqLYFWEZPRYXQXJeJX/1ebqjIecLgTawN18lYFMMPa+XUgxL4RVTih03S2vnuCknaJfXQVtcEOsy8ArKwB/NbXNIzG1TIcB9LLWKYllFsawiePOKQARviueluky8muKpmtOmDuAU03iCeB3Aa2OqysZrRExzKyiutRAXcaVsvIICWhdXCXJpuqwjgpwbxToChBKYjXXDNfLi5pFWDAC5roy8NYBcyRhg/L3EtUadt2sq5/3Q6byfJrqlTYK8A9qOyAJxInYku0nQUoKyKW5MRj7vSD4Wnig0uvzQ/UoxPK6VGAVyU6QVUzRyQ+rIpTWvSZB3QNtLgMmnhtpRjCHT2OCU0cEpeO5bR+Gv9V6NbkuixeMXuy3D17NCxZJlvN2rPZ3wRj9nAfLPpwTghe8dMS44WSfIn/tqLoa5nFHUyFeezoet/3VFkL/TfQlGr4o0C+SGZOSWHqIvrWVMgrwD2rV7FbhEUOgolkFA4uxZG96abr0/B72cz+A/H9sTqNfhyxl78N+PZ+LHxYfx+2eHYciOO7AKy8T/PTkYf31tHMYEJYk1KH//7HCM8ruLLmO3ofPILZi0JwndHSPQb0UU+i47hD+/NBrWPjH4cUYgrL2v4Ydp/vhmkhfmRSTjmwnb8Mxn9rDZdgE9ZuxEv/m70XOGP9afzhFLldl6nMWI5fvw7dhNsPM4Bd9bJZi04TB+meQBB78LmLP9NHpM3IoF3mcM0sj1lR82VR25tOYxCfIOaJXUCH0iC2qftX/bSxmsEry1/b3hW/CH50fgx0WHxXqS/3p3Cj4YvU0sKzYqKBkD3K+JBYLZP5noi/90sce/P7RF//Vn8a39bvz7g2n4xi4Q/3pnEv77kR2+tvEVS4m9+vMSfDZmC97pswpvdl+Kt3osQ5chG/CfD6agy+D1+G1xOP76yhgMW3EA/3xjHH5z2CPWmlx+IAG9Z/ih6yhXPPnhFIxYGopnPrbFBOdI9J7mhb8T7Ic7BOJvL49GwNVcvdKKurPzfEYFLpK3do1cmnEmQd5BzXNfHmq4BXYAczzV+Fwq4/dlYxx5D6eTIsv+ZJI//vH2JHxqsxO/bbkutvlh4UEhtTz2/jT8/Q1rvDt0M17tuRIfUib+/DcOYsHg72YE43cEb2v/WPy25rhYzZ3XjbQLSRDrSb7yw0J0HrwB/Rftw7/fs8FEj3PoNTsI7/ZeDpdLRXjmEzt0HbsZf35xJOx3XMSzn87Amz8uxItfzMRng9ai73QfIa0MX7Qbj705Ht+PdsGPY10RdD2vUY08/Op99LdxR58JmxB+KVVq5O3IJMg7qN2hhn7wQnHts/Zr2QQh7pzUBre2D9p2C//sZCPg/dSX88SCwM90dai3Tedx3vhw7HY8/fV8vNJjJd4e6IKPx3uLhYJf+XkZ/vDccHxPmTnLKXOO5OM7uwC81WsV3um3Gh8N3oiPR2zCv9+1wVs9l2OS9xX8r7Mt3vx5MT4ZugFPENRf/mYugXw6JrgeF5l8lwGr8T/K2hninw92xoT1h/E3ytzf/skBU12j8c/XrfBR76XoZ+vVqEa+etc5DJ6+HfsI5odisjB6jg9W+54QZX8yI2/7JkHegW37/nzkUYNtz3Y+Q//CwHUemY/BXrfFQsGcmY8NycCIXYn1thkVlIIxe9IxMiARVnvTMSogCdZhGRi3OxmjdtzGuJ1xmLYvAxODEkRn5/R96cLnHM6G3Z4ELD5diMn+N2Hjcw0rzxTC8TC9FxKHF7+ei2ErD2De7ttYdyYH7ldLsCjsLlzp8cI9N+F8JAWbzmSKzs6Nx1Kwal8sAmNLse3cfSwPvood5+/r1MgPxRVh9PydWOAehcN38tHb2g19yKNuZWG1zwmMX+CHSynFEuRt3CTIO7CVUuN02Z2LKmqU7dX23DF/JKe2G15H3nBAEI8+1C4/HOd2Esuj0k2vI68doq8N8t1XMtF7wmb4Ho8XGvmBmzn4dfIWDOHM/LJKWtl/MQUDJ7vj2M1MCfI2bBLkHdyy8quxMTgXFdQ426OZu/SYkpsystPSsx8astTbupCrWOl/tl754Z4LKdh9JrFeZ6fX/qvYGnJBauRt2CTIpaGIGitn5jcos2tvtoLgqQRjc9wSIF9+Kh+r6W9TjuxkkK/aea5e1cqF+5W4RK4Jcu+Ia3pBLjPy1m8S5NKE8UjPIwSTrWF5OEvwKKukFtoOjGGqBGNt5wE/z/+wGO8MdhPPu0zwxfPfLcKYkIwG29aXVoxf6s02MBavfLcAS45mNRvIOSPnOvLFHkdgvzZcgrydmQS5tHrGM67diK/ATgKVV0S+mJeF3auN+tTI+hDW5RMO5OH3zwzDn17gmvEUUb3yu6eHYmRgMrrODkOnIZtER2jPNafxg+NBfDd/P4b7x6PLOG90sdqOgfTeB8Pd0WWMJ8bR57+eGoBuCyLQeYQ7xvjcw7idifhy4g58bb0NI11OYsDS/bDeeh6fj3RDz1kBWHs6Fz3td+KrUW6YE3DDJJArSStqkEfczMH2Q7fx21QPDLbzhPfBGByNzTEI5FJaaf0mQS6tXRuvKKMEbm1nkP/5xdF4/INp+GxKgBjhyfXkPDDonwT1D0Z74l/vTq4dIDQaH4zciic/n4V3Bm7Ed3NC8cuig/hhzl4xGOhbu0D87bVx+GCwixii/6X1drz4zQJ8OGg9es4PwfdTffFePyf8uigcfReE0MVjBH629RUDfAYs2IOZflcNB7meaWw1Qf71wFWwWbYbEdczER2biznr9+PzvksRk11pNMhlRt76TIJcWrs2QwYDsQuQvzRaZN5/eWUs3huxVYC809DN+Nsb1njz1w14o/86AXT+O2F/Nm0/BgO3XMW0qAJ8NysET35ij/98ZIfPJ3gLkI/Zdg2fWW0T9eN/fXkMrDwvYfnZIvwyMxDvEsg/H7UZr//kqBqh6XQQnw3fiL+/ZoW+swMtLq1E3ytCDytXUY7JQ/T7TtiEU/cKpLTSTkyCXFq7trUXDFvJXQ3ybkuj8f/+NwjdVx4XIO+59owYsfnsNwvxcvcVIiN/Z7Cr0Mh5ZCdn6892nY83+67BM1/OFRm5GuRjvW4IkH8yyh1fWHnisbcnUoY+B9/aeOPdvqtE/fjbPZfhLy+Nwjfjt4rBQU9/bIde9v5N0tnZd+Jm2DqFYvKyYPSxdpUaeTsyCXJp7dq8bxhefjjMNw7j9+dgqM9dMYnWUJ84AfjRu9PQz+2y0MT5Mc+UyFUrEyPzMMzrFkb6xGLK/iwM97wmJs3iQUE2QfGYG50H+4gMzIxIx2K6M5gaGAvboDtYGHUfDgfTsCiK3guOheOBZKw+mYN5e2Ixf88tbL5cbBzIa+vI9Ukrp9MqYOWwE4GnExB2MRUjZ3kbDHIprbR+kyCX1q7tYGKFIrTN8frlh613qTdNkOubxlaCvO2bBLm0dm2xeZZbUELtptSRt8RSbwzyrwc5YfAMLwyx98bibUfhffg2Qs4lgyfNGj17B7k3fh7pLKWVNm4S5NLatVXUPBSdkUpAVnLriFwxzwrPhqj0PruxGfmsyPuw3ZNQH+SWXOpNj7SyzOc0jiaW4nhSGU4ml+FMShnOpZbhQloZLqWX42pGOTzDLkuQt3GTIJfW7s2VIKkEZG3nhSV4fvG/vGolpqtV2obd2Iz8l7l78fRnM+tLK02wZqc2yP1OJ2PQdC+MnOOHUXP9MHqeH8aQj53vByvycQv8xaRZYygzj7iQZLC0IuvIW59JkEtr93Y2vfEZEDkD/8tr40QN+di9GRixM0F0bL7cYyWe6DwdPy2JwudTA/HWbxtFjfknE3zE7Icv/7wc//14BvquOYkvbPzwyVhPfDHBG+8P2oAn3p+KT8d44Oc5IQLk86My8d6va/HUx9MxeNUhDFsTLVYI4lGezufyLQ5yudRbxzEJcmnt3lhemUHZshLA1T7M754YyTl4+208/oEt/vb6OHwwylMMEHp3uDseIyhzLTkP4/923n78851JeH/kVoK4Pd4d4oonP52JN/qsxn8622HA2hPoveQgPh+/Hb97agh+sAsgYM/EL7N3E9yn4GtrT/zrLWu802sF3uq+FIOXH8D6C4UW18jlUm8dxyTIpXUIa2w6Wy475LU4u84KJZjfEqv8vDPIFY+9NxVf2e/Fl9N3460BG8TCEv3dLuMfb03A2wMpO+8yA9/NDsX3s/cKkH81xV+UH/J6nl9N3IH/e2owvrfbJRaR+Gayj1hYordDKHrMDsbkHVfxDUH9j88Nx/zQOLM1cn0g15WRq0EuM/K2bRLk0jqEFRCE7KL1Z+UqjdxODMV/pusCDPaKxf8+my3mXXmt9xoxqvMTm50YsOUa/kcZ+CDPm/jvJ/ZiENB7g13x3lA3/Dg7BDMOZuO/Xezw8g+O+OfbEzHK/QL+SeDv7RiOF7+Zj8c7TcI7vVfi89Gb8RRt98JXc+B0IssokBsyja32Um+mgrw5NXK6eUIpfX8+/V4m/XZGCTvtB/0VzheWWs9SO+0fO68GxZ5T67n0HZqex17Bx6HhdDwFtc7HVlj5QHgRPS6i/Siix3y8aueLGDvvYynFgOOg9vJa5ztA9kq1U4yqKEgcK7VX1zrPbcTHzDEUcWSvjYUxJkEurcPYPoKeEsA1nQcAjQvPevRaZAGsQjPF7Ijq1+p1dh6mx/uzYBdVUK+zc3Z0PuYdza8rP3Q8UYAlZ4pEZ+fi4zlYda4Iay6UYNXJXKy7UNwknZ3a0kpr1MgZhtdpX3bTcTlTPOafKIIdxZE7kafRhZcvviyLcVxnU1znHi8S23BcF5Iv4tLOM8VYRnHlRTu4rHM1fY9zbSfyBoqrK8V1E8XVneK6leLqSXHdHlMGb4qtD8XWj2K7k2IbQPsQRLHdQ7HdS3ENozud/bVxPUhxPUxxja69QB6nuJ7kuKZX4hzF9gLF9TLF9So5H08MxfY2xfYOxTauoAbxFNtEim0yxTWV4ppeWiPims0XGYorX0j4wsHxKBcXABXkObaGmAS5tA5j3EAMnXtFnwuQmzGNbVNVrTSmkbcWaYW3Z9i5Xy1tcJfEF8jJFFudICdnkC84oQzyVcaAnOJqLshPE8j5bkeCXJq0ZrS7edWYTLDQhIexXh/kJq4QZEmQ66gj15RWLAlyU6UVBtNp2hfHk7ovpjpBTq6ZkZsNcnJLZOT1QE6uDXKOrQS5NGlNYNwwlSBiqBtbR644RN9SICfYNLdGbkpGHku/s5RioBRPTW80I28E5NrSykZ9GbmFpBVTQJ6hD+TkEuTSpDVi3Da2GzGZlrabBXJ1Rk7emqSVpio/5E6/XbTvHC+lWGp7oyAnt5i0YiGQS41cmrQWMq4i2ESNXAkmjXlb1Mg5a9RXR94UGjlXlKwgyCrFUJebm5G3BMilRi5NWgsal4ZtoQauBBR93uo08lqQ65NWzNHITSk/TKLvYvAqxU+fNxvIyaVGLk1aOzFuKMF3ygSclcCi5PWlldY7ja0myHVp5IaUHxqrkScSuDgeSrFrzA0FOcfVbI2c4qoL5HyBbDFphVyCXJo0E+wSQW4mAUMJLtpuikbeEtPYtkT5IQ/emUkxUIqbId4oyMktJq3oAblJGbkRINfb2dkaM/Jq3htp0tqA8cg/z+ulAiZKkFG74dJKcavSyJsa5Pz6IjPr9A3NyFuLRt4YyFtcWimvqMKEmR64ciMRk2Z7YvGaYCQmZ9W+C/HeUuc9uHYzqfaVhlZeXokNWyNqn9W3MnovNi699pl5VkNHfPj49dpn0qSZbtxuuNacAasEGnaLZOSWBDkBpzk1ciWQs3vQfivFyxjXCXJyU6QVczXyfcaCnOJqakbOfQ8WB3lRcRlcPSNx4uxtrHLZi7OX7sLT7wgOHVMBc86ynYhPysLazeEYN30L9h64gPkrdmHBygDcvJOKWYv9sM59v7gAbPE5LC4Ce/afx0KnQPrMPgSHn8XIyW44EHUFKzbsxfL1IXDbflB8hrfNLygR38vbHz11E+NnbEEIfZ6/n/3o6ZuYPGcb5tPj0xfuwHVbJNx3HMYat3D47z6JZev2wJl+p7CoTOyvNGnGGLefRGp8Oyhzm04Q0YSNKSC3tEZubGenORq5IRm5IVMFG+LmZuRGaeQWyMjbhEYesPeMAPlvVuuwfedRkaVz9svWZ+RqbPWJQkFhqQArbxd94gZS0nIwY6EPAkLPCBgvWh1EF4JQxMSmCFh7+kWLz8cl3Idv8AksXhuMB7S3nLn7EYD5u27HpSE3j050gnJVVQ2WrN2Nect34czFu4g8chXJ9Bvzlu+s+30n1zABbkf6LTaGP38XX1hycovEa9KkmWpc3XKDGmdQbDlWETAYLFMINCaBXJ2RNwHIG9PIm2oa22J6bTYdtxKYjfVGQU7emqQVU8sPm1Uj33foMi5cuYetvlHieXl5lQAp2xrKxNkYwq7bDqK4uFyAkyF6+24a5iz1h4vnAWyiLNvOYYeAMWfkS5x3Y6NHBJJSsjF1nhciDl/Byo17Bew5S2cgc4bNIB9svQFL6fnxM7foMwdQXFIuQM+/EUUXjdFTN9GFIljcLbjRPnBGvnZTOALpIrLN/4iAPf+ONGmWtCpqaDy73qbIfNykBssN93p2NcG+WjRgdn6ds10GJTdolV7KDZs8v5oy4GrE1fq9gmrEU2NPqHW+E2DnEr5kbvzkKeSpDIHiB0gjT+esTswMqJoRUACXZRB2BgTDl7xu5j+NGf8Kamf4YyjzLH/1ZvUjkDCk2RkodTP5UTtnaGvP2MecCSH4KUHZFDdUWpEaeX3TC3Il42kWdZmYgrF2A/6rfsywVz9m4+dKf9nUGT9LIrv3nav3Hhs/4+9Kv58nLira76uf8zYPHqi+S5q0prAdB/LpPKt90kGNLwK2Ufqz8RG7EjHcP164VVim4jZqN1dasQ+JwxSfay0DcnKLSCuWBHllVTX895wSEkV6Zr74e+5yXO27DEpgV8hpAVM1fJUsNSNPZ6cmQ1cbxEqWkJyFhKRHHa1qq66mo5UmrYVMgtyweWv+8fZEMac7r7zUbWl0g/cHbb+Nb+aGi8fmgrz77CB06rOyWaWVVj1EnzPaS9fiRafluUtx2LbziJAt+LWS0goB4OkLfUTnp9v2SCHDsKTCwN9/+LKALD/e5HUIweHnRHVLdk6RgPKRUzHwDjgG9x1RQt9mzXvLjsO4cy9DSDkskRQUlQp93CfoBNZv2S86PPmisZMuLnzhOE/bWdtvRRpdKDx8o+n7k8WFJvpEjHi8xScK2blFYnv+3M3YVLFf/Fv8/bfupOHy9UTxODe/uPaopUkz3Do6yBkyDnpmMlT7396wxlcz9uDXzVfFOqhPfj4HL/y0FH9+eQy+dzggFu/gx1/a7RaLX7/aYyV6rjyKpz6fjb/TZ3+cF47ey6Pwjzet8eJ3C/HkJzPw66qjYrGOf75ljfFe1/CV9Tb8i54/+/lMAvkqTNp2Ef/9cCoee3sCRq4+pAxygnhTSystDnI21rS5A/HEuduigmTWEj8B61t3UgXIew5bBUenQOwjQLLezXA+TzBlfXrtpn04eOSayNp3BB4Xevnl6wkE9oNY7RaGvPwS7Np7WnRgsu7NVTKzl/rDgR6HRFwQIOe/3InK3+e16yjG2rlj3opdAuJ37qUTwKOw0ClIfD+XQ06d7yUAPXfZTiHN7Aw5JTR53nf+zdDIi3W/NWuJPxatCRLHyPsiTZqx1tFBHl9QLTp8leCt6QzyJ7rMwDNdHdB73Tn87fXxYt3Ttwe6COcl9fjvQM8YsTTel7aUVQ92FVDvNHAjHucVm76ah27zwjB441n8+aXRsPKOQfd5oXis0yR8YeWBPzw3HNMCbuPLcR4C5C9/Ox+/OoZiwpYzBHNruFwsrA9y8qbUyK9nVWJX9C3sPR0v+kNaDOQlZRWihpxBHhR+VnQgsnGH4/3MfAFyriThzP1+VoHIbMMOXhJliFz2x/DlqhR+ncsBeVvOujlT5u9kEO8lUDOs56/gSpV0AeCLlPE7u9NF4Og1HIi+InRyLknk77J18BZg50oUzqxXbAgRlTCcaZ86H0tgDhaS0MzFvrgbnyH2mathjlA2z52unL07rAoUUs9suijxhcVlWyTCCPDSpBlrHR3koQQ8JXBrO4O86+wwAvVNjApOESDv53oJH1l5CYDzItav9lqNAe5X8ccXR8E6PBOdx20XIO/mEIEf54bhjd5OeL3HCnw4bJMA+UfD3PBO39WUoTvg87Fb8cfnR8Bq63l0GbpRSCuv/rAQv0z3xzCng/jvB1PgeqmoyaQVTY38bEoJVnkfx8iZXhgwaTPGzPYW7r77HO7mVtSBvNmqVnhEZjiB+TiBM7+wVHQusnGmyyWGfALfouycraKiCokpWQLuXN/NgHxAG3A5IkslDPpj9DpXo/BjzuhZ7mCJhqWZvIISAdOsnEJcv5UsHldUVovvO0zv83cwvFme4X2qqKwSFxB+j8sPGeR80VFr8Qxs/g7+fq544QqXxJRsUT5ZSNk4v8f7wfXunKXzwCVp0oy1jg7y1ecMm9nwxW7LhJzC/r3jQbz401KRfX89KxSfTt6Fvi4X8Z+P7cXC1899uxATI7JhtTtZSCxPEMw7j96KUdtv4Bu7AHw0fJPI0HsvjsTTn83Emz1XoI/jPvw8MwjP0PPOgzfg20lemL7rJl75fgFe/mYepmw732wa+aBpHpjnEoFRs7zx47A1CD5+F7dzKrFkcyQmzPdpGWnFXGPYSpPWXs0nsoAaW8c8x3nQCtfOK4HbJK9dE1W7s9OW/nJn549zQvEnytb/Qdl9vxVRorPT4URRvc7O5WeLWrz8sL/NZnzRbxl+Gr4WX9JfBnlsbhUmLPDDRAff5gd5VXUNHFYFCJkjPjETQWFnhZTBcofaWA/nOm8emKNZubLR84DIhnn0ZyB9jnVo7ojkjktDjXXsrBzVYB7OsJfTb3ONOdeXKxlvwxm3NGnNZWGnipBdQC2uA1o6AakBjC3g+qpWZkbnW25AUFNo5OT9Jm3Cd4OdMJ7APXVpEHZF31aB3IFB7tf8IGdpgytWGJAsWTi5hta9fvLcbfGYgX3h6j3RWcgjP7nKhDseeWAQP+eqFu6k5CH5LIPsCjklLg6sU2/2PiT+xtxOER2RXHnCFSasaa/bohrazxcRNv6eouJycF04SzeqIf7nxCChDR4R8A0+ibG2mxFMFw2XbQcE8GPj0mC/yFdo7tKkNYXlU6MMINB0ROMOPSUQm+vmlh+2xBB9TZCPmOUF74MxmLQoABMW+mP8fD/MWLUH28Mv1QN5sy31xsDmuVC4soR1aS4lZGO1hIfes3GVCVelsP7NozO5g5FLBXmUJlewxCdlilGYc5fvFJA+fyVOQJ6rXKJPxmDx2t2i0sTDL1p0gDLky8qrxGe4E7OS9oHNbuEO8ZeNK1e4FJI7VLlTk/VyBjd3dLLmzUBn0PNdAl9MpElrSvOKyEcBNcyOZjzsXwnE+nyw1230d7uCQdtuicFBSts0CnJLZeRNpJF3H70BX/26HEduZtWVHx66koou3R0wdraXAPmVpFzczihqvoych9WzsWwynWDKmTJDnWvG2RjKbCyjjJm2GRNneQoZhYfnM8x5hkMG9JS52wVcGaw+QcdFNs6djY5OQUJucXZX1YnztqyrczbOc7CwdMO2nrJ0hjVfNLiChSfIunI9QWzPHaQ82RZPA8Dyje0CbzGfC1e5cMepNGlNaeXUANcH5aKCGmFHsqgk4xawnhCZj09sduLVnk74yMobPyw6hImRDbfRBDk7g/yXRZGis1MN8nnHC1sU5GE38zB4hjeGzfKB/foInEqtwNF7hdh+8CZ2n06Ax76rGDNnByYvDsDEhTsxwcEfu4/HIr6gCu5Bp2G7dBesZm3HiWvJLdPZydUpbEqdmOpKErYaraHxXH3C7/FfJWNJRvsreXtN3Z31b/X3c4mhtvG2/D5vwt8nTVpzWV5RDTYG5yKZsrKOYocSDQf5e8Pd8fc3rUVlCoO805BN6DorTFSxvNZnLb6Yvhuv9HISZYlvDViPMcHJeOGHRWIw0PvDNuEvL4/BY51sBMyf+WIO/v76OHxh7dWgs1NJWjFXI1eaxtbvdApmuRwUGfmWiBh0HeSEMfP94LzrLBzcDmLQ1K0IOHYHO6NvYf/5pLo68oCoGMxbu1dIKydupGC156F6IG+SaWwZjDw6kzs9q2tUf1nq4PJDzsAZmlw2qAlb3p6fM2gZ5ry9Gr78l0sFjTUuDeTf1C4R5N+urn4g5ByezIvlHt4vtRxjrPE+c5llY3Hj79d1QZLWca2aGl/YySJ47svHYQLJXbr1Ts2qbre+mzJaJWhr+8iAJPz+2eEY6nMXnYZuFiB/pccqfDYlgEA9AW8O2ICv7UPwx+dH4qOxXmLbtwduxPPfOWJC+H1YBSTgsXcno8+KaHQZ7YH3Bm7A5N2J+POLozA1ON48jZwgrgvkPKukroxcE+SnyYfO8KqTVnhA0NmkIizfdgTLPaIxc3UoVnsdwaHLyZiwwBeJhVWIzyvHmJnbcCM5r+k1cq4V9wk8Dnfvw+LvVt9o+O85KTooQyLOCy2c3+MBPWrjmm0emGO/yAdnL8WJKheu22YZhevQ1TMYZmUXigybK1AYivxbfBHg91iO4bpwlkzYeOCOp/8RUYNeUloutmOIs/zCw/99g06I7Xkw0WZ6fi8xU4wKZbDz0Hv11Ls8XwxfTPg3+DG/xjKQmAqAvpOlI55BkWvguWKGP8+19MX0m/x7/Fm+UPCAJL4g8THwc95fnnqALYO+l1+T1nGNb0ZTqDGfulGKaAJJVDt1L4KnEri1fVRQCv7w3Aj0c7mI1/s5NwB57/Xn0XPtafyBQP4VAf1Lu2B0HrsdT385F6P87mLszntiYNBPc8PwyVhPvNFzJUZ7XsGfXxoFu9Bk86QVPSDXJ61og3zUXN96ID8VX4ComEwcvZmJIMrM+1htxIjpnriTU4HEgipMcfRH9OXEZio/pAyVOyO5E5M7Hnle8fBDl8TQdoY3LyjBME9Kzcb+qCsiU+UKEa9dx8R85Fy9wjo5j8ycNMtT6Nusrw+ZuFEMq+fOyYmzPOo+w78z1m4zQg9cwHAbVzF0n4+B50LnEaEXrsYLbZ1ByqNFWW8fSt91jC4erN0zyHn06EXajnVy/g7ucOVpbrlEkh/7BZ8Un2Hg8yIZA8evF1UznI3zlLiHj6sGDnHfAH8f76/1jK1if7PpwsKaPmv1fGxcZcMdwbzdqo2hYn/44sIDjKRJa+/GHXlK4FZyHvTDssqbv65HZytvMaLze4dIvPTzcvy29QasI3LxwWhP/PsjOzxHmfiYoGS80XcNnuhshx7LovDNjGA8+Yk9xvvfESB/+vNZ6OEQ3mIaeWMg9wi/inkbI7CAfN76fViz4xhiMkvFEP15zqEIOny9eQcEzeRVfgiSKwjk3LHIIOdqE85CS8sqRNY8dd72OqmBs+Hv+i8WWW23gctwirJo7rRkqC6j7+DRlzxJFtek8yhN/k6GtItnpIDnEtqWjYHJxpkxz5XCWfTJc7GIjL4q9ofna+HMn6tbYu+li0yfSxi5k5UvGDxylN/jbJznbvl1zFoC7RExwpMvGPwZvnjwBYqNj4VhvmBFgFitiPeL53HhUsi4hAzx2wxsLqHk7+X5WviY+SLEFyOuuuHj4UoavkBIk9bejec755WSlMCt6LUDfvS6VmfntNrOTq5amXmkwKDyw+aoI9cJcnIGua5Js9Z4H4HbrpPNP7KTgaueUTCCsm4GF89QyLaTgMnSCWfcBwiwnJEXFpWKrJQ7RRl2LElwBsvOw/V54QiGIn9XEcE5gDJanpOFQcxzq3BZItsGes6zJPKFQr0WJ8shXCXD2TVn6/yb/Hm+OPCMjHwx4Im5eL8YzLy6EX/+CF14uIKFF7PgmneWf/gzXKq4bF2IkFD4wsPfy2BnGYhr5jmDVw/fZymF70RYjuFj4N/nbW7cShZVNO50p8D7z3XvDHtp0tq78SITXBKoCGQzvC3UkTeWkWuCPJb8XHweZq0OwaptUW1ziL40adLar7kQKJVgbI63hTpyTZAfTShB556LBMxHk48hHzvPF1bk4+b7igFB9k4hiLqaWm/2w2Zd6u1G7ahLzkK1jTv/eJCQejFmbePsnT/LOrMuU3do6rN7CfdxljJgJbubkCEyc/4ttXGGzfq+2jhD9t99qvaZblNn/pxZ5+iYBkCaNGmP7LCRteSGuE6QkzPIrXbcwre2uzAtJBlfT/LBgiN5zQ5y/zOp6DZ6A+zXH8CvUzzge+ye7oy8pecjZ3nEboG3+FtSUi6qRtZsChedjiyHsLbNFSxc+cGwZomBF1hOTs0WlSo86pJ1Z67iYHmDoc4XBh7Mwzo0a9x9R60WA3tY0mDJg7+DdWmuAy8rqxSdpaydc5UMf46H43OFCUsn/B7r7yyB8MWE9WnucORpBVgP545Inj6X94/3k6fP5Q5K3hfeP9b7U9NzxfewhMLb8QWB941nZmTZhvdF34VImrSObJkEIwavEpA1nZd6G7MnDb95xIhBP/zaMN97GLz9ttDFx+xOw9iQDLENf9+kyFwM9riO0bviBcgn7U3DGO+bBPMCfGsXiGe/nINfnVQLSzgcy8esiDRMDYjF8jOFWHQ0C4uiM7Ek+j5WncrFjJ03sPJohkVBHk0XsIDzaQi6kEYZeXG9Ifr6NPIWATmX7qk7A9lGTdkkAD5tvpcAHHck8qRYXH3CIyv5tRQC4/3sAqFvM3jZOHMfNtFFjLZkXXnafG9RF86jOblTkcsJ7RbsEFk/dxjyCE+uHuGpZnn6WgYvd2Ly6FC+OPAK+zyPOUOXO17dvPi3D4jyQa6m4YqUzKwCMc8KD1JizZ71+lK6oDC02TNpH7kTlSfi4gyeOy65Qoc7Mnl/eXueFoDLD3kfpUmTpmyrKQPWBremTziQhz+/NEasAvT3NyeIWvEvp+/GP96aiH+9OxkfjPLE632d8dh7U0UVC4OcBwU99cUc/LfLDPRxOi6A/dSnM/HBEFe8O3AD3h+0Ad9M9ceL3y7A0PUn8a93JuLpT2bga+tt+HSEKx6j5698t0C89tYvS9Cp5zK4XSm2GMj1DdFvdSBnuKnnUuE6be6w5KyV51WZ7rADQWFnxIpBDHJ1Rx+X5XEnIsOZwcrb8HsMSIYvd0ry9lyFwtk3b8MVJHzB4A5IrijhbflCwMPrGbZLyflCMVuUPZ4X2TQDnzsnGb4M8vVbIsSFgKcJ4CkA+DG/x8Yg5wsBLzLBqxhxps7fx2WN/NpW3ygxCRhvz3cc/BrvA++n+HxtJY00adIa2lkCmRLA1a4GeX+3y+i2JBpPdJ4u/OdlR8Rrf319vFhUgmvLx4SkC5C/M3CjWOfzK9tAvNZzlRgQ9OL3jpSJzxUjO7+fHohO/Z3ReZgbXv1pMf774TS8/L0DXuu2CC8T3L8a5yEy8ue+mIVnPp2B8a7HlTNygri5IG8TS70xkLmkUDWKUvWYB+VwFQcPfuHMmitV+Dm/x/OzqAfEsDwSl3BfbMMSy73E+ygt41GapSLr5dkM+XM8IIe3YeNMOSdPNbiGjWdeZL2ayx35DoFrvPmzqvdyxbZ8UWBnSYfX6OT9TLufV/edqn0sq93fUrpAqUaD8oyN/FV8F8EjOnkbzsAT6SKirsBRf16aNGnKVk2wmXdc97qdapC/O8ydMu+1YpGJl7uvxGt91qDT0E14+qv5IiP/eIKv2H58WCY+m+yPdyn75qz9nd824BkCeHfHCAx2OSuy88/Hb8cL3zqgU7/VeKv3KoL4Qvy6LBJWW87jn29aw8b7CmYE3kL/hXvx5s+L8UF/p4YgJ7dERt4mQC5NmjRpjdlJgpo2wNWuBjkPCnpvxBYM9Y0Toz15UNCHY7Zj+M4E/LjoMHo5nxHbW+/Pxmc2/mLNzn7rz2BCaBo+Ge+FTr+txyjP6+i1+CB+mR+GIetP4zvbnbDfl4ovx29D5yEbMWnHNXw/xQdLjmZj4cFUfDdxO762cseC0LsW1cj1TWNrKMibtWpFmjRp0hoz4g5WnFXWyrlz86VfVoi5VpTe13adVSttZBpbmZFLkyatzVoiwWoKAVgJzsZ4oyC31MjOpsjIJcilSZPW1i0i3vy68mYDeVNo5ArSSovXkUuTJk2aMcYSy2aCphKgDXVzQd7SS70ZCvJmW+pNmjRp0ow1htBKHXq5Id7WNHJZtSJNmrR2abzSzXKCqxKoG/O2ppE3BnIprUiTJq3NWglBaT0BVQnW+lwnyMk1Qe5AEDdEWjFXI1da6k0vyAnihmTkStJKkyz1Jk2aNGnmWCUBaReB0ph5yw3NyA0FeVMs9aatkVu8/JBcglyaNGmtxphD3AnIIFYCt7Y3q0auB+RNrZHLAUHSpElrc8ZSy06C5pTD+oFuqLQiNfL6JkEuTZq0ZrPM0gfwJYDaEqCNAnlb6Owkl1Ur0qRJ6zBWROA6mlIBZ4LutKhHUDcX5C1RRy6H6EuTJq3DG1drMPj2x1dg+41SgjuB+UwRHAnSjqeKsJh86ekicEnjCvJVDOxzJVhznoBN0F7HmTe5C0HbjaC9+WopthC0Pa6XErRL4RVTih03S+EroF2OneQBsSpoB9cDdwX2EbQjEisQmVSBQ+RRyRU4QuA+llqFE+Sn0qoI3lUiCz9/vwoX1QAneN/IqcJNgvctIalUIy6/GvcI4gLg5CkE8bQG+vgD5BPICykGLD+VEcgrCOS8JipD3ECOS5BLkyat9RkDjEFmaeepq43y2n0x15vaJMilSZMmrY2bBLk0adKktXGTIJcmTZq0Nm4S5NKkSZPWxk2AXJo0adKktWX7//6//x+7m0D4KwHvggAAAABJRU5ErkJggg==" width="370" height="277" 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:10.5pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México</span>
</p>
<p style="margin:10.5pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En México, el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> sigue creciendo a un ritmo saludable. En 2025, el GMV del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> creció 17.1%, lo que representa un 8.3% del GMV total, con un aumento de ventas netas del 17.7%. El crecimiento fue impulsado por un desempeño de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">-Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> del 22.1% y una expansión del 12.7% de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">, lo que refleja la fuerte adopción por parte de los clientes de opciones de entrega rápidas y confiables, así como de un surtido digital más amplio. Los niveles de servicio siguen siendo un diferenciador clave, con una alta proporción de pedidos entregados el mismo día o en un plazo de dos días, lo que refuerza la frecuencia, la lealtad y el uso repetido.</span>
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<p style="margin:10.5pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- 17% GMV de crecimiento en México.</span>
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<p style="margin:10.5pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:10.5pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centroamérica</span>
</p>
<p style="margin:10.5pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En Centroamérica, el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> se encuentra en una etapa inicial de desarrollo, pero está creciendo rápidamente a medida que habilitamos más tiendas con capacidades </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> y lanzamos nuestra aplicación móvil en toda la región. Estas iniciativas integran aún más los puntos de contacto digitales y físicos, lo que facilita a los clientes comprar como y donde quieran. Durante 2025, el GMV del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> en la región creció 42% año contra año, superando significativamente el crecimiento general de las ventas y aumentando la penetración de las ventas en 40 puntos base. Esto destaca la oportunidad a largo plazo de expandir la adopción digital en toda la región. Este desempeño refleja una mayor participación de los clientes, mejores capacidades logísticas y la integración gradual de herramientas </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> en todos los formatos.</span>
</p>
<p style="margin:10.5pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">HIGHLIGHTS: </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:125%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Un hito clave fue el lanzamiento de nuestra aplicación móvil, que antes solo estaba disponible en la web y ahora se ha implementado en múltiples formatos en Costa Rica, Guatemala y otros mercados.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">42% GMV de crecimiento del GMV en Centroamérica.</span>
</li>
</ul>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En ambas regiones, la estrategia es coherente: aprovechar los activos físicos, los centros de distribución y las tiendas para permitir entregas rápidas, ampliar el alcance digital y mejorar la experiencia del cliente, mientras se mantiene una estricta disciplina en la ejecución. A medida que aumenta la penetración del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">, también se fortalece el ecosistema en general, lo que impulsa una mayor participación, datos más ricos y la creación de valor incremental en todos los canales.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">Habilitando el crecimiento del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#005ca0">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0"> – Soluciones financieras (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">Cashi</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">)</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Durante el año, fortalecimos nuestro ecosistema digital al ampliar el acceso al crédito para compras en línea a través de </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Cashi</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">, nuestra cuenta bancaria digital. Mediante una integración estratégica con APLAZO, un proveedor líder de Compra Ahora, Paga Después (BNPL, por sus siglas en inglés), permitimos a los clientes financiar compras en línea en todas nuestras plataformas sin necesidad de una tarjeta de crédito tradicional. Esta iniciativa aborda un mercado crediticio estructuralmente poco penetrado en México, apoyando la inclusión financiera, mejorando la asequibilidad y flexibilidad para nuestros clientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Con 1.5 millones de líneas de crédito preaprobadas, un proceso de incorporación rápido y totalmente digital y condiciones de pago transparentes, esta solución beneficia principalmente a los clientes con acceso limitado o nulo a productos financieros. Al ampliar las alternativas de pago en el </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">, seguimos eliminando las barreras a la adopción en línea, fortaleciendo nuestra propuesta de valor y ayudando a las familias a gestionar mejor sus gastos, lo que nos acerca a nuestro propósito de ayudar a las personas a ahorrar dinero y vivir mejor.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#306785"> </span>
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<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">El Buen Fin</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tras seis años de ausencia en El Buen fin, logramos una sólida interacción con nuestros clientes, a pesar de que los resultados no alcanzaron las expectativas iniciales. Durante el evento, registramos más de 76 millones de transacciones en tiendas y clubes, más de 180 millones de visitas a la plataforma de comercio electrónico y, el 17 de noviembre, alcanzamos las mayores ventas diarias en la historia de </span><span style="font-family:'Times New Roman'; font-size:12pt">Walmex</span><span style="font-family:'Times New Roman'; font-size:12pt">. Estos resultados demuestran la solidez de nuestra plataforma </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> y nuestra relevancia para el cliente.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México</span>
</p>
<p style="margin:0pt">
<a name="_Toc227102147" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> Demand</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Ampliando el alcance, velocidad y confiabilidad a través de nuestra base de activos físicos.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> es el motor central de nuestro negocio de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">, diseñado para aprovechar al máximo la presencia física y escala operativa sin igual de </span><span style="font-family:'Times New Roman'; font-size:12pt">Walmex</span><span style="font-family:'Times New Roman'; font-size:12pt">. En lugar de operar como un canal digital independiente, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> extiende nuestra promesa de precios bajos todos los días (EDLP) y disponibilidad a más hogares, con mayor rapidez y comodidad, reforzando la confianza de los clientes en todos los canales.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro modelo se sustenta en una ventaja estructural que ningún competidor exclusivamente digital puede replicar: más de 3,300 tiendas y clubes en México, respaldados por una red de distribución a nivel nacional que opera como centros de distribución </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">. Esta infraestructura permite una de las redes de última milla más </span><span style="font-family:'Times New Roman'; font-size:12pt">extensas del país, lo que ofrece claras ventajas en cuanto a alcance geográfico, densidad de pedidos y eficiencia en el costo de servicio.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Al integrar plenamente las tiendas, cadena de suministro y tecnología, atendemos a los clientes desde el estante hasta la puerta de su casa, transformando los activos físicos en capacidades digitales escalables.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Facilitar las compras a través de velocidad y acceso </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Los clientes priorizan frecuentemente la rapidez y el acceso. </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> está diseñado para ofrecer ambos a gran escala. Hoy en día:</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:125%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">65% de los pedidos de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> se entregan el mismo día, y</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:125%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">98% se entrega en un plazo de dos días.</span>
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</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Esto refleja una sólida ejecución en las operaciones de las tiendas, la precisión del inventario y el cumplimiento de la entrega de última milla. Estos niveles de servicio refuerzan la comodidad, frecuencia y lealtad, impulsando una mayor penetración en los hogares.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El GMV </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> en México creció 22% en 2025.</span>
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</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Los resultados de 2025 confirman que la prioridad ya no es solo “ofrecer” el servicio, sino gestionarlo con estándares de clase mundial, con mejoras simultáneas en volumen, puntualidad, NPS y disponibilidad de horarios.</span>
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<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102148" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Crowdsourcing: fortaleciendo la entrega rápida a gran escala</span></a>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ampliamos la cobertura de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> en todos los formatos mejorando nuestras capacidades, llegando a nuevas ubicaciones, aumentando la disponibilidad del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">crowdsourcing</span><span style="font-family:'Times New Roman'; font-size:12pt"> y satisfaciendo la creciente demanda con servicios más rápidos y confiables. </span><span style="font-family:'Times New Roman'; font-size:12pt">La velocidad siguió siendo un diferenciador clave. La ampliación del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">crowdsourcing</span><span style="font-family:'Times New Roman'; font-size:12pt"> y la expansión de las capacidades de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">quick-commerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> desempeñaron un papel fundamental. Aunque el valor promedio de los pedidos disminuyó, la frecuencia de los pedidos se duplicó, lo que se tradujo en un mayor gasto mensual por cliente. Este modelo de entrega representa ahora el 29% del total de entregas en México. </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Walmart Express y Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt"> también reforzaron su experiencia </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> para que fuera más rápida y confiable mediante una plataforma unificada, una mayor disponibilidad de franjas horarias y una red de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">crowdsourcing</span><span style="font-family:'Times New Roman'; font-size:12pt"> más amplia. Estas mejoras permitieron lanzar un programa piloto de entrega en 30 minutos en 226 tiendas, que complementa la opción de entrega Pronto de 90 minutos ya existente. Nuestro plan acelerado para 2026 tiene como objetivo extender esta capacidad a todas las tiendas Walmart Express y </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:10.5pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club tuvo un desempeño sobresaliente en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt">, impulsado por la expansión de los pedidos Pronto de 90 minutos y un aumento significativo en los horarios de entrega disponibles. </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centroamérica</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Para fortalecer la capacidad de entrega, nos asociamos con un proveedor de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">crowdsourcing</span><span style="font-family:'Times New Roman'; font-size:12pt"> que alcanzó el 10% de los pedidos en las tres semanas posteriores al lanzamiento en Costa Rica y Guatemala. Este modelo se expandirá pronto a todas las tiendas urbanas de Walmart en la región.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:125%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102149" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Catálogo Extendido</span></a>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nos enfocamos en fortalecer y ampliar nuestro catálogo extendido al aprovechar tecnologías avanzadas y estrategias probadas de otras regiones de Walmart, asegurándonos de que estas mejoras brinden el máximo valor a nuestros clientes.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">A medida que evolucionaban nuestras capacidades </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">, aceleramos la interconectividad a través de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">One</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Hallway</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">. </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">One</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Hallway</span><span style="font-family:'Times New Roman'; font-size:12pt"> es una herramienta que permite a los clientes acceder a millones de productos en línea con facilidad y sin fricciones. Pueden realizar pedidos que combinan productos disponibles para entrega inmediata en tienda y productos adicionales exclusivos ofrecidos a través de nuestro catálogo extendido, ya sea a través de nuestra propia red </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> o del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">. Iniciativas como </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">One</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Hallway</span><span style="font-family:'Times New Roman'; font-size:12pt"> representan cambios estructurales en la forma en que los clientes experimentan nuestro ecosistema digital.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102150" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Marketplace: ampliación de la oferta, la escala y el crecimiento a largo plazo</span></a>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> representa nuestra mayor oportunidad de crecimiento a largo plazo dentro del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Amplia significativamente el surtido y las opciones de los clientes, reforzando nuestra propuesta de valor </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">. Mientras que </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> impulsa la frecuencia y el tráfico, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace </span><span style="font-family:'Times New Roman'; font-size:12pt">amplifica la demanda al ampliar el acceso a categorías y productos más allá de los límites del espacio físico en los estantes. Esta dinámica complementaria posiciona a </span><span style="font-family:'Times New Roman'; font-size:12pt">Walmex</span><span style="font-family:'Times New Roman'; font-size:12pt"> como una verdadera tienda integral para los hogares mexicanos en todos los canales y tipos de compras. </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> no es una iniciativa aislada. Es un componente central de nuestra estrategia </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> integrada, diseñada para fortalecer el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">core</span><span style="font-family:'Times New Roman'; font-size:12pt"> y acelerar el crecimiento sostenible a gran escala.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Funciona como parte de un ciclo virtuoso </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> genera tráfico, conveniencia y compromiso repetido, lo que a su vez alimenta al </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">, impulsando la visibilidad y la conversión en un surtido más amplio. A continuación, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> mejora el valor para el cliente al ampliar la oferta y disponibilidad, reforzar la lealtad e impulsar aún más el tráfico hacia nuestras plataformas digitales.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Este ciclo aumenta la frecuencia, tamaño de canasta y participación, mejorando la economía del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> a través de una mayor escala y apalancamiento operativo.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> siguió consolidando su papel dentro de nuestra estrategia de catálogo extendido, guiados por nuestra ambición de convertirnos en el mercado más confiable del mundo. Aunque damos prioridad a un surtido cuidadosamente seleccionado frente a una cartera de productos saturada, nuestro enfoque sigue centrado en garantizar la calidad y el abastecimiento responsable. A lo largo del año, avanzamos en la armonización global de los procesos y las medidas de protección que aseguran una experiencia confiable, segura y de alta calidad para nuestros clientes y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Además, continuamos seleccionando un surtido transfronterizo de alta calidad centrado en la autenticidad y procedencia de los productos. Hoy en día, uno de cada diez pedidos del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> es transfronterizo. Esto demuestra la fuerte demanda de los clientes por productos internacionales disponibles en otros mercados de Walmart y refuerza el papel de la plataforma en la ampliación del acceso a la oferta global.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centroamérica</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En Centroamérica, </span><span style="font-family:'Times New Roman'; font-size:12pt">también avanzamos en la adopción de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> a través de mejoras tecnológicas locales. Esto nos permitió lanzar un programa piloto de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> que ahora permite a los proveedores locales unirse a la plataforma y ampliar su alcance, ofreciendo a los clientes un surtido más amplio. En conjunto, estas iniciativas refuerzan nuestro compromiso con la conveniencia, la rapidez y el crecimiento inclusivo en toda Centroamérica.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Aprovechamiento de las capacidades globales de Walmart</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> se beneficia directamente de la escala y capacidades globales de Walmart, entre las que se incluyen: Plataformas tecnológicas globales, Modelos operativos probados, y un ecosistema global de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt">, incluido el comercio </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">cross-borde</span><span style="font-family:'Times New Roman'; font-size:12pt">r</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Estas capacidades nos permiten escalar más rápido y de manera más eficiente que los competidores locales, manteniendo la disciplina operativa. No estamos construyendo </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> desde cero; estamos adaptando y ampliando soluciones que ya operan con éxito en los mercados de Walmart en todo el mundo.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">HIGHLIGHTS: </span>
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<li style="margin:0pt 0pt 0pt 24.84pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:11.16pt; font-family:serif; font-size:4pt; font-style:normal">
<span style="font-family:'Times New Roman'; font-size:12pt">13% crecimiento del GMV de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> en México en 2025.</span>
</li>
<li style="margin:0pt 0pt 0pt 24.84pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:11.16pt; font-family:serif; font-size:4pt; font-style:normal">
<span style="font-family:'Times New Roman'; font-size:12pt">Estamos construyendo un </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> más saludable, expandiéndonos a nuevas categorías e incorporando </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt"> con perfiles de margen más sólidos, al tiempo que aprovechamos las oportunidades </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">cross-border</span><span style="font-family:'Times New Roman'; font-size:12pt"> que cumplen con nuestros objetivos de retorno.</span>
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<li style="margin:0pt 0pt 0pt 24.84pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:11.16pt; font-family:serif; font-size:4pt; font-style:normal">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
</ul>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Fulfillment</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Services</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> como habilitador clave</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Fulfillment</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Services</span><span style="font-family:'Times New Roman'; font-size:12pt"> (WFS) es un habilitador fundamental de la escala y calidad del servicio del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">. WFS refuerza la confianza al ofrecer una experiencia más consistente en el surtido propio y de terceros, apoyando a los </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt"> con una logística simplificada y una infraestructura escalable.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">A medida que entramos en una nueva etapa de transformación, WFS se sitúa en el centro de nuestra ambición de ofrecer experiencias de cumplimiento más rápidas, predecibles y cada vez más automatizadas en toda la región.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Una red de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">fulfillment</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> a gran escala y de alta velocidad</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">A lo largo del año, nuestra red de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">fullfilment</span><span style="font-family:'Times New Roman'; font-size:12pt"> continuó ampliando su alcance operativo mediante nodos estratégicamente ubicados que mejoran la velocidad de entrega y disponibilidad de inventario. Estas instalaciones compactas y ágiles, integradas directamente en nuestro ecosistema logístico, permiten a los </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt"> almacenar productos más cerca de los clientes, habilitando tiempos de entrega significativamente más rápidos en comparación con los modelos tradicionales de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La automatización sigue siendo un acelerador clave de las mejoras en el rendimiento. Aprovechando las capacidades avanzadas implementadas en años anteriores, incluyendo robótica, sistemas de clasificación automatizados y tecnologías mejoradas de gestión de almacenes, WFS continúa integrando herramientas que agilizan la preparación de pedidos, reducen los errores y aumentan el rendimiento en ubicaciones de alto volumen. Estas soluciones han demostrado ser esenciales para satisfacer la creciente demanda, manteniendo niveles de servicio óptimos y precisión operativa.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Un motor confiable para el crecimiento del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Marketplace</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">WFS ha consolidado su posición como impulsor clave de la expansión del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> al permitir a los </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt"> escalar de manera eficiente, acceder a bases de clientes más amplias y beneficiarse de la solidez de la cadena de suministro de Walmart. El servicio ha respaldado históricamente una parte sustancial de los pedidos del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">, lo que refleja la preferencia de los </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt"> por un modelo de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">fulfillment</span><span style="font-family:'Times New Roman'; font-size:12pt"> que reduce consistentemente los tiempos de entrega a la mitad, en comparación con los envíos que no son de WFS.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">A medida que el surtido sigue diversificándose y aumenta la participación de los </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt">, WFS sigue siendo esencial para mantener la calidad operativa que esperan los clientes, especialmente a medida que crecen el volumen de referencias y la actividad de los </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt">. El desempeño de la red de logística de WFS sigue reforzando la confianza, impulsando la conversión y amplificando el impacto de nuestras iniciativas </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> más amplias.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">La experiencia del cliente en el centro</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La satisfacción del cliente sigue siendo uno de los indicadores de éxito más sólidos de WFS. Al aprovechar nuestra red logística, rutas de entrega optimizadas e inversiones continuas en automatización, el servicio ofrece una experiencia fluida que reduce la fricción y fortalece la lealtad.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, WFS representó el 37% de los pedidos del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">, lo que refleja su creciente influencia y su papel en la mejora de los tiempos de entrega y la calidad general del cumplimiento. Estas mejoras, junto con nuestros esfuerzos por integrar modelos mejorados de análisis de datos y conocimiento del cliente, guían nuestra toma de decisiones y nos ayudan a anticiparnos a las necesidades cambiantes.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- 12% de crecimiento de WFS en 2025.</span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; line-height:116%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Al ampliar continuamente nuestra base tecnológica y fortalecer la colaboración entre las operaciones de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> y los equipos de cadena de suministro y tecnología, WFS está posicionada para seguir siendo una piedra angular del ecosistema </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> de Walmart en 2025 y más allá.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify; line-height:116%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Valor Financiero</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2025 reafirmó la resiliencia de nuestro negocio y la fortaleza de nuestro </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">core</span><span style="font-family:'Times New Roman'; font-size:12pt">. Si bien un entorno de consumo más débil de lo esperado afectó el crecimiento y no estamos del todo satisfechos con los resultados, el desempeño subyacente se mantuvo sólido, respaldado por una continua ganancia de participación de mercado y una ejecución disciplinada en todo el negocio.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En 2026, estamos acelerando el ritmo de ejecución de nuestras tres prioridades de negocio: EDLP, Disponibilidad de productos y la Aceleración de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En México, nuestras ventas a unidades iguales crecieron una vez más por arriba de ANTAD,</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">acumulando doce años consecutivos con este desempeño. Esto refuerza nuestra capacidad para seguir ganando participación de mercado, así como la relevancia de largo plazo de nuestros formatos, que atienden a nuestros clientes cuando más nos necesitan. También logramos expandir márgenes mientras protegimos nuestro liderazgo en precios. Seguimos invirtiendo en la propuesta de valor para nuestros clientes y fortalecimos la percepción de precio. Al mismo tiempo, mejoramos los niveles de inventario. </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra estrategia, sustentada en una estricta disciplina financiera, continúa traduciéndose en crecimiento consistente y rendimientos atractivos. Hacia adelante, mantendremos el enfoque en el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">core</span><span style="font-family:'Times New Roman'; font-size:12pt"> que nos define. EDLP es nuestro ADN y el compromiso que guía cada decisión. Para hacer realidad esa promesa, seguiremos </span><span style="font-family:'Times New Roman'; font-size:12pt">fortaleciendo la disponibilidad de productos y la ejecución para que nuestros clientes encuentren lo que necesitan, cuando lo necesitan. Asimismo, continuaremos acelerando </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">, apalancándonos en una ventaja competitiva difícil de replicar: nuestra red de tiendas y clubes. Con ello, buscamos reforzar la confianza que clientes y socios comerciales depositan en nosotros.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102153" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Desempeño</span></a>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Manteniendo nuestro liderazgo con crecimientos en ventas a unidades iguales por encima del mercado</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nos enorgullece reafirmar nuestro liderazgo con un sólido desempeño en 2025. Seguimos consolidando nuestra posición como referente del sector. Mantuvimos un crecimiento sostenido, impulsado por nuestra disciplina financiera, el fortalecimiento de nuestro </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">core</span><span style="font-family:'Times New Roman'; font-size:12pt"> y una propuesta de valor enfocada en ofrecer precios bajos a nuestros clientes en México y Centroamérica, a pesar de un entorno macroeconómico retador.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestras inversiones estratégicas en tecnología y la expansión </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">, nos permitieron crecer en todos los formatos, divisiones y regiones en México. Enfrentamos algunos retos en Costa Rica derivados de un entorno deflacionario.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Crecimiento por país, región geográfica, formato y división</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Crecimiento de ventas a unidades iguales</span>
</p>
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<img 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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En México, nuestra capacidad de adaptación y enfoque en las necesidades de nuestros clientes y socios nos permitió alcanzar un crecimiento de 3.3% en ventas a unidades iguales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La región Norte registró el mayor crecimiento, seguida por las regiones Centro, Metropolitana y Sur. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club y Bodega fueron los formatos con mejor desempeño y, aunque todas las divisiones de mercancías mostraron resultados positivos, Salud y Bienestar y Alimentos y Consumibles fueron las divisiones con el crecimiento más relevante.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Alcanzamos ingresos por 836,428 millones de pesos, lo que implicó un crecimiento de 4.9% respecto al año anterior. Al cierre del año, el GMV (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Gross Merchandise </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Value</span><span style="font-family:'Times New Roman'; font-size:12pt">) de nuestro negocio de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> creció 17.1% y representó 8.3% del GMV total en México.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">- Por décimo segundo año consecutivo, crecimos en ventas a unidades iguales por encima del mercado formal, medido por ANTAD.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt">Registramos una expansión de 10 puntos base en el margen bruto, lo que representó el 24.2% de los ingresos, impulsada principalmente por la contribución de los nuevos negocios.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los gastos generales representaron 16.3% de los ingresos totales, un incremento de 30 puntos base con respecto a 2024, impulsado por nuestras inversiones estratégicas de crecimiento, en nuevas tiendas, mayores capacidades digitales y una propuesta de valor más sólida para nuestros clientes y asociados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El EBITDA fue de 87,332 millones de pesos, lo que representó un incremento de 2.5% en comparación con 2024, con un margen de 10.4%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Este año abrimos 162 nuevas tiendas, impulsadas principalmente por Bodega Aurrerá Express, formato en el que inauguramos más de 100 unidades durante el año. Esta expansión fortaleció nuestra presencia en todo el país y contribuyó de manera relevante al crecimiento de ventas y la rentabilidad, al ofrecer más cercanía a nuestros clientes.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centroamérica</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Nota: Los porcentajes relacionados a Centroamérica son sin efecto de tipo de cambio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En un año de avances dentro de un entorno retador, Centroamérica enfrentó un consumo más cauteloso. Sin embargo, continuó fortaleciendo su posición a través de la expansión de tiendas y una experiencia </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> mejorada, profundizando la preferencia del cliente y traduciéndose en sólidos resultados financieros para la región.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante el año, las ventas a unidades iguales crecieron 1.7% comparado con 2024, con Honduras y El Salvador liderando este crecimiento, seguidos por Guatemala y Nicaragua y con un ligero decremento en Costa Rica. Este desempeño nos permitió alcanzar ingresos totales por 175,170 millones de pesos, lo que implicó un crecimiento de 3.5% comparado con 2024. La recuperación del desempeño en Costa Rica es clave. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro margen bruto creció 10 puntos base, para ubicarse en 24.4% de los ingresos totales. Esto fue impulsado por una mayor contribución de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Walmart Connect</span><span style="font-family:'Times New Roman'; font-size:12pt"> y eficiencias en la cadena de suministro y logística, que en conjunto compensaron las inversiones en precio y las iniciativas de la propuesta de valor para el cliente. Los gastos generales representaron 18.0% de los ingresos totales. Esto implica un ligero incremento comparado con 2024 de 4.4%, ya que las inversiones de crecimiento en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">, expansión de tiendas y desarrollo de nuevos negocios fueron parcialmente compensadas por iniciativas de eficiencias operativas implementadas durante el año. La utilidad de operación representó 6.5% de los ingresos totales, con un crecimiento de 1.2% comparada con el año anterior. El EBITDA fue de 16,115 millones de pesos, un incremento de 3.5% frente a 2024, con un margen de 9.2% sobre ingresos totales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Consolidado</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A nivel consolidado, nuestras ventas a unidades iguales crecieron 3.9% comparadas con al año anterior. Esto refleja la fortaleza de nuestra propuesta de valor y capacidad para seguir ganando participación de mercado a lo largo del tiempo, incluso en ciclos económicos retadores.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Como resultado, generamos un total de 1,011,598 millones de pesos en ingresos consolidados, un crecimiento de 5.5% año contra año. Nuestras nuevas aperturas contribuyeron con 1.7% al crecimiento total de ventas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El margen bruto consolidado creció 10 puntos base, para ubicarse en 24.2% de los ingresos totales. Esto fue impulsado principalmente por la contribución de los nuevos negocios en ambas regiones y por beneficios a lo largo de nuestra cadena de suministro. A pesar del contexto de presión sobre el crecimiento de ingresos, nos mantuvimos enfocados en lo que podemos controlar y seguimos invirtiendo en precio y crecimiento mientras fortalecimos nuestra propuesta de valor.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los gastos generales representaron 16.6% de los ingresos consolidados. Esto implica un crecimiento de 7.7% comparado con el año anterior, reflejando inversiones estratégicas en expansión de tiendas, aceleración de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> y tecnología.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La utilidad de operación representó 7.8% de los ingresos totales, un crecimiento de 1.5% frente al año anterior. El EBITDA fue de 103,447 millones de pesos, con un de crecimiento de 3.4% respecto a 2024, y un margen de 10.2%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra utilidad neta consolidada fue de 49,891 millones de pesos, un decremento de 7.3% frente al año anterior, impactado por una mayor tasa efectiva de impuestos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La disciplina financiera nos ha permitido generar crecimiento sostenible, preservar una posición financiera sólida y seguir generando rendimientos atractivos para nuestros accionistas, incluso en entornos retadores.</span>
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<a name="_Toc227102154" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Participación en ventas por formato de negocio</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra estrategia multiformato nos permite atender los distintos hábitos de compra de nuestros clientes, combinando tiendas físicas, plataformas digitales y servicios especializados. Desde formatos de descuento como Bodega Aurrera, hasta modelos de club como </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club, cada uno desempeña un papel clave en nuestro modelo de negocio. Esta diversidad nos permite adaptarnos a estilos de vida, preferencias y necesidades específicas, </span><span style="font-family:'Times New Roman'; font-size:12pt">consolidando nuestro liderazgo en el comercio minorista y transformando la experiencia de compra en México y Centroamérica.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">48% Bodega y tiendas de descuento</span><span style="font-family:'Times New Roman'; font-size:12pt">: formatos de tienda enfocados en clientes que buscan comprar a los mejores precios. A través de nuestra propuesta de valor de Precios Bajos Todos los Días, ofrecemos perecederos, abarrotes, consumibles y mercancías generales a los mejores precios del mercado. Todos estos productos pueden adquirirse mediante </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> y a través de nuestro sitio web, con entregas el mismo día y un Surtido Extendido.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">25% Hipermercados</span><span style="font-family:'Times New Roman'; font-size:12pt">: nuestra propuesta consiste en ofrecer un amplio catálogo de productos, que incluye perecederos, abarrotes, consumibles, mercancías generales y ropa, a través de Precios Bajos Todos los Días. En nuestro sitio web ofrecemos un Surtido Extendido, complementado con nuestro </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">, para que nuestros clientes encuentren todo lo que necesitan en un solo lugar. Para brindar una mejor experiencia, habilitamos tiendas con capacidades </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> para ofrecer el servicio </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> con entregas pocas horas después de realizado el pedido.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">22% Clubes de precio</span><span style="font-family:'Times New Roman'; font-size:12pt">: nuestros clubes de precio con membresía ofrecen productos en volumen a precios muy atractivos. En </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club brindamos a nuestros socios la mejor experiencia en tienda o en línea, por lo que todos nuestros clubes cuentan con servicio </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> con entrega a domicilio o </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">pickup</span><span style="font-family:'Times New Roman'; font-size:12pt">, así como con un surtido extendido.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">5% Supermercados</span><span style="font-family:'Times New Roman'; font-size:12pt">: a través de un amplio catálogo de productos, ofrecemos la mejor calidad en los departamentos de perecederos, abarrotes, consumibles y mercancías generales seleccionadas. También ofrecemos a nuestros clientes servicios y soluciones enfocadas en hacer su vida más fácil mediante precios bajos y competitivos. Este formato cuenta con una tienda en línea con una experiencia de compra sencilla.</span>
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<a name="_Toc227102155" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cifras Relevantes</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tenemos una generación de flujo sólida y crecimiento sostenido.</span>
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" 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" 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<a name="_Toc227102156" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Creando Valor</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, continuamos fortaleciendo la forma en que generamos valor financiero para nuestros accionistas, respaldados por una ejecución disciplinada y visión clara de largo plazo. La confianza de los accionistas sigue siendo un elemento central de la estrategia. Nuestras decisiones de asignación de capital están diseñadas para respaldar una creación de valor sostenida en el tiempo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante el año, pagamos un total de 28,923 millones de pesos en dividendos, integrados por un dividendo ordinario de 1.30 pesos por acción y un dividendo extraordinario de 0.39 pesos por acción. El dividendo ordinario se pagó en dos exhibiciones de 0.65 pesos por acción, el 19 de noviembre y el 17 de diciembre de 2025, mientras que el dividendo extraordinario también se pagó en dos exhibiciones: 0.19 pesos por acción el 19 de noviembre y 0.20 pesos por acción el 17 de diciembre de 2025.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro objetivo es preservar un retorno en efectivo atractivo y confiable para los accionistas, manteniendo al mismo tiempo la flexibilidad financiera necesaria para respaldar inversiones estratégicas y el crecimiento de largo plazo de la compañía.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">66.18 Precio máximo 21 Mayo, 2025</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">56.13 Precio de cierre 31 de diciembre de 2025</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<a name="_Toc227102157" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Inversiones</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Seguimos asignando recursos estratégicos para fortalecer nuestro negocio, ampliar capacidades clave y prepararnos para los retos del futuro. Nuestras inversiones están enfocadas en mejorar la experiencia de compra, impulsar la productividad operativa y fortalecer nuestra conexión con clientes y socios.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante 2025, invertimos $38,982 millones de pesos en proyectos estratégicos que consolidan nuestra visión de largo plazo y aseguran un crecimiento sostenible. Estas inversiones reflejan nuestro compromiso con la eficiencia, la innovación y la creación de valor en cada parte de nuestra operación.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Remodelaciones</span><span style="font-family:'Times New Roman'; font-size:12pt">: 39% de nuestra inversión, para modernizar nuestras tiendas existentes y habilitarlas con capacidades </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> que permitan ofrecer una experiencia de compra más completa y eficiente.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Apertura de nuevas tiendas</span><span style="font-family:'Times New Roman'; font-size:12pt">: 29% de nuestra inversión, reflejo de nuestro compromiso con el crecimiento y la expansión en regiones clave.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cadena de suministro</span><span style="font-family:'Times New Roman'; font-size:12pt">: 24% de nuestra inversión, para incrementar nuestra eficiencia operativa y optimizar nuestros centros de distribución a fin de atender la demanda de manera más ágil.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> y tecnología</span><span style="font-family:'Times New Roman'; font-size:12pt">: 8% de nuestra inversión, enfocada en la digitalización de procesos, la automatización de tiendas y la mejora de nuestras plataformas tecnológicas para fortalecer nuestras capacidades </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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WYWtbdo9uMQ6Bloh8DDYNcIPIyqAYQerBV6iAFdgRi6MSLlxOBBaBjapmlkhhEFwJiv2Rna1mKEGkFnGJqS9rGtALBNetdulcHxbdIzxm4xrucVaoGgRrvBOiBgHASeYDNnmM1Z5rUBCAaD3xnePoRBTbgbOAgGQ9wN+jPdYFoI6bEo0Q3MibS5xQbCmUV5ILAb5IKgCKbrCCh4l5lAyIHgb1LRbSEIPYQwifUBukENukBJ10785xkIdREEc+SoY4ODQBhHgOCodod23OrJNQuB5xXMiTYDwNznybcwBALoRfqmjultLzEAgontDBZCB8YjQjAYfAhAsGYrFr1bpB63vN8wtDVCEGerQmgcQldYMyVt6Aw96Ab9azfLwNopaeJYhOJnXEcgBHYBjkVxeO0RT64ZCGYs8iHEmTkECyAHAgch1A0KFcFAqhsgEQSLIQBhsUUQQYi6ASF0hiHo+qBVznAQooVyDOEUH4LXDWIIDoO58jSGgGJ/ByC4wk9sCyBgAAGjEbpB4+hhKe/ehX/crQbCACDYw6fxxXjmXAI7AYu/dR0WkLg1XQF7diLRmDHJwMgHIe4GvVMGQp+F0Gu7QhKCWSc4CO08hMrxiBDYDVD8dYObEWDwQMQjEyCgKzQObcH2zciUNA5grTA4Id0YdfqwKG1lN0DhK4Q+QuC1R0kIrvDZBSrxmOkGWQDmeTOE0MmkAcQIXCfI1Q2CEBpzQEitDwwEcw5BF8oeBIfAH4sSEIDgjBVpCM22GyCB9UEIQrIjoNhzQkgBcHn7EC5CIR9H0aAbdGyTVW1bsPDbI9VYK/B1CoTAtUN8Us2E3aBtPSGYzkAMhKDjUAQCxc7id8GI5E6oRWuESbMu6N10boTAAXAIOBrpYVRdMLMTmNEoOR5tN8WfiO0MxGChaAChcTjG0NA/Ia3A0Dlsrk/iESQumiMICAu+El3AQHAYxrDzYEewELpY9ObWQTBrhXi9EETA5IAQAhBCoBBaLISoG9jRyEPgQ3BjUdQRdCzyIKS6wcwhuLFoOghuNHIX3NVGmVU3YFIQEqOQvdX7AQQMIGB9gPm/dmCvFLdvxj/yVqnAYpkL5YaxcxWCXqK9jotmAjDrA8Z1BTciubVCFB8CESC97swyIQABjw5xYZwchSwAdoIIAdYH9qiRA+BCCDw6xCJPY4iKXx9zKLAdo1E9INQNbJJ6dIWGvg3SPLABoxFftDOO7eO6TiAEk3HFUIHCd8VvAMRrAyJwMV0BEBTBMIod0WK3iYrfJQ3AiwcgA8EiiCCgG5wcBAQIFlZaCKmxaJ6DoAja7PogP4TQyTQiCEKIOkI+CKni95MDgp+8EHoJYf25gLBHits2S0nndqnq34f1wSE9h0AETDPXCt7rFQwGdoXDemuOInEPzxNuHgaEAFj8ROBCCF0o/A4eIkVM8bsO4BbIIQR7UfwOwq7EIdQQBC1+rBU0FgQhcI3AjlA3OKUY6vp4xAidAAWvh1BxW4vbaoYQ9HYcHWEdALgu4BCYGAQs/LgzRAgyhe8nHwJ0AySIwINABAYCEo1FIQjZ9cFJQ1gJCECgEABgdhAcgplCSBV+OgEIaRB5IfAsccvaw1gY7sZotBX/wTulZnC/NGDNQAgmGJGQFmJgZ+BLNe04ZMYiQjAIuiePKQQNO4BN39T5CG/5NbFwxOJYxWJHWPh+ACA6q7xuPwDsk1ZFEENQBCMGgUIY2o6i3oJwT489voXgFsoOAkcjNxbVA0Jt/0ZNDTDUEAI6Qy1QVPeaTsDU8GtgqOjhuQMHgcWfgtBpEMTxOwEL3QfgtuUGkEawKoBA4yA0+RAcAiTVDfz1gUKowhoBCBRCtFCOESgEIJgLBAoB3SANgQgyEOw1Rj6EJAJzxCjnGmFaCChw5u12hC7s4ZtG9mNBuEu7QUXPbqkbOoDiJwReYoEQBdKEbUTD1yrwpZzxkSPM+YDQixGoBxh4mwRgEDgAvegGPRyLbDdwEDIBBHNpBSCgI7Q6DLYr6JllYGhSDDsVAgvfYPA6gha/ueW2hjUGAhHUDW4yCPonUfATKH7TDQiiqscg4LYqm0pAKO/2ugIhaNgBzK1i6CSAESQ1EqWSKP4MABcDwGQwQhBBsAhWajcYiLrBcocgAMEfiwwE1w0shFQ3SEAoAgQgcBBOXx5D4EL5VCJIQEDyQEgfMcpCSBe/H4eAmR5CLgxzWob3oRB24z94B/6Dd2Kvtw+L5IMWwmG9FLthhMG2UZPmsUMAccgcNcJo1D0BCMDgAPSgK/TlQGBOlpl0jZsTZq7wO7xEX1sMbQ6Di4eBl1gQQuMwxyNi2KYAXFwncOOSObJEBOgGGItMN3AQ2Ani1GDtQAgEUAkAHI0qcButE7r4Ih4iweN4zGx3MGxXUAwICt0lLnyXGECMIO4CLkWE0GriECgEi4DdYEUaQn0MwXQDC8EhsAvlCEJ5l4EABOdYBPMwFmUgRN0gC0ExzBBC7m7gF3yOBBBosedITgjV3Vgcd23Bfx7WBr27pXbNAS38GMFBG27nuYX9wHAAGA4qhLZ1B1HMPPmFIteuwL29g2BHId3Go0HnRl2A6wEtdnQDl3YNCz8ddAUbgvAxtGBUahndAwy7gWEXZn92BgPCJB6JeFiVCGo1FoEPoRcQFIRBUYsuUdtvukSVhcBCZ4ihtAtFj/DrUoAgijhxp1AIHQy6AFLcPozwNoYQ7/1tUPBJADYWgXYDD8FKRYAAgEJo8CG4bpCEEHUDd8RIuwEQcCxCN5hf0hFBcAjmrmoFBNMNZgYBWXiyEKbBMEsEIQAuc0qaN0hJ+0b8x21DN9gr9VwkAwBHoQjAMAAM7Ze6Negeg3vwnH2KoWWM2Y+ucEg7QjdA9ABDDzpEz2SMQg+RTnCEMnt/86IbV/wHsQBH1jMsdBcWvIl2gygOgYtZNxBDi2LYjc6A7kAQEQbTGSII/QzXBkSQgtBrIeA+1wyEwDHJYUhCGNNOUW27hukcGJuwvaRzFEWP0UjjOgKiCGIIq6K44o9T2jkgu3b1yHUXd8nFx7qlaaBfERTjsW3be+SaC7vk2OFuqerqB4R+qenuk0vO65LzDnbJKl6CDQSrmntl765OaR/sjiHUZBfK5kSahYBuYCDEHSGCAARn2fWBQtCxqMVbHwQg5OkIvPz6pDpCAIBLEIFLAAEzp7B+vRS3bsR/7g4skveh8B0EdoMDKPr9Uq8I9ioCDe7XD+9F0e2TptF9BgM7A8ckrBs0WAizU3ThloviToxBrvD9sOhbUOwtKGoNirqZ0b08Rx+713drg3TwmEuiMwBD3BnMqFTHYO1gIFgMfZtQ6Hx5poNgE8GwRW6LnRjMaMSCX4t/myn8Ppvw8zfiZ6ODuFHKdg+iYGfguoEQMgDaXIa8+wbCDZd0yZ8+3hblH19uk5qefnnmts7E9m+/v12qgOCzT7bJd15ok599qE3uv6ZDITx6Q4d86/1tUtGevawigmAXykQQQfC6QXIsCkOIMMx6NMqxUM7XDVDQubqBy2wQMHOKGtEROrZIpR2LzMLYjEQGwL4IQc2ADe7XrdmDAkCG96DoUIAje6UNIDrWHpBORYE9Pm47uKdfdwB7ce7lOU6ZW3e/Ze1+LfymkT12b86wkE1Y1M3Yrnt8XRPEMUePLAJu8yBEGNbsQJFuB4JtKNStKH5CQPo2A8AUAgi9m1C8BkNVD1+8j2LW9cKELpj9sAM4CEwdANQCALtH9JgdlwyCuDtECKKC99IaR0cfQGAnePj6TrkE3eAPHzNFf9G5XfKvb7bJb15vkz27uuWTj3bo9itPdMnv32iTGy7ulA/e3y6feLRdjh/ukl9+uE36Rr1ukDpaFEPoztkNMhCIIAQBCBwEIoghWAQ5IMQIPAi5OkIEwCUMgUkD0G1e8fuZs6p1E/7DdphF8jAXwxyJDkUIXBcggOq+3XieSc3AbsVQh8fqB3ej4LBoBYwWpA0oCIIw2sb2oThNobPoWfwxgPgxFn3Dmp34WSxchkXMvToXwaawCYXjj6IIhAgMhGRXMBB4aBUY+i2GPouhdwoFbyBU9VgILHpgcPcru8dR4KbIdcFsi5233F7WtQ7FjoLvQMG3Y8+PFGtcB/D39ulg7x/N/clwBCpqGZRmjEQschb8kQOmS/wCBd413Csv320gPHlzhzxxU4f8HmD43EdvaJdff7RNDu7tSiySl9puEC2ULQKFYBfJobEoA2FFGkKznE4IXjcIQ/ARGAjJF+3PBkK2+NOZrhO4zFndjm7Qg24wyDEII5E9QuQQ1PRbBATQtwsFAjS4VQiKBN/bvwtFhkJGmgCiFYXdigJvRqdoYljo3ONzzw0AEQKkyYeA4o8hcKwx4bzPonYYWOwGRJwkAh+C1xUiCAgg1PgQehwE7NlR+K4D6HgEENxWjoJ3CDgWMSUdY9jbE8CoLf4RFPewTajw44SKPxEgqO8dkM892a7F/uJdHRhj+6OvmV99xNwSAY8Uta/plf6xbvnBS23ywp3t8uxt7fKh+9pl/URXDAEA0hCiRbIdi8LrgyQEIjjDdgONQvA6gp5M88Yim9wQvEOnQQQs7vTtzBIq/jhVMqeU3aB3LwofoxAgNKAr1GFE4iUXRFBNCLxFN6jq3SkVPdulqm9n1BFqcVvbvxOFxeywEFDcQ6ZLaLdAlyAERos/Cp4XQeDzfQw8DOpAmMWv3xk4LjkQSQAOgRuNYggGA9K/TTHUEEPvZoVQlYBgCt+A2CD1a7iWmJAKQFAEnTaKAd2AGDwIxW1hDEVu7MkVFD5vC3HLo0HrN/bK9140hf70rR2ymq83wKJ4eLxHDuztlqNYFP/D0+bxy451KYSi5j5585F2+djD7fLKPe3yzefbFMIPX2nTRbIPgQgWuW6QGIv8o0WphTIQGAimG8wIgt8REhDS73eaB8JJAvATRsAAQkU3Rx2uAwBgyCLAotkVfzQOAUFl93bsEbdqVyCEeo5GuK1hlwCQ6p5t6Ao7pQUQuG4ggDpAqLdriQZ2BRa+TaPechu7hl0bJMYjB8FiQGH7GMLxEGg3cBBMzIi0Pe4KHoTK7knEQKiwEGqxkG4e4d+LXYNA1mtnIATeliKr28e0+A0Ah4DjEKLFnxtBoYstfj8v2bGH+Q3GHI46k1M9WBy3KZCfYzziY1xEV3aao0RcJH8fj9V09cqHsFb4PBbQT97UrqNUASEAAKMdwUHgIjnRDbyFMsciIGAcBH8sygchQsBEEJLdgPHHopl3hGw4BoW2M2EALoBQ2cM9PtcDQMAX4wwQwV4AAITeXSbaDXjCbaumsheFBACNLHQHAduru7dIHbpCM/f8LHTc8i0jzdtGGgjaGSwCEwvBw8DiDUKwI1KMIY4pfhsPgIvrMD6EdEdwECoIoYvrgnE8Ponvm5JGpL4fC2oPAx8v7SSEURS8QzCCAh9CfAAGQVzwJuwA8ddJBIXNA3LjJV3yxkMdiQyu65UHr+vQPf03nmuT92Jt0DrQqwj6Rnvkow90yMj6bqwL+mRkXbf8w1Nt8k0879CeTimo9iAAwWIgiCBoNzAQzlkdgAAEcwvjbqAQUPwu8RoBENLrAyYPhOCVpxkEuQG4vC0IVRiLagbYBYhgf4yAncBBQCqxxy/VE29bFAX39I3De1EkhIBxidsRHY+4LkCRN6Az1BELIdiuwE7hxiQfgTtcqhiGDIZ0MacxxDHbsh3AjENmJOJRIzMS1fZZBBGEKUDYpBAqFAIDCMDA7sCuUI+OUM9zDn0Yn/Qxjkl2LGqzEFqHUfBMCkEL4xV9M2OK3Z0MC8eMQisx8jDuZFl00owBABdzBhmpY3plWS2CLsBOQAQOAhEwRLAICBZikawQom7QYRAgulC2EPyx6EzbDeKOMFsIRGBuZwRBMYSLfKYJI2AAoboPxa8QiGCf7QQMIcQYKjAWlXZtRkcwEAigCYXeMLhLagGhunszCmSzQmCncKNPPTGg+LUj2EQYFIEZk/TcAeMwoMBjDKa43f0Yg00GgEGg64HMAnkL/j4MAbg4CBvx94wxlANCWed6PDaBn8H3TjUQXFco7VirCHQkAoBVoU6gCNYogJUAsLLJJVX0jTbR1zGANARz1jhGEAHgGWQHwCaJIIbgxiKFUAYIthvMt91AOwLXB6mx6Cw7FmUgFDApCME1Qi4I04xG2hGYcJHPJLkQKIQadAK+RDPuBA6BGYkchPLubVLSOaUQqi0EnjtoJIQejkUoKO0IPIEFJIQwxqtY96H4AYIdAZ2hQc8TGAhcJGcgpDBo0bP4LQIfQ9wBmCwALX57qJRHiFzhV/Ww8F04FhGBgWC6wiT+nhsAn6MPD5uatQJTDRSEwK5QjrGohItkRYAFcar4IwRpAK7oE8kWvgYF77IiAmARoPhNevFYGkFPohsYBD1RNyhq6JKB4U7tBgvRDRaU+BDsaOQgBMai6SCcVtAkBSWNsqpiegi93e7Nvf5PQDABhIOAkO4EdiSyi+Wqnp0JCFwTNBACipsQaoije0ohcEyqH0ABs8DHeIIOGACmnt0AQBhz0iwNwRxONRCwjR3DjT4sfFvsPoYkAA9Bf7YLxCMQgj+rKfwYQIWNg1DaBQhAUIIQRJWeeeZYtAE/a8KDgIUyxyIUPJNGUNS8JkYQKn5b5KF0D/XK8YPdWPj2ydh4jxza2y3tg71S2d4nR/Z1SVNvjwyMdsnaDV3ywDXtsmESxT3SBQC90j/chXTK6NpOWT/eKft3dcpynkwDgsnJTtm9vUMuP7ddGjvx2PZ2WVHVAQwdMjbWJvu2t8nKqjZp626VJWVt0tDWIg2tLbJzU4uU1zfL6poWWV7eLLVNzbJrU7O0dZr7u6eaZcnqZllR1iSPXN0kfb0N0tTSKC1tDTIx2ihnFTRIX0+9bNvA+/XS2lYvwwP1csv5jdLeXi+b19fL6UtqZWKsXro76/4bILAbmPvaEXiNUWYcsggUQm8MoQzjkYNABA39OwCB3cCkpoezOAoXxU8IimGEXSGG4DD4EHgoNQsh3RUIIRsHwXQCA8EhMEeG7CjkuoAHwQEwI5FJGcYiFj8RuHBMcotojkpmbHIQsEZowdrAFn4hUtRkUhgh8CB4xc69POPfd+Gi97JjnXLTRV16CLRnuFeevqVDHruhHRA65alb2rFYbpepqS55HNsaunvk3qvaFAJvn72lTTZs6JRNmzrkiRvbZe16LLZHOuXq4+1yYFe7XHmsXV6+s1XO3dsm1x5vlcVl7fL6A60ysb5VLjzQIjdd0CrlDa1yxZEWefmOZjm2p1muO9YsN55olvP3NUtvb7NMrGuSV+9qloevapbxsUYpLG+S+YWE0CxDg41ydGeDPH1Dk1xztFG2TzTIS7c1yYbRBjkX2++6uFF6uur1tq+nTu65tFFO7G6QO/F1R4eHIPB6g5NJEgHjQajGWBSPQzYeAo0PAanBwrmhH3vjvp1Sh8Kv6kJx2fDoUR0fwzjEbuA6gl6OAQD1xLOGe/psV3BxEJqIRbvCDCB4CKKOgEWxg6AdoceORSkI5V0YhZCyLgJgzFjkQ/BThsdKO3i0aC0QjAEBIYwAwRCKnh3AdIGiAIJEsddjxAmG406/3Hd1h2zd0iW3X9apJ8dWNfVpQT93O4p/c5d2AC18jEL3XtUuhRiRHrq2TcpbeuSpm9rknivbZAW6wJM3tskVKPrJyQ4ZZ3fY2SFDox0A0Sav3t0iIyNt0t3fJotL2+XWi1ulsqlNLkXx33VpqwyuaZGrz22RV+5slv6BZmlua5b7Lm+Wey4DgrXNcnRXszx5XZM0NDfJZYeaZdtEs64P7ry4Sbq6GuXi/Q3y6DVN0oPxp7mlXi472CQVNfVy5eEGufxQoywvqdPCf+hKoNlRL1PoCgN9dfLsjQ0yb7kPweXkQWQR+BC4QEbxV/XE41ANYy+lSELYrBBqUfz1PHJkF8mVHRgpOjBrKwRz5EhHIRS0hqMRINT7EIY8CBkMbruDgCgEMwplEKS6wbQQkGgk6jIQyjoxDnUCQecG/D2JYFxWd6xHUPDpWADFBNBsUtQ0gr1/EkKhAvARGAjZondJfr1lS7dcdLQDe/xueQp7/usvRCFPYDwa6JGbLu7AeNMlWzZ3KoShsW45urdTNqM7XH2iXXZuw/1NnbouOHagQy4+0i4tPV06GvH+8f3tMjKKLrEWP/f8VukdaJeFJe0yvs6MRQOD6BS7W+T43hbp72+VdaPNcs15zdLU2izdPS2yZrBFVle3yCUHm2X/1mbZvKFZLj/cJKsqDYQjO5pkaKBRahoaZQtGoSsON0pZdYP09jTIkiKiaJAd6BCHttXL6GCD7NpYL4e310tnRx3wcEyqk/ERLqQthqig32kIBsOc6j6ORWYdwBBDFoK3WMZoRAhMTc8WBVDehpGifWMEoQYL5jqOQChmtz7gyTcfQmat4DC4+xpCsONRTgjeGeMghBiDGY8MhmgsAoQ0gtUdLoDQzsI3KW5biwXxGEYgdgBT/H5WNgJCIxBoHAJEAaQR+ACQOhMe+nT33dfM+ARm/2ghnApGIZeC6jhLNVwgm7jzBosqEG+RzLUBF8kaLJDPQeZhkTyvyC6U9WhRdpEcWigzhKBxl2AHF8vxonlmR43CxT2bhBGYKAR2g8ruFAQCUBAcm3j41ECo4BqBEPQE2mYAwN60dYOU4zaCgE6hZ5QJgNFu4NYIDgKL20BIYPCjo1EaQhKD6Qj2fEGEwYGIMZiuwLdx2aXrEHYdHr5tBLb6kV34c2LMG94htUMIfm7tmu0mg5vMJ3T2j+qndNb3jaAbDkt9z5DUdTNrotR2DyIDJl1Mv6ZG0yfVnUyvSYdJlUu7TUePSbt3G0ob0+3FbKtsNanQdEtFSzdGJaZLypu7pKyJ6ZSyxk4pbeiQkvoOWV3XbtMmq2vbpLimTVbVtEpRNVLZIoXIygosgrFAXlHWLMvTKW3CIrlJzuKbAPsQQodPUfzJC+9yQciFgbfu/uySCwHjQdihIYYaXlTnMEQQtnsQUFgo+KoudoMJhZDoCIQwsMucSLMxELx1AqIQLIa8EIZmCcHrDNw+ed5NcvVTb8rjn/uJPPeN38j7v/37GecTX/6oXgL9/7f8/mOts8rv3miVf36tVV6/v0UX1YTxHkWARN2AmSkED0AEwU+42HMl7gZhDICwJwWBF+HFGNxoxOuMSh0EdANCMGMRIUxIBdcIeuQIIwgW03pFKroCr2AlBIMghhBjiDtDGoIZnZIQFAOK348Pwccwsvsyuef1b8iL3/3jSeetr76h1/P8T2YXojh3Z5OcusSHAAQJCP4lFjOFEC706ZIPAZOCsF1vYwiIXSfwMR46reQe341FWCSXAQIxVHZu0m0GAkYnHlEa4KXa5nLtdEfQ1xtEGFjs8YgUAYgQGAi8MjWNoMEhSGHYfunduvcPFfds8j8Q3l6eubFZzx/43SDcEQyCvBCYTEfw74czXTd411xC6CUEFrqDwKtId2C8wXrBg8DRSK88ZaEjHIMUArpBOcaiSnQLHwLPNdTZrqDrBcSsEXwIKQx2veAjMOuJFIIBlxQCC2HqxK061oQKe7b5HwhvP0/d0CynLp4thHxdIZQwAiYXBALQnJWAYC6zZjgeOQgau1gOQkA34K1bH4QgEEEcMxYphIEYQzQi8bCqvpYhjYBJIlAILhYC30Ly6a/8IlPQz37tV3LJw6/JlgvvkPHD18r6Q9fI2kNXy9qDV8sYMnrwKhk5gOy/Ukb2XS7DyNC+y2Tt7sOyZeugyZYBpD+63by5X6am+pDebDYxPcls7NZs0nTNMp1eOpKZ7JSNfiY6ZVLTIZMbTCbGTTasb9eMM+vabFpl/VqTdWMma0daZEzTLKPDyFAyI2uaogwj46PNcumBZvnyUy1BDAe3ckQKQACCGS+WIwgscP+++zoufpckghgCAfw/AOAypyoBwXQFB6EGADgmcQGtELpiCOwA7ATmaJE3FnFsshDceBSEAASMnpiLMACBdo0sAi6KFUA/AwRIvYvFwHXB5Y99OIPgjg9+Wd84gIdONfaEmjmHwHfw2Ij1z6SUdE5ISfu4rG7jGxqsk1Wta6WweUxWNo3KikZmRFY0jMjy+mFZXjeErJHltekMyjLNgCyr8dMfpaC6LxNzqDMZ/1Cou3CuoLo7TpXJUk2PLK2Ms6SiO8ri8m5ZVNalWVjaKQt5yHQ14w6bmkOm5/CQKa8tKmyzh0ztYdPlyDITc9jUXGmqsYdMNUua5MyCJrnkQJO+rtqH8JNXWmXByhhChAEA4g8aP5mO4Irevx8nC4FJIlAIriOkF8wKQbuBAcJuwIVyGII3FqUh6Ms4MR4NuE5ABBYCETDaGQABiRGkIACBBhAiADZucdy6dn9mXXD/m9/RMcudQ9DLLDIQeB4BEDomZLUPocVBQAiBCCIICAp/WSYWQg2ThFBQ7eIDmA0CCyEBwMZDsNRHgCwqMxAcgiSE9uy5Ax+Ch8BAQPF7EGIELjxs2iSXH2pOQGAObMF4lIBgFsthCCjsUHJCCCeE4G9S3SCC4M4sm5NqWCwjtVwfhCAgSQgb8bUbi7iITkKIMZgYBAgAmHBPH2NIxiGwEDIItmncOYMtF96eQMBwBMpeXmEgEAHPKhNBKRCUtG8AgiSEoqa1QAAIDRaCRbAMHSEq/hrGFb8fgyAGkISQQVDlgoL34xBwr6/xASTjdwIm0QlydAOFsMqDAARztRu0JrrB9BCaDIRFTXLG0ib5xvuSY9LLtzdnIQQ6gmIIIWBmCMAlCCHYEex1RgkIKH5CiDGwU3A0IgTTEXi4NIZgDqk6DLwWiecSaqOu4BJ3AofAJe4M2ZjvCUDocxB4fdNWOXH38wkEj3/uJ3rxXXRG2UNQwXMgdiTiWeWSdtcNxoFgPRAAQvM6hVBoISyvBwQiqCUCRAH4SSIoqHZJIjAAbKLijxFkINi4x8ye3yt+Fw/AYtsFEhD0LLKPALHdQMciIJiHbkAI2bGoWRHkHotM9LUIgMBce26yK/zjiy0JCKdYCOk1goEwk9EoXPx+ckF4VwpDBIELYgOBawMLoX83bvmYfb0yD59aDIqgbTIDQc8xsCPwXIJCiDHEAGxh85okRiHYEIMDQQAWQZ0GI5ACcAGC6DKKrXLF4x9JQLjtlS/GCBIjkR2LOu3aAAhcNyACB0ER2I6wwkJY5iDkQFBQ7eJDGEDR99vECJag8JkEAn/EmSYhAEuwHljsAVjkdYJsN7AQvG4wr7DVQmgxECyCCIJDEIBwKuIurWC2TTQmIPzqI+gwS+oSGHJ1hL8Lnln2w0L374cTF3+MQCGkF8vx5de5IfDrKhQ2IVRgJNKxCAhK9USahaBnm214P+oKiGJgIQcQaLiHD2BQBA4Cfw4gRCECnq+IIVz5xOsJCDe9+FlFEK8LvG4ABAqhgxDsSNQKCC0WQbOHAOuD5a4j1AJCTRJCXPxhCDECA2FJlYuBsKTSJFTsyaS6gA8A8RfFQQS2G0QQijuS3SAxFgGC1w0yEFD8EQTbDdxY5LJpXVMCwq8BYW6BDyEejdKHUIMQEhjChe8nfk+jGICLj0AhmIVyDghAwDPEvM+zxRWdPIk2JRXtm6S0BaNEC68x8iGYsSnuCihUDwNf2O+KP74f7+HN0SAHAhA8OERQq4VvohB6+fPxe9nkh+Auu467gV5sx27QFncD1wmKdIFsO0E0FsUQCqoJwCUfghhCDMDGAojDvXwIAJMtfBddEJd7AHIiCHeDeCwy3WBWEDwEp6L4mQjC2mRHyEKIO8JfAwKT6QRMaLFs1gYugICFcbViMAA41xODg1AGBGVtG2V1M4oHEMr0qJG5IpUQIgyA4a5SdRh42TYBxDF7dx+DARFj0G6AbQkICsDEIcgNwXSDCILtBmVRNwBoH0FqXbCyPoUgD4SlGlf8fojAg1DZJ4szCJAKHvZMJ1z8LovTABAFkEBgukASQRYCEeSFAABnFDQBgBeL4DSLIMKwsPFtQ/i7IAA/4eJ3MR0h2QkchgAE0wUUAq9ATUFw8SGUtm6U4kaMEk3jQDGphc9CT4xHdkTi65kTGFDQCsJLPYMCN3Eg4u7hELiCZxdw4e9RbXPFEx9NQnjhs0kEiB4psgiibsCRyF8XKAIECFZYADECxu8Ca1DoDkEIgkNgIVgEUSpMwgiYHACQ6bpA3AlSCBRCuhvEY9Fci+CsTDdoSkIAAObkISRHowSGadcILmEAeqvdwMWDEOwIWvx+dmj0PIINF7sKAXv+UoxCqzEWFQMBMbAjOAimK3gQIgwxhDjxXp0jTh2K2tzGGFznSENQDPi5Ck8RoAshYQgGQaW3QC5TBOgGbaYbRGsDdoPGGMIKdoNEJ2BMN4gL379vin9JlYuHoJKxEGzxx+mJU+6lDEVvw/smXXqbBhBCsNDrBMlu4B0y9dYGBkKLB8EgmC0EIvg/CcHlJCCY4nepZtAVTGcwcR2hRMciCwEp9TpCLZ5T020w6GFUC0HXCorBgXD3TUH7e3iDwXQKfa4i4MLbQvAA8IVBjELAn+GKx7MQDAL7SjQdiQyCdDdQCE0GQtQNCKF2JIMg2wUGveKfDkESwqKynkBY6KF4xR8hYEII4k4QgpDoBg6C7QZzLYIYggEwPYRGzclCSBw5SkMIImBY9O42BYEJYPh/8kGo7LLXGSEGgkmNYiCOGEIx1gdmNNqgR45Y9ESgECyGCEKEgc9xABD9OkfcczQxBDcCMf56xJzV3hyGEOgEBoEHIdENYgimGwBChMB1AxcCyIFAi78f4w/DcQgQHIJyAGDKQhC8wi8NxRW/yUImBWChLopdpu8G82w3ONt2g3wQIgQZCI2a2UFIrxGSEBIYMgCYbPH7yUJg7BohffjUXWNU0bUNhb4V2YKvuUc3V6GyE+h9FHdl1xaFsAqdYBUhAESZHjXyOgKKXc8uByCEg+9NJI2BCBiHwBV/DCAfBCKoAIJydAIDIYDA6waFigBjUZ3pBgwh5EZgIVQOoNgZV/w2Wvx+UgBK/ZhiX+inBNs0KHxEC1+TKv4gAgMhhCC9NmA3UAh2bZAbQaPJkmSSEBo0b3+xnK8rhIvfTy4EwdGIECoAobxzGwoFi2EeHsVaoEr36gaAC4FwjVAEBAwhmMOnLGCDgIWfgcBEhe9ixpoo+BnuvsNg1gMciWw3iABkEfAyjzSEG1/4jEWQXBc4BBEERRCGsKwmBAHjUIQASSOoCAFAyvssAsQVf4mLKfpwuNd3CRQ/g6J3CUKwR4lm2g0cgggCEJyRA8HpiqBBcypyMhBCJ9R41Cj3kaNw8ftJQ1AEriOkIVR075JyjEVlHdjbt08hPLJCCCw8A4H3Gb4op6xjE8aIDVFHKMfXLHq3UDYITLGa8QXFbO/7hey2BRNhMYlGIjxmYoqfh23NBX8mIQihkSiBoNnvBg4CEeSBMC2CflmEwtew+BWACxFYCBZBuPhdpkFgiz8XAoWgCAyEZDdwCPxuYEYixQAAGotAISxpsAB4iyxGUPzM24GQqyNEEBII0pkegVsfhLqBhbBTygChpH2zrG7bhLBweAaWb+prEWAk4ljETsHHirEu4DqBEHjNkb/nDxW7v82EhewVfjraGTwE9ufyylcTAyCd9CUWhFDWsdEisEeJWm03AILiCEGyGyQhYH1QnQOCjyACgGSK38UgWGgRLMyBYAGzusuEAHDrQ+Ah0RCCJAS7SM4gQLxuoB0BCBSCHYlyQgCAMxyAFIK/DgQU+UlAyCJgco9FCqG0a6eUdGyX1YBQ3LoJ2Wi7AtcKZhxyCMo7p1BQxDKph1BX29cqm+LOQojjjzB+UgD8AENyPeAj8CHw/ZRMMhDe/5kIgI+guIUhAiRCgEVyBoHrBoxF4C+QHYQ0Ar/wbRYqAJsIgYWwOs6CKBZCFL/IQ4WfjkFgICQRKASsDRQCusE8QkA3ONtDcFZBCIIFEEAQQbAIZgLh7+e/ExCSCLIQbCfIg4CZs7pjBxBsA4ApjAmY/5snFUMpxqRyLJwrNDECLpZLCAEIGK4RWJihjpAufH/v7W8PQUj+HA+B93P4Omk/VzyWhZBGsNpH4LpBhCC9SEam6wY+gjImhpAo/ggBYxGsZvziz4UgCyF32AlwGyFAHAIHwSGwEAwCA2FuGgIQnGnHoukh1ANCPRAwhNCQE4JBYCAQQQLCjMYiFr27DQFIIUBCAFzmFLdtk1WtWwBgk6xsnJSVDRNS1EQMKHpg4ChUyvCMMoreIIg7As8s8yK8XAj84jfFG9/PhSH9MxgfQaX+HB/BRr347/IUhBsshCQCxCLQbhCtCxyC9EhkIBgEayyCQXzvmLSN7JLWoR2aljUu2zXNg8w2aR7Ik/5t0tS/NZAtqWyeRaakqc9L75Q09m6SBpeejdLYvUm3LVzVaTqChUAEMYS4GygEHwETAaiPchoAMAZCfV4IfkdwEN4dgKAYMgiYGEA+CNN1Apc5K5s2y4rGKVnRsFGWN0zidgLZIIVAsRoYSjs2Syk6gsOgJ9T0gjvGnEfgexolEZgidiMMi99PCIJJ8vtdYgS8DNz9HIOAAPSScCQEId0Jsgi8bpAaiRLdAAhcN6jAorsZRe+6weLyZDdYWIpgz7/Ai98JFqATmIS6ATO7LjDfxh+HtBugA7i4keiclS6t0gpkBaXdWQjoBj6ETDeIIGQRzBRCeixyEBTDjDoCkwsBO4E5ShQ6eRbKnGX1G0VTN4n//A1SUDMuy2rHFQO7QilGI77dY3nXVu0OOhpZBFwsl/DCO9sV0kWshesVrcl0GLKJQLmkEPAyD+byR9MQPq0AFEGz6wSIrgtCI1GyGyxLjEQWArpB59geAPDGojQCxEcQJQKQH8N8IIiLOxSOPyYRAJccEObbkYgANLo2aJXmnk12LDIQ0mORIsiMRTGANIKZQjglD4R3T9sRkp0gDCFc8HEqvdtKmbOkegP+oxEgWFq9XiEsr9+AUQkFj27At3Gp7DGvY67AopkX3ZVwfdAECE0oMqSEh1FRkCzYahstXlv0XFC7OAg+hpkk/j4DIIEAEJnL0hCeBwQfQAqB6wZEkOgGiiC8NuBiugF7UgfBIDAQTCcwiYvfJTeC+Tbx/RhC7hCBiV/8uRAoBNsJHAKmoXMyghAvlFPdYKmHgPEQhCCYdULdjCEYDGkEFsKsERgI2aJ3SX9tMqegZgIdAN2gbgIAJrBGmNT1Ao8i8fwCr0rlaxX4KjUHoZRrBHuJRXEjxw1zFaoWN8aoDAI7uvA27gxJFCbx9iyCGEAaAa934oh22aPJd7AghLgL5ELgRqJROxIZCEkEcTdY1bhWanqmDARvJHKdwEDIj2B+lBhBHCKYIYQAAEXApBFoN0BQ/BEEjET1HQZC1A0QRZALwjTdgCGC6SD4CP7eIQh0gyyELIY0guSaIFv0mZwJCKuaN2N25qFTk9Vtm9EJMA4pAvfeRvblmoBQ7iDYbsAoBLtWSBS1h8C9rDPZHWYW83z7cxC/CxABOxRHtEtDECwAtyYIrQsUgocghhAvkmMIY1jQGwiuG6QRKIQIQQwhBpALAeNBKM4VW+w2cfEzXifwIXjdQCEs9yF4i2QPwsmMRScDwUdgIMQIZtcRMBJl1gSBwk+HEErbOftzDcDLrDn+8B0rzNu6aCdQCLvMp2paBGUIX6HGkYgFSAyluHVvD58G4IqWccXMsLhdoccF7xI/z08GAMc0Xa+My6WPfCgB4XpA8AEognqLgJ3AdoMVGIkUQnUAgiJAgEAhNIxJLSAsct2glBAQOxJlERgI0wNAigEgSn4A57Do3W0iDoCLQ5CGYMahDASvG5jDpg0xBD1kmg9CnWZaCBiLTvEgRB0hBwSDIR+AGALftY6ZMQKbOZVd20SvONUL7Myl1yYGg75ov3urlPPIESBwNGJX0NcsA4OCQCHqohlF6TCkAaSTLnB/5HHx9/wuPgCDwHWm9VkIz30qRgAAhbYLGAimE4S6QQShiiGCJAR2BNcNFEKEAMkJIACh2LudIQIWfhzv/IBNEgHiRiJ/LAICHwIRKAQAmA0EU/hJBDOF4HeEIAQPQQhCFgGCbuAgGAzhoo+CTuAypwbFXoNir0Hh+6894BllFr8eJUJRmvMI5mWa7AhxiAEQ3BEki4G3+piNX7ylbeb8A8M3CPOLPwTArQH8n6NdwENQjD1/EIICiLuAxgLQAAAhLPcQKARFgCgCCwHjkELAuiUIIYUgOA5p0fvxAYQhnLOKmR7BOQkAyEpsSyHIQpjIQFAMQODOH8QQvG6QAJCCsMBEzyx/ojPKrz/aEYQQI0DRBxBkIIQQIFwb+BDeFSp+Pz6Easz9cXhdEQDwnIGeQU4Fhe9GIx8Bb0swmrAoiSEqWAIJxT7O5/kFH8U+5p4XxX6/G4V0fcLFOtcBDYDwcBiCKX6TFRqHwGQ5RiImRuAgrIkhVBACOgJARRCAYFGwG6QQZIq/W87R5EZgit/PNBBQ/BEEi2B+hMDrBhYCESQheAgKLALbDSIImW6QzamIg7Blz0Xi//q3f/t3/D6tqbFolhBQ8GEIaQQGwrtcsacRMD6EchSYjjMo9HIb7vVZ9HoGGXH3eatp8cYiFCQx8JYFqXto7KmjokWnMDHbXXwQeeN+josFkEbAXJKCcB0grKwDBB+BLf4o1XkgAEAGAlDNCkIKgI8gSqbo00kjcIkBRBBmgSAXhLMshDPzQDAdIQtBx6JZQtDRKAih2sZCQMFnIZhzBhyL/iYHBMWQB4FCKEVBldpiLkNh+3tjdwa5uAm3zdwGIEDgn0PQ4rdZhVncYEBc8dvnJcPHcas4WOD2vh+Hxt9mvz8GYFJUjwUxkoHwPkDQ4veTRGAgGAxusawQKj0IFRZCOSGslVpCsAiYAyeul3sefh+29UUQ8naDVQwBuISK308AQRETgGARKIQMApMYQrPUWQhnRRD4GcgGgQ/hDH99kBiL3i6EWguhxkCIEDgI5v60EFD4aQh/gwKfOYRG7J15ToC3fOklZ32NKX5zrgDFh1si4Fll/ZphIaIAmWLskYuwt+Qownk9XbTpKAb7HHPfj9sex/9eB4BdwCHg73vJQx/MQEgiQBLF78dAMN2AEJIIlgLBkrIshOUA88qHPiG/+/0fpAprGwehAuug1jU7kR1RWga362MOQhu27TxyhazfdkwKKvqxLTeC5oEtsu3gpTI6dUSWlvUmin8e0oLHdx66TMa3nivL+LgiMBAqm9fKpp3ny+T247Kqes3JQfAvqQCCXB1h9qNR3A3yQvAQxBAsgncCQgkKajUKSmMx6MkyW+yrGuLwfAGBpCGwCHnLRWgh9sAsTC3aqGBN0frxC9uE21ySj8U/wyQufpPCOqQ2P4Rs4bu4TuB1A38sct0ACAwEjEadmxTC2Obz5Kf//HP73yzy5z//RZ5/+aNa7M+99FG7Nf717//7P4BwWDvH+195Xf7zP//LPiLyT/g53WN7tPjnFTEdGp5tfvr9H8Rz/9M+U+Qff/RTaenfogh4ycWzL3wo8fg//8svpH8tfhYg3HLnY/If//Fn+4jIv/7rn2Tr3osUAgEQQi4EZzoES+ozEHJ1hFMtgplCSKwPEgBM/vZsIghBsADsSBSC4BAohGkyZzWKmCnGnm41imo1Ct6FxV9UHxcei9DsnR0Og6AIxV/IBakdOYhBO4U+7sccxvRBJIM/gx2BktsBAkD9n6XFr1mrCFYiF4cgBIo/LvwQAnYDe7TIdYMUhGoL4fs//Cf55a9+I0cvukm2HbhMbr//Kfny176tEAY2HJTdR69CrpTb7n1S/uu//ku+/b0f4mf0y/7j12phPA8MVe0Tsh178j//+c/y+X/4egIBc/yyW/W5H3rjU9I5sksOnX+d/G+A+vTnv4LH22UHvpe/XnrtY1LdNq7Fx8e/gj8HIbz51uflDvz+azcdkQvwswjmxz/5Zx2dshAMhiQEIFAIFkECQxaBy8l0hDCEcKKOYAHkgxAq/HTmFOM/dhX25EUo4FUo4GIU12oUv0IgAt3bYm+PvSoLUItSIRggLEQCUAQoKO5hFQO2m+81hWqKdUzW7LxM7n/zu4kM7rhE+NnMVz/1prz3H/5FnvjCT+WC+17GmmRSejadLw9+4nu6fcdlD+ifhec+bnv1S7L1onsUgFsMhyAkAeRGkA8C1wYGwoCOf4SwEt/HX8+++BEskuOFcjEwR2sErAfWbT0mv8XY9NVvfBdrsHHs8bvl2lsf0u/lY6bwO+WHP/6p7sk5MvkQXvvIJ/W5jb2bZV4htmExzG1/+ctfpKxpnVx+3d36+EaMPvPsOPQdgCNQFntpw6hdF5jwMWJYWtITQ0ggCHUEBB0hgWEaCEw+CAYD1geKIA0hP4ZofZDqBgkIZ7rMsCOsQtESQRyDYVUdCh1F5/a2hMBb0yEcAo5Da7XwicAU05AsQzFxm35PIqMyvPsKefSzP5YnPv9PUcGO7rtKrkfR8v5Db/1A386d9w/e8CSK+S2560Nfk/PueF4/BKS4cYO+4OaWl7+IotsQ/WyOP9NBSI5BfjwEaQgeAoadjxAWY8/+81/+WsedBx5/v2zdf6keMCACB2HHocvl3//9f8uPsAfm+sGsDbqlfWin/BEjyue/9HXM/ZfJrfeYjnHPw88mEDCvfOjjWkS9GJvmYSHMvPWZL+m2gfX7pQlA/vCHf5UvfeVbsn3/JXLTHY9ooT/42PPR4thBWII/E9cyP//Fr3VRTQi100JAN1hsOsI7A6EFCGo1RGAgoPADHSF9yDSGgKIPIHCJIcxiNHIAClEoGn7NgkcKawjAIrDFVgQgEQBFYBagLChTRJytgQFfs/jc4tSMKKZj8ITdTS9+TotV9/xYgD/1pZ/p123rDsvo3qv1/t0f+YYeCXr0Mz9C8X9WHgeeI7c+K4999ifCNxbw/1yENz2EUEfwEQBAen2QhoDuWd2B0QgL5S0ofmJwv1j0N97xaHTE6L3PvSY/+enP5D8w9vzhj/8q519xe4Th6psflP9E8btfX/jSN/HvOqJ7/bOZlSZ7z71KH+dYdQG+/8lnP6D4+Gto4qDCuOzauxJrhC9/9VtSXDOUQMDc9cBT+vjtGJXc65N9CAaBD8GORXY0SmBIQ0ghYLbOCIJdJIcgpAC4hEYil/RYNHMIKA6HgO2ee/aV1SzucFbqmEQAa1FYXISOoZhQYFWAUGkgsIAUA7a54teiw9fMVe99Uwv1fV//tRy88b06gnGvz203v/h5uevDX9f7j3z6RzoGHb/rRQVx5JZntCuM7rsaI9MFWE9MRhCZix+cLQQfgYUQdQN/bWAQLIogbIzOH/C5o1PnyvW3Pyq/+e3vtSCbB7YnDp1Wtk3Id3/wYx1nGnq3Kgj+evyZV6R1cLvsOnKl/Ouf/k0+hzXCOUVdEQKTdrnyxvvkZ7/4lfwJhcRF9usf/5x+P7vB0Qtv0PtPAV1r/1bZga5AdF8Chvn8fovgiuvu0ed9Ab/H4uIu7QZ83UEt1igzg2DGI78jnO4hmC0E1w0iCBECAyEE4G/dAjkPBM0sxyJmTiEKwiAw440p3GTxsNhjDARgECxzCJCCCMKQ2ZNGGDB/25jHh6V57JCM7r9WHrMj0NT5d0jb+qNy2we+JA998vt6RpjbicPs7cekefSQPPPVX6KDvKKfkMn7D+K5igG//0wgJBF4h0o1cScIQVhMCFggRxBwn+df/BNpN975mP6Hj28/ge29EQTm4Sdf1Me27LtUPvHpf1Aw5VgznF3YiWLvjIq7HD/TR5DO0tI++cUvf6NrgIUo6I+++Rkdq2raNkR7f7euqAXAhVh/PPzEC/r1pz77JVlR0W+6gb4KzYNgry3KCWHxOw2hJsqsIeQZizSzRMDMWYECJgBFYPfYwWghueIfQ+HY4setg2BGiTVaPItLsRfFWGFAuOJaI+NHb5Kjt71Ptlx0tzyJRTELdu+1j8mOyx+QzRfeJVsuvFseRSfg9v3XPa4FXtq6SR74+HflogdelX3XPo4x6ue6iOZzunHL57DQ80FIIMgDwP05FYKORRZBCkIBnsPF7WXX3SuDE4dlfMf58u3v/lCP2FThcY5F+45dI419W2Rq78Xyq9/8Tou/dXCHPPPCh7UwOEatwJ9hYPyA/PZ3f9BDmwUVA3L4/BvkxVffwM5pSOq6Nsn5l98qla0bpKVvq7zyQbNmuOXux+VsLIwff/pl/fq2e55AkQ9I7+ge+dWvf6tFV1wzLJ/+7Jf1cR5FGt96noxMHpLhiQNyNtCEIRCASYSAQfGn1whZCLUJCLnXCDECJolgBhBCxe/FLZRDBZ8rc5ZjD70sFbfnTkSL3hS+BtuWVnC7hcCvIwQ82dQvixEW0lJs42MsrMljtyWKleNPTf8uueD+VxLbWcQ8ZMp1yNVPf1zu+OBXhYdsB3dcJi98+/cKg0eSKjq2TAPBA4CYvwP/3O7vZkehCIBLthsYCFjjoNC57VOf+4rujd0vji4XXX2XjkUvffBNu9X8+stf/lNuvvsJLIC7pa57s54L4C+uH/gzCOjYJbfI3BUd6Bhf1Mcmd56voxN/C64n+Dzm+Zc+IotXdyuEqtZx+f4//kSf737Wf/zHf8iFl98mS/Hn+NOf/l0f83/xfAe/30DYoAhCEEJrhDQExWAhpDHk7gj5IKDgc0CY0ViEOAgz7ghnVMicgnIUAlPBsLg52qSCx3lbUMm9vgFgHmPBcDufE3cCIjCHFPtkEWJAmMf4PR0bzpO1B66Tvq0XS2H9Oi1KXuQ3gkXy+JEbpRVj0nIsflm4RQ3rpXPyuJS1T9liHtWvJ8+7VT/o0O3xc0FIIrAAPATp4k+ORAaC6wYKocZA4EjEr5v6tsmPfvIvmMm/rYdH3UJ5MUYYHh7leuDIhTdJU/82XSQTwjysA7izmNx5Afb2t8vBE9dLFcYYImD2HL1KYVRwdMKIpOcPTlwnB45fq12Bh0nPXh5nEX7uBH6vE5feIoeOXSvVwMETZnxe/9q9Mrh+X5QBhNtMR2jKQogQeBC8o0YRBosgX1fYsudCS8D8MhCa80DItUhGgTsIgcJP5CQQKISlpfiPx384E//nh8OiXwIU7uvF3mMOgMYeV3dxGBh3fQ7jgJiRJC5Sf13hF3KcuPiZ3GuEt6LvSSIweOMxKEYQnzNwiRHw7+ZDcH+/B594UW6+64n4/AHjrQ/ckSKHgOG6wI9DwPvPvP9DWCDfj6/bZe5yl7ZEFMEyl/jIEMO9bjB2XRAFxe8gGAQ5IHgdwUCIEYQh1Mp7kNlByHfeAAU+3brAxYOQF8MZ7tZCWFKCWR5xhWrCojZx93mrBY8sKmEGUAy8Fp97fxfTBRguHt1e02FwINx9xYDHOTK5+VwL1C9ajDJJBEwSgC7isaDOBSH585AcCOJDpTECfyzin5cQuAbwIZjri8w1Rj4Es2DmfXN9URiCWRg7CCbtclYEoF3m4/kOwFkofGauJgkgHwR9h+sEBNMFCMG9CCcEQTEkOgKKPyeEGEE+CD4CAyE3gqgbzBgCAcwQgqZC/hchLEYBL0oVcVSoGvO4RlEAwWog0O/px3++K/z4+11h8N21uTjWgkHhsHh3XHa/PocgFIhiGJDGoX3SOLI/xqCjS1y8uRHESUO49tm3AgAMghiCAZBEYA6XKgSHwEJYmQMCv9aTaSj+kub1cgMWwh976wsYc66Wi7FuiLsCIRgE8/SIkekCDgG3EYHLMvy5Xnz1Y6b4uc1COIsFTxy45X12CN5n0fNK0wiBXRSzABWEh4CpmQkErxsQgmIIQPC7wYwhoPjfnRNClfztTAEwHgCX/AhMFIIWbzH+M1Nx/8l8nCexNh6/XXZd8ZAcvOlpaV13rlz6yIfl+N0vysEbn5ILH3hNX9zP5x259X1S3rlVjt35gpx7+3Oy6fw79KjQ4VuelZZ1R2Qf7nN9wOd1ThyTXVc+pNvWH75Bvz5001N47jPStfGEXPTga3p/PdYN2y+9Xx8b3XeNnLj7Jf0ePakHAIRBJHx+TghBBDEE/zKKXAgSEDwEz7/8unzkY5/Rw5af/cLXZPO+S+S+R5+TL33t23L4ghv15NkVN9wnH/zop+SWe56QO+5/KvqejqFd8tpH39KveQSKF+tt2XsJukC3fOBDn9DzBh9+49NyARa/PGJEVITw0qtv6MV2zJa9F+O5H9cTZrfc9Zi8D9t4ycVLAPTRj31ahjYckA/iz/bCKx+VBUUddhQyMRBCCEIQDIIMhMBYNDMI1UkIAQR/Gyr4TCrNLYrcv+I0CCGFIOoI81ehfRehfeMfPgr2XCbYwwHFsTvfj0Ib08XnlovukXWHbpSjKPK6Nfuwx79Ztx1CwRY3T0rXpvPl/Hte1vMC1X07FcE1z3xCtl1yn6xDsfPrwZ2Xy56rH9GwoFlQPAxKbJsvuFMLl4dYCY0vpiGwG57/jGy9+F7ZefmDcuyuF+TA9U/qGW7/qFBOCN7RoQwCJN0JEgA8BLkgfOpzX9bFMM8FnIcF6/XoBi+99qaFcINC+OwXv6Yd4dOf+4q8/wOvS+vADvnUZ78sdz/4jLz82sflw0DBLvLxT31Rxrcel4buLfLks68KrwUjhG9++wco9Kf1xBk7AC+6W4DuwvMIvFiP5wpe/fAn5IbbH5Y3PvE5uRa/5w23PSztg9vkiWdekQ+9/pa8/+WPypLV3RECA2E8NwSORKmxKB+E2Y9GuSAAwGwgoMDZDUIQMhg8AC4GwkrMryvQtl1W2hQiiqJH9/oLivv0DC+LsWXdUTlww3uldnCvnhjbfOHd0rftUi3eE/e8JM1rD+mJL3aBKRQ27xNLy9hhufK9byqsnVc8CBz3alFvx7g0cd4t0r/tErng/g/ozx7Zd7UcwfcTAjsBu8tOdKSxA9fK3mse1TfzWnfoBh2/iIAFH4QQdYIwhOTi2EDIhYDjj0Jon0xAePOtL0pt1yb5AArx6MU3RxBY3A8+/oK89dkvyaNPvawjzjO6F/+w1HRskk9+5ksyseMCveV5B3YNdoYrb7hfR8fP/8M35OnnPygfAoR7HnoW3eIjctm19yiEf/jKN1HgH9CTcxdddYd2ozvue1KLnyB4JvnTAPrGxz8ruw9fDkCvyhe+9HUpqR/xIDRKTRsgKIJwR5g5BIPgnesICIo8NwRX/IwB4CcIIdUJEhDmLe/GAguLt2WYV5F5yzHDLsftiq4IBLuCdg3c8tApb+cDxjnoJgy7yjkAswizPkcp4tFFNQpJv1e/b0i363NQUCxAV0wsTlds3Bvz0CkL1RT4iCwHhuVYDPOVclwUFzWM62FXInEIpoeQrxsExiH753HRNQGysmY4gkAEDC/A4/pAX6GGNQIXyYv0Fn8fPFaA34f/Psuq1mhXYNedh3UBuy7XBfz5S/B7nr2yS59r1gJmkbwAz+E64kyMQ0vx55un91sxZr0FLL34f+JzW2Qp7s/nhXr4uqC0V9cCfKnmolWdKPhmWYjHGL8bsPiTELIYYgT5INRGiSDMJ4QLLAHzK9cagclAOCsPhETx+/eTmRWEuUAwFwDmFmCxxvC+jyLqDugcNvOYQgb/oTbsHnyMxe6HBRAHz/HCxxcUe2ExARILksWqBWyPGnEd4MKvNf7JsRlAiBEYCHlHIhSnD0CDol9ZnYWgi2QeKWL0KBH+bt5hUybXodP4SBFm9+UIAJi0aQggmVYNL7c4swD3kbMKuAj2Ex8dOpMBhASAGUNA8afOIcwIAhDMGILfFQAgwuBBUAwzLH4/EYQcABwChXAWiv+spQz+8SMMJorBG5eiwud9m7PxOJ8TgzF7PMbgSIWF4W4RXYto4RgMCgHdIoaQ61yCSXSmGM/NDQGFn+4GqcVx+jBpAgGK3cVBiBHEEBSDRXAyEOamIGQRMKb445ji562JLf4ZIMhC8BF4GP6PQIgR/K0Wvrt1hT49hiyCLASHYc4ZS7BnsVEMDoQHwS98FwLwk8Ywo3iFEkFA4UUIHITguYQ403eEJIK4ExgIM0XA8KWWSQgeghQEPl7ROqG3y/DnKKrjyDeoAAoAkT+Lt/x7c03AMWgl/h5LeXIS30McC/EYn7+6YQw7ITMiFWGdwufysuwFq7pkMX7fwuohLfxl5X14fI2HIIZgPhAQWRKCEEKAZDqCwTA9hJpZjUYJCHNTHQEFbWLuh4o+lHdlEOSBcPridrS/No2CsBjYGXTdwPHIFrnGK34+ZkYr7OWw1ogwhGKBmD2juZ+GwPDsrYHAvbwpcD+8dDqEgQlD8LpAAAETRIDOZJKEkO0IYQj8Oz3x7Ac0Dzz2fj1CxAXxxz75eS1sLmiffN+remTpgivvkG98+wdy2z3vlQ9+5C197oOPv192HLxcD5k+8NjzujDmGeeb73pcF9tX3/SAXvR39MIb9YU6XDPsP/dqfS3C/Y+8TxYUmrVBAgEAmM9BM4khBADYZEcjk+kh5OsIKP58HeGvBiGNoFz+1+kIbuecvqhNmDOYJQZD3BUAAUWuBW7jABgEnWjhJvpcReNiUGTixisPhN5aDCxCXrcUdYQoblRikhjc2iF4Qi3dDaKRyEDI2Q0CEFj4cUeIAUQQvG7Av8v3/vEnes7gyhsf0KM7/P0/8/mvKoTXUPDsFjwqdNeDz8jxS27VI0P96w/INTc/KOddfLP8w1e+pZC+8KVvyJ34ObxalUi4EOeCmodiN+44X67Gz+9fu08eePQ5/Ixn8Ht8Ra9EjTpAhCAJgZmuI4QQvJ3RiCfzYgi8nQaCLf5QtOBR4Br3tbf9XVHB5+gEpzMGw5zTFhoIGnYHIDiTa4YCt2g2e/uzUdwOADuFA+Dn7OVIBMFgcGOT3oZQWAgOA4uNY4IWql0rpBOj4NhkUIQhfHJaCIohJ4RkN8gFIb1IZvh3OXH57Xqy7LLr75VHnnpZf5+nnvtgBOHZFz8sL3zgDdm2/zKZ2n2xnlv40Ouf1sOkPIr0sU9+QfrXHdDOwD0+Iew6fKWeV9h95Ep9tdrRC26QF155XQ+fDq7fL+9Dt+DJtSUlPQEEs4Sgr0EIIPjvhJDoCCkIDoELtyW2Z4vfxHYCH8J7AMFgaJfT0Q0UArrBmVrcduzRW6IwiTuBeZ55bhKDie0g0dfx9lwgtCugCDki6WsaoqK1YSHbGBQxiOxolIXgEv9MryskIGQRGAhDCQi5EPiJsePvDgQMT57xPZHihTK6sF0ocx3A6414so2L5jOwKI6ylGlJ5MwlTDPuM7b4MwiSAFz4zhchBPpCnBlBSCI41SLItUbIBcEdPn1bEDLJhyADoV1OdRDQEU5HNzgD3cBBMIkL3YRHN0zOjBI/PpcY2DkyAIjEQsnRFcwhVf+KVbPHTsbsyVnIep2QBXHRg69mIGSOFp0EBFP05pYQKi2EGMHsITD+0aI0hCgZBCkIQGACBIohhIDxAdgix21123pT+A6Au7WvSEsjSI9FJw8hRmAgVM0aAhMGECcej0xiBMkoBMUACKc5CEs7FYNDYIo8VPx+YggGA/7TvRgcNg6CReCfa+DJN3Otk+kK2hnS8VA4EOwQFz4QgKCF70FgN/EQKAQi8CEE1gauAyiEtklb/EkAIQQJCIUzh9DUt1Vfo+BD4PtPVTSPGwAJCBaBJg0ghcC+9liDYq9uXY/t5r7eukTP8yEYDO88BCD474AQAOASQYgwLOnAiITYznAGxqQzFAfXDmZ0OqPAREcoO0YlOoKNK/wYSEcSgkVgzlSbmKtYzZWt5orXAIYQBOTC+z+QhPDMJ6PHkkkBYCwCAyFGkB9CfgQ8XLr1wGX6Xkh8iebWfZfqR8ryGiK+oKcN22o7N8nmvZdIY+8W2bD9fLnh9kf0kOqj730Je+tJWYGOxhfwdA3vltGNR2Td5vNQvBMyse2EzAcmbmvFz+RRoqldF0hD50YUcqr4IwSMX+SA0AII/jaCCHYDiyAFwV1eoRAiBLOD8O4IgsGQhXAyGCqiTIeAmXPKghgCc5obkRiuGRh7eFWzxMZD4UD4ENx6Qgtft/FwLCEggMBuEBW+vrbBZHEpX/MQv9rNveAnBMEVtCvuEAT/ee77mHTx50JgIBgEPN6/oioLIQ3AhYdK77j/ab3u6Ovf/J5cf9sjcuKy2+STn/4HufTae/Rd8Q6df4Ncd8vD8s3v/EAPjT7+9Cv6tpE8gsTv52HWQyeu17eF4WuZb8DP+OwXvipH9Pse0rdmef3jn5UHHn1eX+e8de/F+H9rQhrjAADD4ubHwvqFn4EQJY3AQEh2BAIIQah5hyGEAbjkQxB1BBR73o5wyoI2Ybho5lohcRSJWdga5YxFNhYEO4TGYtCz1Ch2dzKO0euWFIOBMA9rhHkru3QtwBf1sOj1pZ+VI5jzzeuhl1WNIe510R6KFIZ4D29y4f2p0chCcN/juksYQBgBPx3fIUhCAIJA8fv51nd/KFfd9IAcuuBGfTkmD3deeOUdej6AX/NlmgeOX6d7/2986/ta6BdeeadehHfTnY/J8Utvldff/KyMbzuur0vm4w89/oIeJVqBMY+HS8e3HJP7H3lOzyfcjO/h0aXqtg3YkTkALH53+05DSB0xOikIVSkIKHyFYBGcVEdIQcCieAYQWuU9gOAQxBBacZ8AWqLEEJAlJmcubcNfzmQuQMzFjHu2BkWPvf85KHxmvgtaOM+KcjFMAPrWMHyPpJp1srx2vazQNxAbl5W41e14nJdRsNATY1IKAs898F0uTgaCQTB9N4ghTEyLgGPf2OZjehKNl2LzpZx8S5dqLLR5Rer+866VYYw1nRh5HnriRRT+41KFkeexp16WgfGD2hmIZhwj0O33vle+9Z1/lL61+2UNHrvkqjvxvJekrmOjPPjo++XK6++TwXUH5BH8/J0HLper+TLPAvyf2U6QCwEThjAzBAbCO90RQhDCAFxyIzDF7yeEgInOI+gJNZ5HSIxAKHSbsxgWfRR+3Yp/cL48MH797DwgOAeZDwTzsRDkm0wtRPEvKurSLEaRLEaBcQ7mG4WtatggqxqZCVnVNKmvadDgfhEeK6rfoCB49So7SFTMLHB7eNUtiEMQopHI/16NhQAATBhBCMKa/BDcwjgKxkDGWyRr8G/DmOuLmNQRI+xYuEAenjwstwDR4PoDGEW9hfHiZvy/pYORSOMAZCGkQbx9CBbBOwjh7+zrEGII+TEkIfgYyuVdKPIZQZiH0eYc7MmZ+cgC/KcwC/EftHB5uyxcwXTIIhT0IvwHLsRenY/PZ7HjP4xZ4KLPN89djOcuLuqUJau6ZGlxlyxDMTEFDAqQ7+fDNxNe3bLRpHWTlLRNSWm7SUnbJinGdqJgd+DoFEHgusGuH6KOAAxhCPFYlYTA5IYQAWAsggUYh5YTAvbc0yOwABRB8miROYTsQwgfOo0Pm9ojRB6E0zMQHII0hCwCl5lDCCMwEN5+R4iPGpnoi3ISEMIAXLIQGDcWTY+AmbMMe+tlhR2yHLfLUbgrULgrkUL8pxetRkqYniiFKIwVeGwZnrsU35dOAbYvw/czy1k4yEp+X2mvZkVJrywv44Vho1LaMqlv02KKf7O+xLO8c5ve8mviIBJ2Bb6VDBfT+rrpAAQmFwTXFTIIZgIhQhBD4KUR+RF4EFKHTA0EgyA/BIvAh2APlSYR+ABMTlvYqDldg6JPB8XuEkNgwYcQmIQQMNGLcgDAQDAIZgTBIsgPIVz8fnJCmMHawGVOeWm3lJX2SHmZTXmPVFT0SmVln1RV9Ul1dX+Uqqp+3V5e3isleG6xIgGc1UynvWW6pRCPuawq65XVFX1SXN4nq5DCin4prh2VMkCo7ASAjs0AsVkqOrfoe50SQol2hakYAtYJCsEWfwhDaLHM7XxOEoGFECFIQgiNRAwXyEEIORHwwEAagQcBCHhgIdQNIgjuBJp34iyGkAbgYiAYDB6AdCIIuYo/vg0iYN42BINBx6NZQkheTpHOzBbJLnMaavqkvqY/Tm2/NNQNSFP9GmluGJLmRpOmhjXSiG0NdYNSVzsgtTUDCqUMaEqAZzVghFIMZCWAUwpApZX9UgJMxVUDUgII5a2T4j7FsxyFXw4MlewKgMHRSMcjjEaF9ePaEfRtZUpN0ethVoVgF864nxtCGsHJQDCHSpdVpiAEASAo+gwCZoYQwt3AQkgjiAAkEZgEAESpl6rm9Xrr3sEuLvx0ZgIhRpAXQgQgGQdBMUwDIT8CZuZjETOntX5AWusHpUWzRlpQ8K2Nw9LWNCrtzWPS3oLgtq15FNtGpBVpaRqWJuBowPfUAE9lVa9UVPZKOVAQRikL30s5EFSgozDl1UCAlNaOaEGxI1QQAYqeqWB3wO3qVq4dJnUhzTVCEkLyXfUYFnv4PAK+JwEgPwIDwQfAThCfM0hDCHUCFnwuBDyT7BBkIcQYco1FIQj5EPjJC4HJicAlgMGD4CPICyHRDTwIfld4W92ASR41ChW/nzltgNDWMIisMUGBs+DbUfgdQMDwvp+OFqDALUHUo3vUoqtUV/cBBAqeRZ8Ixixsr+JohS5SiZTXDALCsFS0TEiVQtgkZSh8ppwfbctP7tQjRxv0/U75VvQ8p0AIBOAgMIrAJgghKn4vFkEMId0RAMDD4BDwSFFuCLYboOAz3UC7AIPC9yEogtl0BP9oURpCGkEWQhKDKe4EhGnjAJj7BoF9G5d3AIIbj+LRCEV/Uh0he/g0VPz/6/Sy6P6c1to+acU41IqCbkHYHVojEOwMvHUZBoQRhcDbVnzdiOfX4ftr0Rm4jqi06wgHIUKgwTgFCBWAUA4I5U3rpQoI+BnP5jObzad4mk/yNAgchKWAEK8H1uh5A9cVckG4BhByAUgiiCGYsSjuCukzyHyBfl33lIHgI/DGoSgRgBiCi15fZAHMDEL6sOl03SAfhLi4a7BG8L9OJi76UP5qEKLDp2EELmEELhiNvPEoCSCbOQ1V3dJQ1SON1b0m2Ls3obCbLYwWdIyWBgBhGgelHSA62Bk4JjVy3RBDqEFXqGbhI8RABNWAoQttFwehZkjKGtbq3pUfes6PtNVP8qy3n55pP56Kn8PG8w1LUPhmNDIY3JsQu87A7Xkh2OLPAnBJQUh1A9cBGH5ULK+RSnSDlSkIKHwXU/z21o1E3kV2aQgRggKLwO8IiiANIYBgAQrfJYHBFDlvzy5o1sVysvhdwsV/Ogrf3ToIoUOnCmH3TBfLDBbMbixSCCj2PB2BCQNwmeXh05rSDqkp7ZSasi6pLe+SuopuqQeMesz9DRGMPsDoVxTsFu1YQ7RiId0EBFxc1wKAQ+ASHXVyEHDrukIFUl6zRsrqxrQrlLVskBJ+WicBoPCL9IMI7cdXIfx4KBa6KeoYQnQJRnkeCHrxXqjw08lCcN3AR8BwjdE+tEs/TVQhKAIPgofAxHaCCEE8DqURJCFkO4J/xCjuBh6GBY3YQzMNmiQGA4BHi1ZWDEh9x4TeD0Nw8RA4CCkE7xSEaH3gQwgAcAkDcAmfXQ4hYOZUFLeKSZtUrW6XqpIOqXYwgKKuEjCqeyIUCgKdgh2jAV2gjgiAptpLFdcFSBUwEII77MoOwdGpnKkelLKaYSmrXytl/JBxfr6yLX79uFqEAAiB72Vk3onbjkKID8F1hvRRo5lCiIo/SnIsSkNwIxE/m7q+e4u+K11D92aTrnSmpJ7pjFPbsSmVjVITSjszadLGTOiVp9UYI6ux86hCF40zrqnEv6WfKj/N6zSVTetkSXEXChgwciQDwOVtQ3CvWc4DYZr1gUsYgIs7u8wRaQYQSlc0SslKpllKi1qkbFWrlANFpUNRBhToFLUEoZ3CoKhH6nC/prJHqhmgqdL0IIDgAgAVFYw5qlQOIGXYVoauUFa9Ro8eldaP6bX2/Hhb/WBDFL77oEAzGrk38hpRDDx/4ABMD8Even9B7IVXwUbxEWTfi8mHoK+nCHSDzLrAdoJwN4g7gYnfDfyO0CKnsyN4o1GoI/jdIO4KLG53O9PERR+KA5ALAt/6PQRhrt8REhj+ehDYFfxLLbIQymTO6uX1snp5g6ZkZZOUFiZBVABEpesSBIFiZ2oQFn91OYof3aNS043iZ3hSzpyYUwA8hFreI2VIKbaXYpueV+D5BHSG1Vg4FwME36bEfconi59v986PuOUawX1wIbsAF8vsClw3RBAAZCYQQgBc0YcSQuCSayRKIPAgmCNEPoQ0AiQ0FiGKIIIQXij7CN5jb01ChT6TxHv+JIIwBB9DbghxR1iOuugY3IYd4Ui0PuB1Ru8+u1o/7YeZhx0Di/4MjHbN3VOyYGV7BOE959TJEqzVTjm71gPgI4jv5+8KhLAMEJYBArOcnaFJSgoBAhhKi1oBok1TsboDIDqlCiCq0CV4W2lTgZTjMQ1AlAOEiTlbXcaUdkspUoLtegIO/wirAWI1QBQDw6rqISmqHo4wmA8w52gUf4ono2/oVTki5i0lkxjSr1DLCcHu+eNid6+OSyYfglwQcnUD0wnS3SC5NsgF4fSTgJBMvSZc7PkSQ0gmieA0i2DmEGrkqhvujT4Slx939eQzL4u+gB8Qjl18U/QxWU+/71XF8L0f/Fj+9Kd/k9/97g862r17brW+1c3nvvA1ORUgkhD8xF0hDIGHUC2EYhd2BjcqAUNJITHEINgdNCVMh6bcpgwpBZZSYCgt6ULhM7x8wwBQBDarGXfmGSBWYc2wChiKqtboG1UVAoT7qFu3WOZbwBfaS7P5GQk8nOous9DFc+AybEKIEVgI3gjkI8jGFn8IAkaicyIEFgIKPwPBIoi7gY+gTZMTgQ/BjUX+odMUAgMhLv50Rzg5DCEETBiCQZAfglkj1MiTz76in/L5QfsJoPyMuOXlfbqI/93v/6gI+OuZ516T4fGDer+9f6t+4OKFl90mV11/n35w+vKy/lThx8U/KwjFy+oUwSqLQcekFWZMKsGYRAwGBDBgVGJK7W0ZUJSx+G1KijtkNVKyutMEIIgigQBfKwSkmEF3KMYaoqhyQLOyclBWAgTfSItvneJGJHaFonpzTsG8RmFUu4FekWo7Q6gjZCCkRqKcRe8lPkxqkwNBAgJfjGQR5OoGTAzBvIXjOwnBxYeQH0So6EPJIkhC4AeKA0LwPIKBsBL/16dgPCqtH0Vn+C8Nt734yuvyb//+7/LiB97Q7yGEleUD8sc//klfvPTnv/xFbr/7Cf1ZvSO7bbGHkoTAhCEYDHOKAMHEYgCEYkBYbUckhQAEhFCKrlCKtUPJKmzjLTCUFLcDQXuEIAoguBCEQWAgFCOrGGxbha6wCl2hiBfj6R6hP8JACOwKfKsWfRdsvmiHL96pWYeuwPWCHZFKTGcIHz7NBcGOQPkgpAEkFsczhAAA5jKKLIRkN0gfNvUhoPhzQrAYUuuDZLIQkuFJMXcbKvxQ3h4Ehh9Y8uHXP6WP8X2Z1k0d0U5ww60PyU23P6LbCYHrgYrGtXLo2DX6geq//s3v5M773isXX3G77D18pZwyb/o1Qv7XJQBCYUGdFBbUSyEQFGGdUAQIqwChGBBWsyNgNCIELXxkNe6vxja9BQxCYBII/BADu4CXVdjG8MrVImAoKu1BzGXaK8v69EOxuXdYUTWIvb95zyK+gRe7ASGsRNwHnnNE4mhEDPxshSwE97FY9mhRajTK9QKbBABG334mBSAXAv9IUQ4EBkKM4Yy8ECwGRfAOQ5jPWwNg1hAsgDQCl3wQeIDkc1/8qm7/+FuflwWF7XLrXeYD2/lh6uwA/MXv4VtZEsPcpc3ytW98V55/8SPyve//SO/zeXxFXhiCQzADCMuX1suKpQ2yoqBBVjLLGqVweZMUrWiSYkAwRc8OYLrA6giDgbA6DWGVh8BBSGGIISQxFJb0yEq+ZgEYOC8uBwi+IoydgW8ErCMSMaAzrLCf/m+OJJmXcoYgZLuBOTyqENANCCGBAUU/s06AeAgSEDwEubqBgRB3hCwCC0ERpCCg+NMQciOwmc/UR1EAflDcswKBQncIckPIflCIg+AQ/AWjzpuf/Lx85I1PyfFLbpKnsDhmOAbx1w9/9FMZGj+gi2O+i99Xv/4dWYr/Oy60z73gBiyWvyovYYwyRR/G4L8uIYvAQli6uF6WLqmXgiUNsgwgli1tlOXAsGJZkxQCwypgKMZ4FHWBKEBACKuAwC/+XBAsBh2LiMCmEBj4mgViIIQVDDAsZwgCi6flVUMoeI5IxMAjSuYkm/k0TSye7XohC+ETSQgJADGCaSG4NyNLQMiFIIYQI8hC8LtBYiyKEBgI2fUBk0TAs8Y5ISgAJkYQxoDiZ1DkuSG4cYjPzQ3AJR8EvhMHP0vaT1H1oPydnkOokutueVC3Pfn0K9oNWPQ//8WvpKR2BF9XydMYmf785z/Lv/7p32TtxiMpADEE0w2SHSGNQCHMX1gn8xfVyQJkIVAsBoolAFFQQBBNsgLdoXBlixQhqwpboxQDArO6yELwAwDFflDwfhyEQi8rgYFRCMhyTa8sA4ZlHgbz9o6mOzDaEeyJttwQ3DhkMPgAEhBCCJgIgkuyG0QIGNcNkBhBFkPOsciDYA6b/vUg+IkgBEAoCmwznYDxO0EdkkXA5IOQPJlWHZ9HsBByvU7ZFTwf5yL6bPybJREk4yBkO4IBEEE4E3+Rs5Cz8ZecBxTnLKyX+QCxYHGDLFrSKEuxoCkoaJJly5pl+fJmWbGiRbMSMAoBoggYVqErZAIAiaDY/fgQ9NVtFoJiWO0wAEIJIJT1AwPWC4rArRnsu2EDAS+34Am2EAQdhyIIriOkIKDYHYLc3cCFCLq06GfeDUIIYgwhCKenIXgIZgaBBZ5G4N/3w2I2yUDwtiURcBsL/h2G4K48VQhJDHHB50sWwYwgnDavTk5HzmDOqZMz8Q9zFv4Rz8Y/7rxFDUDRABRNsnBJkywCisX4iywFioLlLbIMGJYDwwpgWOkCBIU2RQBggsJ391czaQhdeSAgpYAA/XwtgDuKtAyLZL7fKU+kEQEXxRfcF4BAABkIMQa/EyQg6LogFIMgEQ+AIkByIcgHwRS/F3994HWEGEE+CK7ocxW/nxhCAkMq8UhkbkPF72c2EKJLLADhLPx9F6zsCELIBWIe/v34fSEE6YVyjCEGMYenqXlm7rQo9XI6/nHOwD/gmfjHnIt/5LMBYt6iRjlncaPMB4gFyEL8hRYva5Ely1tl6YpWKVjZJssKTZZjXGJWAMMKjErMSiAwiQEUeq9xdlmhAQIGGAihoNR2hcpBZEghFGBNwJdnuhfecATKCcFDkIHgI+CJMgLIicC9s3caQRJCEoGf2UBwCGzyQHAIsh1hpklCyIVhuqNE6eSGUC2nAANPovLtJQvw/1yAHSC7wpLibukd2SXb9l4sZ+HvzP//vz+7Rs5Zhh2uPXm2BP9vfGsgh4DvjDK59ZgMjO2Vs/HvxndPmQ5CjMFBsHsMt2g6DV8zp+MfkzkDIYgzAeIsZC7+4eeiNc/DH/KcpZBb0CIL8IdciP/QxcvbZMmKNlm6sl0KCtuBwkRhWBArAIEY4hf6GwgGgMlyTdwRCjRcOAOCDT9eabH3kksmCMHrBnq4NIUhQoAiZ0LFH+VtIWBmAcFHwFgEybHIQAgfOg0VfL5MD2E2CJgQBHeJxQ23PSRHzr9OBtftlROX3Kyf6TA0vl/ufuApeeCR5+TgsWvk8adelptvf1TPHXz0jU/ruYP+0T1y7KKb5NUPfULOxKTCs8433Pqwnm/Yse8Seeix5/EzntZL/B0CPxkMpwECAgiN+EMzBIF/TNznPyxzupcz8A9+Bv7hz2Twn3EW/lPmohXNg8BzGICYj/9MouB7HBHGIsBYDBhLAMPg4Nu9dMiyVXzLFwQglhXzbV8QFP+yKOY9kJahiJmlyBJ8XYARiRgK+F6mQGDODcwUgofBHjWKxqJQ0fvhe7UqAg9ChCCGEC5+P2kEfO9YC8FHkIEQd4NwR0hDQGG/TQgOQ/J+uOBzJR8Evl0lR6KF2FHehQJ//qUPy9U33Cf17ZPSO7xLT6q9/OrH5LwLb5TJbcf1qFFb31Y9p3DHvU/i+R/RznDpVXfKUnSRTTtO6JGmJ595Rb9ndc1IBkEagnaDGEIT/tBeFuAf14s5Zt0MBObVUWeiE/BDKRjOZAxPdLAlMYQxDyjOAYr5QMEoDKBYtKJdFgPEYoBYAhBL+N5IALEUIAqAoQB/oQJAYKtzbwbGKxCJwAQoMAYtS0Awn6WQG4J9vYHFQAiJyyoAIVv8pvAzxZ9AYLsACjy7MA4njcCHkBcBctpsIQSLPVfigk/HxxAq9lw55RxA2J0LQrVM7Txfzx5v2HIu9vRPyoOPPSe1bRvk3oeekVvufEyGNxyU6295SK696QEZWLtPxjefp6+pWD91rtx+z5MKaf7ydimuHtIOwG7RObhdbr7jUbnu5gd0kpgWgkVgICxowT9cC/4RGfwjMyh6hgD4D3/GohbMcubkjn46C4r9rByZq2nVw1pcwMwDAvOOeHwbyHZZsKJDFvJtIPWtIDtkEQMQiwGC4Tvj8UUjnBVdFjOAYMLu0KdxAPJBYMfwMZhOgLAT8Da9HkgASCGwHYCL4Zl3gThhCAZDPginYedDCA5DEkJTBCExFs0aA+MXfSjhok+HCHJD4OsRsFhOLJTNUSM9coTFMg+h6mHU6MhRVbQeCCc+UpRcKM8GwsJWYU5d0Ip/VBN9018UP98ImIne8JfBf5TLWSj0TOx2vifqXPwHzwUCvimweU/Ujvg9UW14dIAhCvPp8J2aRQBhgoURILgs1BgQiz0E/DjWC+57JQGBHxQShmBHIsZB4MdZTQPAIDCf8zCbxB+mEoIwTUfADsghCEJA185CsAkW+3RhwbvbdMKF78chYLaGRqOlgJBCMBMI0x8+nSWE0zIQzFvCvwcQTrUQFINFcLr3zteKAf9RJuYdsE2wCIxitikCxkIwGDrkHEA4x4MQY+jUD7tYAAQmXXFQuAu96NfA4EYjl6O3vS8B4c4PfdVCyIEA8REYCB6AFAIDIVzsoSQ/USiLgMlAwL9xEkKMID+EAAZ7IOTkEoLAhAG4+BCOX3yTJWB+8fJqLrazCJLnEWIIlVJeP6bjmYPASYKXWORCMGMISAoCPyCEEOLPSIg+G2Ex4j4YxOZMxr0jti1+fTt4m8Q2/Ecn3iaeQSGZt4s3bxkfvV08IMTpioM9Nk94LWAsApP4cKib/zcevz0B4blv/laKmycMAgfBQ5DuBpmzxEwCwszWA6GCDwb/RlkIHgLGQ6DxEcwIAhMq9OkSQsCEAbjEEGqi1xq4X/wMaFf8de0bdJ1QWDGAdWC3FFYO6CU13UM7ZXj8gL72gGuG9VNHpbhqDb7eJmvW75eKhrVS1zYpa9bt18uw9x25SnYduEy3N3RMYtTulImtxzB9tE0Lwccw5xRAOMV1BUJQBO4TcxwE/Ic5BLjPDwfRz2JmtOhRIPpBIbkgmEVlDMF8ZoL/2QnmvgOA4ndBwWaCgg6lundnAgJz5NZnE89JdAKXmSJAQoWfTrDoA3EIzsBOJQgBYxEhJDDkgZBAkIDAhIo9X0II/OSH0Na3Rf5iX4Hmft1+zxMRBB4lWr/5qGzaeULWbjosuw9dJtv2XayHTO958Gn9+rH3vqSvZONh0etveVBuvetxvX/ovGv0cClhXHDprTI6eVify2uOePi0rm1CD8FOC8EbjwChAxDij47Sz1GLIHgfH2UBJBEYAH78T81hHAKFYBGkITgEJih0h8B2g2RQ0Il4j6HQb3/1ywkI7//272XtoesTXSBxuFQRTD8STd8NkkWeN9hJzKgbeBAUQx4EBoKLhZDAECr26RIC4JIbQUntsPzwxz+15W9+8WrRhs7JCAL3+DxCdOV192hnuPL6exTC/qNXyomLb9ZOwcOkV91wH4r/YukZ3iX7sfc/cO7VsnH7CRkZPyivvPamfl3TskGRcJx6EBDePbdG7n/kfXLmosb8EJAYwqJOOWVRh7xHAwyMBRF9jpp+mCD2dIwrdhv3wYEuLAqDAMXjxQHgnjdb/H5MoTIzhRAVOdI9dUECAvPCd/4g59/7slR27wCEnpNCkC38ZIIFr7F7fRvztdcNkNwQ8iBwSWEwIDwIEYZQoc8kIQQuSQQ8wnfsohvlV7/+rS3/+Bc/7sohYA4fv1b39kVVg3L9rQ/KRVfcJg1dG6W1d7P0YDzikUaORRyBGjs36mHS1p4teHyLnk+4/Jq75ej510tRxRp9gQ67AdcRnQPb9XwEx6TNuy7IA6FM484lzHnP4i5A6AQAJgZhPmGTEOynaqLozYcGotj1o2dN4esn82scBLfdBY8tR8FpHAQWfAhCjEDDvbcWfy4EHHWyc//59yaPHvkgHv/8P8l9H/sO8u1w3gjn3r9yRi94QMo3XJbM+KVSvt6kLFfWXZJJaZSL82bT+XfLd7/3o3ckP/7JP+tl06FfP/v5L/W1yD4EF3e0KD5iVBl8G5fk4jidmS2UmQQARWC6wpz3LOkSzWJAYADiVGA4bbH7mFnzmctM9mNkCaDbxnw6P7dHABQBHkPmMSh2l0Txu1u7p/YRxBA8AG7m9yF4I8+ikkG57tlPBTH835qL3/y17Pzgb/9bc/Nnf2dL9a/36ze//b0udP9+XvbcgXubxwiCHi16exDcx0WF4neD6DojNxq9Z2k3IHTLqQhBnLqkE53AhAhCEM5EgZsPIzdF7kIY7tP6fQQaFLo5OhPHIDCJxhWbaA8fxRS9K/4YgYGQ/n5iOPf25+UFrBFChfd/W/6/COEb3/qeLlzDCOLDphEE1xFSCN4pCEw8FsXrA4VwKiAwp6VyukuByRnImSh8hgBcIgRIvJ3dIYkgL4RUEfMy6CwExi/+GAGT+H4X/Ozm0SNyzdOfkOe/9btgAf7fkove+KXs+MCv/ltz06d/Y0v2nfvFF9//4Ic/0QvpzlrCk2dEEIAABMxMIbjkR2ASAuAnwpCAUNAjp6LIT2McAhY/CtnlDJsMBAvAJYZgvvYRhDDoCGQTFS+LOir8mSXnZdP29+GZ4hU166R380Wy6cQdsu2S+3PkPpv019lszZWLXe6dUbbYlHXtkLlFfcmsZHo1Z63oyQb/vmemckYiXXGwczoD3dxPZetGfeH7yeU+EyxMmcuvvVv2HrlCjwzxpBnPI5hLKXJDyHQENxoFALiECt/EPpYq+nSi8QhrgwyE06IYEAZAD/6xknEQfAw+BHaB2UBgseZHYPb4brsWvL0fbc+DIP59OaYxWLvYmEslQgkfFfKT84yxHg1yiY8KBaPnDlx4xMgPjxghi7zLK2ZwtMgcMfprHEb1Ex8xOsUeLWLRBxMhyEJII3j7EFzCAFzibmAgOAyA0IuOkIbQk0gIgxY8ix+FFsWBsNt9AH4cgkS8IjeF7n/+AOIXfGDb2emkfk8DIcZwsgiYJAQPwzQQWPQEkESQAwKjECyGGUBIIsgFgQkV+ExjICiCPBCS3SAJwSAIQaicBkKFJlv8/pgUBsBE3cCORQ4BbyMILgrCAghhONPmrOWmPc/NxKLwizCVIAQt/FDwWGivz212e87id2FnshDYCdzRrZOBkEXAGAgxgiSEZNGHkoaA6MV2HoRUZ5geARNCwIQKfPqccg4AaByAMIJkJ8gFIYng7UNw98MI3oXi561ZKAcgvAcQ3oPiZxQCinw6CGcxgDB3BeZXm7M5yyYw9KAIkUCBZiCwoIMIbEIQbKZFwETdgEe0cgFwt7kTRsCkEZiEiz6UNAQzGjkIp2qaNT6E5OUVoYQQuISLPV9iCA5DAAGSRcDEENKLZE10sV0IgAshlGuxm8wWgkVgIbj1gY5GBoKHAUXuMKRBxB0Bi7flSQRxWPy5gqK0BZwIz/aGAGji50VFnw6K3e9Ephu5DhDfmkO7aQRJAOFCnz5ZCKGCz5MEBGQGEPz8dSH4APJDmA5BrrHoHYOAos8umA2CCAIK3+8ICuFUFDUhnGKT6A6pNUMCApPqCFkQ/v1k5qWTxmBHn7OZUPG7aNH7CEzRxwkVfpxQUZ9M3haENALktEXMzCCEESBBAC6hgg8lhIDJQggjYGYJIScGMxrFGFIILIRcCKaHsKwPxd8npywFhqUxBHdYNT6U6jD0agjBYOhDUfoIQglDSG83SRV7vkQQZl78b2fPn4kWfRZCsODTCQDQLA5DeE+EYAYQvNehhxMq+mTCAFySEMIAXMw4FB8yfSch+El3gySCvBBOQ0GfGoTQa8cjYEhBOMNCOBPjkcFACOmEMCQzrwhBJ3g7CKIuoBBCRR8nWMgnFS6OzW0agEEwAwh6iXsAAXKaQmiRs/jvtHpIv3YQiOTsVYMAgQ6BgtcQCEapGMB0CJhw8ZujQjNBEEMIF78XiyAfhPgFOfkWzG8fAuNDcBjQEVj4HIkcBMIgAgchtFbwIfRpePJnNhgUgQsxzAaE7QIJCOgE2cJ3SRfy200YgMu0EALF73IawqNx/de8JjteNZddbHj0G7KsY4/MKx2Rice/KTtf+42M3vVp/F68JqxVhm55U/quflWhzBwCE4YQLn4/HoRQ4buczYQQZCG8WxHMFAJii9/dGhiz7wgRBBa5rgvYCZaaznAaOsTpKHTGgDD3XQhBMSzvkzOBgIlAIDOBwCQwOBABDPH8n4qes8iOQzMFkB5pQs8Jxf+edIKF7ydV+H6IgJ2gessNCmD9g1+Wzkue0/vrHviS1Oy4Wba99DMp7D2s21Z2H5C2Y4/L5BPfkbMK8X93kghOsZkZAsZCmMeXXfrFj4J3scUfRpCCEHWD6TAkIbikIcQYshCYNARmDg+D8tyBQrCdIVT8fhQCusEZhJADQ3jd4ArcQihMQUB8CMHid4lO3mW7QV4IWvy5itk87p7Lbcnn5/teJlD4fvKNQ4w9UlQ+frkW+sANH5HKTdfo/ZE7Py2r1hyTHegGQ7d8TLa/8ktpOnCfwljSuGWWYxGThaAJFn46BkEWgsWAQg8j8IrfAmAniLtBEsLfzQBCYixKQAgjYIIQCor7ZR6KlhjMeYS4C+TCYBD4GGx3QGIM6SNK7hxDXOiKAcV/zqq+HBBiDGcxKHz/+iZzOUceBCxqW7ymsPMVMWMe9yFMX/xxgsXvkir8RFKLY64N1t3/RQXAbHv5F7ICe//3YF2wevRCaTr0gNRsu0m2vvgvUrvrNikZu9hgmAWCRPG7BIs+HR9BoCN4ALIQUhgsgrcHwQKYIYQQAmZOSVm/FKAQz0Fn4KFRsyYwCNxaIYSBcSNSNCZZEAZDDCFOAEKqKyQhWAAeAo0CYLLnBhKdgABmUcguWQjZ56QTLH4XLXh3m4xZGMcImFaMOwTQd82rUrHRdIRNz/yjnIrn8g3Y5hYNYK3wLem+7AVs/4FMPPFtXU9wVAoXvokr+JOHAADRSJSCkFoPhPLXgPC3QQhlmiAERou/1MZCqK/qlVK+ye6qXpmP4uNRIQOhTyHEC+f8EGIQJjzhlsXg9vIxhAgD4jpHDIGXcXgAckIwyYxEM4BgijX82IyTLvx0AgjMKJRFwEOlPVe8pMW/5uaPSf3eu/X+9g/8Uk7H34MY1tz0hozc8ZYs79irjy1r2yWbn/+JNO6/J1Hws0qw8L2g6P1kukGq6EPJdAZvNEpiCEHwEEQQyqOkIYQQMDkhdNR2S0NVj5SW9UpBMToDFrk8IuR3hnTiI0jTYUBn8FAYGDEG4nAY4qQgoPD1Ir8MAiY/hGDRalKFasPt4efninl+6GdFUQRMEkL4XIHJ0pYd2gFY5AxfO1C/727tBk2HHpSNT31fD6vy0mp2BiLY9vLPpQDf91eBkEIwWwgsfHcbIcjbFabpCGfgvtcREhhm3REMhjmDjZ3SWdMtdegMq9EZlgDDPBRo3BmY1H2sJdKHUzMYmAiDBWExxCBiGGkALrkhuOLn47xNQwgVrotXqIGEv4dxWExC35tILgSIQRCCYM8X4O+xtGW7LO/aJ2eXDptDoxyLVg3KmeiSbnHM1yCwM8wrwXPeUQTZ4o8BpCBMMxbFAAIQ8i2Yc0GIOoJLuivkglCqt0kEJnPGmtulv75L2qq7pbqiV4r4VutFpni5xz+tIO4ABoQ546xnne3XuUAYDA4CYhfRDsOZvEXhn8mC94rfBMVux6Losm8ter/w00l3hPBYNJMTXunvMZkhACZCwKQQ5OkGXBBr0acDBKcg5hYIEkeJmOQ6YFYJQUgV/skiYPJCyIkhX0dIZ6YdgRCyCBTCeFuLjDa1S19dl7RaDCuBYUGhHZG497cdwHUDfZ0zEoHQyzB8CGatoRi8ruAOqzoEftyrrrQLaJIQHIb8AEzca6xjCB4IRZAPAorV3k8X/4wRMDk6gY5ECiGEgEkBiNKiEEwaTVIITgqCLfy/11sUPBIufD8+giQEFnr6NhwPAmMhxBgMhCCGAISoGyiGk4Aw1dkkG9paZZSdoQGdoaZHatgZ+H6hmNl5JIkv3dSXcfLwKgG4d77gi/51uw/B7xDY2zsICsBBMIkRxBA0HIEsghhCCACTC0EIg0OQgpDec9vtsyp8lxxdwCUeiQyGJIK4G7gRaV7ZqJ5Uazz0gBT2H5VTsE1jIfAdzBWDfg0IC0zes5Bfm2LnVaiJ4nfbWPy4TwQmoaJPxyLI0Q1MYaeLPlcsAibTFQIQuDaYFoJBMGsI23obZaqrRTa0t8na1k4ZbOyWzrpeXTMUY82wtIhHk1jMKGxC4LtduPdBchAQB8Eh8CH4GBSC7RBcN5jHWPx+YgQxhBCG6RC4xBhiCBZDVLh+8eI+HjNwzP0ZJfNzkkki4PVDPoIYQsnai1D490vT4Yek7fiTchbWBSz8JU1bpe3Ek9IFGItxf/DmN6T/+g9L48H7pPPi90nV5uuk9bzHZA22t5z7iFRsvBpfP6r3V/QckNG7PiNlG66Q9gufxs9+QKq33SiNB+7FAvx++fv5ddJ67DHh65trdtziFX46uRG4pAs+tC3OLCAohplDyGLIA2HnmgbZ1t8kUz2tMtnVIevbu2SouUe663ulubpXu8NqfuZxca8s5iUQKMwzlnYBRCf+c/l2L10IINiukIag45HNWcuSCAwEYrHFz/HHA5BEEIKQxDA9ghSEqHBTQVGbsSgAwXtO+LEwAr6zeAhBqBv0XPmyVG25QWq23ywdFz2Lf+s23evzRNrp+DvxpFr93rukaPA8RXAGuieLuPnow+jWLYrlnIoxIHpCz0Ww4Ms2XC61O2+VooEjsrx7n3YA/X2Ah4+zyKu33aRoeE1TFoCLhaAYksXvf53eliz+dGIIaQQZCDkWygkMFkEWQx4Iu0cbZedwi2wbbJMtfR2ysadLxju6ZaS1R/qbeqWzvk+aa/qkprJXysp6pbC4R5YWdst8/OOfzUInAIchgyBOFgPvc3uy2BWDG5FSj/nvpOFDiN6ZIYOAsRBmioBBUQchBJ6XfCwAIFoYM2ZdkF0bxAiYik3XSMP+e2Vl7yFZ2roTe/vn9LBpYd8RaTn6iBZrOfbs55SNSYMeVm1UGAzR8JqkZe278f0Hpf3890rd7ttl1ZrzZHnXXpm7agC4ntFuwfCwrMJAkZ9V1CeDN33UFnwoHoIUhHRckYe2ZTNTCCj86RbLmiSEGEQeCPvWt8iete2ya7RDtg91yZaBbtnU1y0buntlbWefDLX1S39zv3Q19EtrbZ80YGSqKu+R1fz416JuWaggbKECBccnxryAJ4Th5CC4t5SJMaQgBBEwubqBxcC3vuc7gLviZvB4/H0Wg/+4n8xjPgQUfeK1x3GSEGIEjB4VAg63KNbtC7Bd1wK85czvYuf+c/zYIz929ufz4nUAg3WBXRvoY7bQ51euB7ZD0dfZ+AjyQ8iXIAQAiCB4CHJDiDtBFgLiHT2aEYQDkx2yb0On7FnfLbvHumXHSI9sW9MjUwO9MtnbJ+Pd/TLW2S/DCqJPuht6pb22FyC6pRIgigliVY8sXtkt53CU0Q6B8JYwtHgdBtcVzFgUgsC4tYK/LQTBvFePfb+eaRGkMDgIqc+C0O1pCIlCz5e4C5hRaCYIkt3AFX8mQJAEEEaQLPgZJGexp+6z8N3X7j6KeLbJImD8bhBDiAHMDAKTD0I+DHMOTXXLgY09sn+iV/aO98nudX2ya6xPto/0y5Y1/bKpv18mevtlvYLok5H2Xhls6ZGehh6A6JFGgKgq75bVqw2IhTwhBhBnFGBcQrRLWATuqJLD4LqGX/Am2W0+BIMhjcAUbjpJBK6wc0Gw2zMQvOfnjAEQnyPIQvABxBB8BAEICoAJANC9epz5leviAg9kQfV4dnsCQar4o/ss+tRtjgvs8iWMgEmORVkALhaCYpgJhNwYMhCObB2QQ5sH5OCmQdk/OSh7NwzInvEB2bV2QHaMDsi24QGZGuyXjf19AMEOgZGpo0eGW7tloKlbuvX8Q5fUV3ZLeVm3FPLTLzEy8Y19OdqYt4o0Be8wuPVCDCGd/AhMLAKFgIJNFX0YARIVNcK3vXcQGLedEPDcaF3hf49f/MSje3/cRsUfhhBGEO4GJesukcWNWzDvt8uSxq363NPw51jcsFn/nmeXDMui+imMNw1yZmE/CnwDirpeL9YjlEV1G7FO61QovH92yZDO/0VYJ8yvWq8L6fChUlfkgfgdQYPidkExzzRBCP76IFH0PgK3LTeCRHJCKNW8Kw3h6M5RObx9RA5tHZGDU8Oyf9OQ7Jsckj0b1sju9YOykyDQHbYO9cnmwV7ZiPXDRE+3rO/slrE2HmHqlL6GDumq7ZRmgKiuQHco6ZZl/NA/vvCeR39QuKaoXaEbCPHI5CNgQggcJN66bQZCjMAUcab4/fAdvl1RJyDYbS7R96S2aywCfF+2+F3Cxe/iA0hDaDvxhBQNnKtHfVaPXYSF8z16eHTV4Hl6OfbAjR+Vuj13SvHoBboYLp+8SkrXX6IQanbeKsUjJ/T5lVPXStn4ZXp0iIdkS9dfKqXjl8ogvp8X/eWEwKLPl2khVAW+RrHjflz8NmcxM4FgESiEGWAAApM0hBjD3/gQzt09Lkd3rZfDO9bJoe1r5eCWMTmwaVT2bRyRvRMAMT6IcWlAdo71A0SfbBvi+qFbNvZ2yYauTlnX3i4jLe0y2NghPcDQWt0ptZVdUlrarZ+ov6SoR9/ol9cFJYvaR5DuDu554efH201XSHYDFGp0PxAtZHub7gip8SgnAuQ0RRBDODWKX+zmnSfMybHk3j8dh4DhawzOKhqQwZte16NDK3rM0R/u4dkNqjZfrx2j8cB9elj0NPz9eZ8QeN6AXYFHnXh0aW7xoB5NKgEoHh7lYdbuK17U8wUZCK7IQ4Wf/nrabuAwEICLRcBECBiLIAPBxft6JgiYCAKTAwMAuM4w57w9k3Lungk5unuDHN45Lod2rJeDW9fJgSmCGJF9E2t0XNq9vh/jUq/sHO2R7cPdsmWwUzb1tstEV5usb2+VsdY2GWpql966DmkHhvrKTqnAqFSExfTSVeZwK98b1RxZSha3g5AtdBezPXlYltuzEJIjEQo3c8tixn0WdRqCS6b4/fgIDAT3Eb3xibHs2JMv6bVBQetOqd56oxQOHJWGA/dK4eC52KNfrJ2hQA+LHpJzysdkaesOPfnVePB+FPwaaTr8oCxt3h4BIQKeO+i79jUpaNulh1N5Aq35yMN6eJVjkw/h3X6x50266HPFFX8KQwIB4yD4i2SHIJVQ0aeTQMCUaRIIMhD2bZVz926Wo3s2AcNGObILIHYAxDaAYHeYGpH9G4FhgmsHLqa70R26ZMdwh2wdbJOpvlbZ2NMiGzpbZF1bqww3t0p/fZt01rRLEzBwIV2MUamAn4TJ1x+zgAHBHVmKCtsedo2g+MHj6beUSULgiT0UNxDEEFC0UeF70W0WAuMVdQSBQBj/+zTmcfd8fhxvjMCHMBsEMYAo3uJYD3O6RAtjf7Ebiins+RXrpGHfPToe+QWfP6HC9xMq+HDiDuBDQDwA8ViU41BpIijqUOGnkwNCjCGG4DDMOX5ghxzbv10UxB4LYtek6Q7b16E7jGLtMAQMA+gOfcDQDQxdsmusQ3aOtMq2Nc2ypb9JNvU0ykRno6xva5LR5hYZAIYuYGiu6pRqYsCoVLCqRxa4MUk/hMRg4EV9MQJ330Qv+NPneM/1IPDIVAQByUBIF7O/3XYEV9gJDIw/KkVrAosACSNg8hT5TKIIPAARAhT5DBGcfELF7xIu+FyJOoCPwLuUIkYQQ8jbEUJFn04eBPkhHNotxw7ukmMHLIaoO2yQIzvXA8MYFtJDwDAgBzb2AkM3RqVO2bOuTXaPtcjO4UbZPlgvW/vrZaqnARgagKFRxpqbZbChVbprgQGjUnVFl3aGZYqhS+bykKeHIQHBdogkAMR2BBPe9xGgWDXmPo+y8KiLn6ioXbzRyMfgoo+553rbuRbIheCUBf5Von4CBZ8rb7MTnHxQ7O8gBCYDIYjgHYKQB0AyFoKHYc6Jw3vl+KE9ctxiOLZ/GzBMoTtMAsM4OsOYHN4+DAwDwNALDN2yf7ITGFqBoUl2jTYAQx0w1MrWvlpgqJPJznoZJ4YWYGgkho4Igx5RKsKYxHee0CK2l2coAhsWehCCj4DbDITTUPxRwQcApJMPglv0uq/1cTzPfzyJwEAwAPzkwRCNPvZ+AgGTH8K7UfR/F4UFbBC8+2yTbIFPFxR5dOsXvp9woedLAgCTubDOQ5CAEELgYos+nQQCJgTATxrCkX1CDCc8DKYzbAKGDcCwDp1hGBgG5dCWPuEJuIMbO2T/RIvsG28EhjrZPVoju4argaEaGGqAoRYY6tAZGmQUGAYa2iyGLqmuNIdXC3iuIToTbTG4UUmL3CR6/1Xd7iFwENBVEhBmGLeXT0Nwxc3RJ4Jg74c6QRaAH14mYRHMtxBc8SM8DxCBiCCkxqJUJ/ABJAIALg7E7GGg4HNicAWePjQaijtc6iU1EsUA7K1FkB8CCjxXZoWAiREYCEcPSIxhNzBwzbANGNgVJpB1WDOMAMMgMPTK4S3dwNCOztAEDHWyb3217F1bCQwVsnOoQrYPVABDFTBUy0RHnY5JoxiTuGboBIYmYKjEmmEVD60WduunbfLMMK9kPW1JF4o6Ln4/CQjua0A4jRCW+BBQtNH9XIkL3y/0ZJHHGOKYbhE/J1T8flIQNCEIyUzfCcIAkqlBAcYJF74fPseLFr9LssCTGLIwEgBcIgRe8fvJB+EdR4B1AgEkOkIKwomDO+W4jkibgWFSztuzHhhG5dxdg3J0R68c2dYphze3yqFNDXJgslr2b6iQfetKZe9YieweKQGGEmAok629lTLVbTCsa22UkaYW6atvl/aaDqmv6tKz0CuLu2XRSqwXlpkFrilo7uFR/CkQZlRiPBi8Py0Efu0Fi95kcZucujALgTFjUjwq6XNnhcFCYFIQ4sJPjUIJCOlOYCEECj9XZg2Bz8/EFX0IQnJbBkFiJPKKPwUgiEAh2ILPlbfRCVIQ9kfjESGcOLgdGDbLMUA4tnccGEblvN2Dcu7OHjm6vUOObG2Rw1N1GJEq5cBEiexfXyz71hbLntFVsnt4lexcUyzb+0tkS2+FbOqqlg3tdbIWGNYAQ09du7QCA0+6lWBEWr6qC4vnTv0UfxY0X/AT7AzoBvoKOS1+l2xHOBXzPPfkGha9h4Bf+3t5dz8898dxJ8343GhMih73F8mhpCEkMQQRpMYhdoJMN5ghApdcGOKOYcP7Nrpdkyx6FncYgS18P/kQpCCEETBe0aeT6AZMqPhdSjVBCP/z639+/c+vOXP+X22cIu17YxnMAAAAAElFTkSuQmCC" 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</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102158" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Estado de Resultados y Balance General</span></a>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 2025.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Resultados consolidados de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Walmex</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> (millones de MXN)</span>
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<img 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" width="429" height="203" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:116%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Balance general (millones de MXN)</span>
</p>
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<img 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" 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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Valor Compartido</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Creando valor a largo plazo que regenere comunidades, empodere a las personas y sustente nuestro planeta.</span>
</p>
<p style="margin:0pt">
<a name="_Toc227102161" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Estrategia</span></a>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro enfoque de Valor Compartido está integrado en nuestra estrategia, centrado en crear valor a largo plazo abordando las necesidades clave de los grupos de interés de forma innovadora y eficaz. </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Buscamos generar un impacto socioeconómico y medioambiental positivo que contribuya a la regeneración, la salud y el bienestar de las personas, las comunidades y el planeta. Este enfoque nos permite operar de manera eficiente hoy, al mismo tiempo que construimos una base sólida para un crecimiento sostenible en el futuro.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Oportunidad:</span>
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<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 66.2pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:5.8pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra gente</span>
</li>
<li style="margin:0pt 0pt 0pt 66.05pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:5.65pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Oportunidades para proveedores</span>
</li>
</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comunidad:</span>
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<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 66.2pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:5.8pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Servir a las comunidades </span>
</li>
<li style="margin:0pt 0pt 0pt 66.05pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:5.65pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Productos seguros y saludables</span>
</li>
</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Ética e Integridad:</span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 66.2pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:5.8pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ética y cumplimiento</span>
</li>
<li style="margin:0pt 0pt 0pt 66.2pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:5.8pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Seguridad de la información</span>
</li>
<li style="margin:0pt 0pt 0pt 66.2pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:5.8pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Derechos humanos</span>
</li>
<li style="margin:0pt 0pt 0pt 66.2pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:5.8pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Evaluación de riesgos</span>
</li>
<li style="margin:0pt 0pt 0pt 66.2pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:5.8pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Gobierno corporativo</span>
</li>
</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Sustentabilidad:</span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 66.2pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:5.8pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Resiliencia climática, energía y emisiones</span>
</li>
<li style="margin:0pt 0pt 0pt 66.2pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:5.8pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Economía circular</span>
</li>
<li style="margin:0pt 0pt 0pt 66.05pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:5.65pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Regeneración de los recursos naturales</span>
</li>
</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102162" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Enfoque de Valor Compartido</span></a>
</p>
<p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Integrar soluciones sociales y medioambientales que generan valor tanto para nuestro negocio como para los grupos de interés que forman parte de nuestro ADN. Crear valor compartido nos impulsa a generar un impacto socioeconómico y medioambiental positivo, contribuyendo a la regeneración, la salud y el bienestar de las personas, comunidades y el planeta. Este enfoque nos permite operar de manera eficiente en el presente, mientras construimos una base sólida para un crecimiento sostenible en el futuro.</span>
</p>
<p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Realizamos evaluaciones formales periódicas de nuestras prioridades ambientales, sociales y de gobernanza (ASG), recopilando información sobre los temas más relevantes para nuestro negocio, nuestros grupos de interés y la capacidad de Walmart para generar impacto. Estas evaluaciones nos permiten revisar y ajustar continuamente nuestras prioridades para garantizar que reflejen las expectativas cambiantes, el contexto actual y se mantengan alineadas con nuestros objetivos de negocio.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">También analizamos factores clave del negocio y ASG para definir resultados alineados con nuestro enfoque de valor compartido. Basándonos en estos resultados, establecemos métricas para medir el progreso.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:527.85pt">
<tr style="height:4.4pt">
<td colspan="2" style="background-color:#0070c0; border-bottom-color:#666666; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:355.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">Estrategia de Valor Compartido</span>
</p>
</td>
<td style="background-color:#0070c0; border-bottom-color:#666666; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">Región</span>
</p>
</td>
<td style="background-color:#0070c0; border-bottom-color:#666666; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff"> </span>
</p>
</td>
</tr>
<tr style="height:8.8pt">
<td rowspan="4" style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:91.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Oportunidad</span>
</p>
</td>
<td style="border-bottom-color:#666666; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:252.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Puestos ejecutivos ocupados por mujeres (% del total de puestos ejecutivos)</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">MX</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">CAM</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">43%</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">41.8%</span>
</p>
</td>
</tr>
<tr style="height:2.2pt">
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:252.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Asociados con discapacidad (% del total de asociados)</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">MX</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">CAM</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">3.6%</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">5.3%</span>
</p>
</td>
</tr>
<tr style="height:2.2pt">
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:252.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Compras de pequeños productores (Pequeño Productor) (% del total de compras correspondientes a F&V que participan en el programa)</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">MX</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">16.5%</span>
</p>
</td>
</tr>
<tr style="height:2.2pt">
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:252.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Compras de productores Pymes (Tierra Fértil)</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">(% del total de compras correspondientes a F&V que participan en el programa))</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">CAM</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">67.7%</span>
</p>
</td>
</tr>
<tr style="height:9.2pt">
<td rowspan="2" style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:91.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comunidad</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:252.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Alimentos y mercancías generales recuperados mediante donación (% del total de merma)</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">MX</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">CAM</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">48.8%</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">32.1%</span>
</p>
</td>
</tr>
<tr style="height:2.2pt">
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:252.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Donaciones (Millones MXN)</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">MX</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">CAM</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">4,299</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">17.9</span>
</p>
</td>
</tr>
<tr style="height:8.8pt">
<td rowspan="2" style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:91.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Sustentabilidad</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:252.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Cero residuos (% de residuos desviados de rellenos sanitarios)</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">MX</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">CAM</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">82.9%</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">73.7%</span>
</p>
</td>
</tr>
<tr style="height:2.2pt">
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:252.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Emisiones de alcances 1 & 2 (% vs año anterior)</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">MX</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">CAM</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">4.3%</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">13.2%</span>
</p>
</td>
</tr>
<tr style="height:8.8pt">
<td rowspan="4" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:91.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Ética e Integridad</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:252.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Accidentes de asociados (% de reducción vs línea base 2015)</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">MX</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">CAM</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">-67.0%</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">-66.2%</span>
</p>
</td>
</tr>
<tr style="height:2.2pt">
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:252.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Accidentes de clientes (% de reducción vs línea base 2015)</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">MX</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">CAM</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">-80.7%</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">-67.6%</span>
</p>
</td>
</tr>
<tr style="height:2.2pt">
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:252.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Descargas de aguas residuales (% de cumplimiento)</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">MX</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">CAM</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">97.5%</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">91.3%</span>
</p>
</td>
</tr>
<tr style="height:2.2pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:252.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Apps en producción con SSP aprobado (% del total de </span><span style="font-family:'Times New Roman'; font-size:12pt">apps</span><span style="font-family:'Times New Roman'; font-size:12pt">)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:58.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">MX</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">CAM</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:81.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">96%</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:102.35pt; border:none">
</td>
<td style="width:263.45pt; border:none">
</td>
<td style="width:68.95pt; border:none">
</td>
<td style="width:92.35pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#306785"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102163" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gestión ASG</span></a>
</p>
<p style="margin:0pt">
<a name="_Toc227102164" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt"> </span></a>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Modelo de gobernanza ASG</span><span style="-aw-bookmark-end:_Toc227102164"></span>
</p>
<p style="margin:12pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra gestión ASG se lleva a cabo con un enfoque en la eficiencia, la toma de decisiones basada en datos, y transparencia, respaldada por una sólida estructura de gobernanza.</span>
</p>
<p style="margin:12pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Walmart Inc. establece la estrategia global de Valor Compartido y define los objetivos que guían nuestra ambición de crear valor a largo plazo para los grupos de interés. Reconociendo que cada país opera en contextos únicos, adaptamos estos objetivos para abordar las necesidades regionales. En Walmart de México y Centroamérica, trabajamos para responder eficazmente a las características específicas de las comunidades donde operamos, contribuyendo al desarrollo sostenible y al bienestar local.</span>
</p>
<p style="margin:12pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante 2025, continuamos realizando auditorías trimestrales de nuestros objetivos ASG de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">tier</span><span style="font-family:'Times New Roman'; font-size:12pt"> 1 a través de nuestro equipo de Contraloría. El progreso es revisado trimestralmente por el Comité de Auditoría y al menos una vez al año por el Comité Ejecutivo en México y Centroamérica que supervisa y orienta la implementación de iniciativas para alcanzar estos objetivos. Posteriormente, el progreso se reporta al Consejo de Administración de Walmart de México y Centroamérica. Este seguimiento garantiza una supervisión eficiente y una toma de decisiones oportuna.</span>
</p>
<p style="margin:12pt 0pt 10pt; text-align:center; line-height:115%; font-size:12pt">
<img 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</p>
<p style="margin:12pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La información precisa y confiable es esencial para la toma de decisiones basada en datos y para el cumplimiento de los requisitos de reporteo. Para asegurar esto, hemos implementado una Política de Gobernanza ASG alineada con la Política ASG global de Walmart Inc. Esta garantiza el cumplimiento de los más altos principios de divulgación al promover la transparencia, claridad y accesibilidad en todo el proceso de cálculo de métricas, al mismo tiempo que define claramente las responsabilidades de cada área.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Este enfoque nos permite alinearnos con las principales agendas globales, incluidos los Objetivos de Desarrollo Sostenible (ODS) y el Pacto Mundial de las Naciones Unidas. En 2019, identificamos nuestros cinco ODS prioritarios mediante un proceso que involucró al Comité Ejecutivo y estudios de la industria a nivel local, regional y global. Desde 2020, hemos integrado un reporte histórico para monitorear y dar seguimiento a nuestro progreso hacia el cumplimiento de estos objetivos.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:108%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:108%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Oportunidad</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#2e74b5"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102171" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Oportunidades para Proveedores</span></a>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ayudar a nuestros clientes a ahorrar dinero y vivir mejor comienza con la oferta de productos asequibles, innovadores y de alta calidad. Al abastecernos localmente de una red diversa de proveedores, no solo fortalecemos las economías locales y generamos empleos, sino que también abrimos oportunidades de mercado para negocios emergentes. </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Cuando los proveedores tienen éxito, las economías locales se fortalecen y nuestra cadena de suministro se vuelve más resiliente.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">HIGHLIGHTS:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">39,294 proveedores en la región. | 25,191 México | 14,103 Centroamérica</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">4,222 nuevos proveedores. | 3,140 México | 1,082 Centroamérica</span>
</li>
</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: Hecho en México</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En Walmart de México, nos sumamos a la iniciativa</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Hecho en México, liderada por la Secretaría de Economía, reafirmando nuestro compromiso con el desarrollo de proveedores locales y promoción de la producción y consumo nacional. Como parte de este compromiso, implementamos una campaña de señalización en todas nuestras tiendas y clubes para destacar y promover los productos mexicanos. Más del 90.2</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">%* </span><span style="font-family:'Times New Roman'; font-size:12pt">de los productos vendidos en nuestras tiendas y clubes se fabricaron dentro del país.</span>
</p>
<p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:12pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">*Cálculo realizado con base en la metodología para productos hechos en México emitida por la Secretaría de Economía 17 de febrero 2025:</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<a style="color:#467886" href="https://www.dof.gob.mx/nota_detalle.php?codigo=5749333&fecha=17/02/2025#gsc.tab=0;84.4%"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#467886">https://www.dof.gob.mx/nota_detalle.php?codigo=5749333&fecha=17/02/2025#gsc.tab=0;84.4%</span></a>
</p>
<p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:12pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">considerando todas las </span><span style="font-family:'Times New Roman'; font-size:12pt">categorías</span><span style="font-family:'Times New Roman'; font-size:12pt"> de productos vendidos en Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">México</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#006286"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102172" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cadena de Suministro Inclusiva</span></a><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Seguimos fortaleciendo e integrando nuestros esfuerzos para apoyar tanto a los proveedores y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">actuales como a los potenciales, reforzando nuestro ecosistema de capacitación y el acceso </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">. Nuestro objetivo es ayudarles a identificar las mejores oportunidades de negocio de acuerdo con su etapa de desarrollo. A través de un enfoque integral, permitimos que quienes desean unirse a nuestra cadena de suministro exploren las diferentes opciones dentro de nuestro modelo </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> y elijan la que mejor se adapte a su nivel de madurez. Buscamos fomentar su crecimiento con diferentes programas y herramientas, crear oportunidades de mercado que les permitan evolucionar sus operaciones, satisfacer las expectativas de los clientes y generar valor a largo plazo para sus negocios.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Acceso al Mercado y Oportunidades de Desarrollo </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ayudamos a los proveedores actuales y potenciales a acceder al mercado formal, ya sea a través de nuestras tiendas físicas y clubes, o mediante nuestros canales de comercio electrónico, incluyendo nuestro catálogo extendido y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">. Para ello, ofrecemos programas de capacitación que abarcan temas como prácticas de producción, planificación financiera, logística, habilidades digitales, sostenibilidad y gestión del negocio. Estos programas no solo </span><span style="font-family:'Times New Roman'; font-size:12pt">le</span><span style="font-family:'Times New Roman'; font-size:12pt"> permiten a los aspirantes entrar en el mercado, sino también gestionar su crecimiento exitosamente. Nuestro enfoque hace hincapié en la comunicación clara y el apoyo práctico, con una formación adaptada a las realidades regionales para fomentar el desarrollo sostenible y el valor a largo plazo.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Pequeño Productor </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">OBJETIVO 2025: </span><span style="font-family:'Times New Roman'; font-size:12pt">16.5% de compras a Pequeño Productor</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">del total de compras de frutas y verduras que participan en el programa.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Este </span><span style="font-family:'Times New Roman'; font-size:12pt">programa </span><span style="font-family:'Times New Roman'; font-size:12pt">está diseñado para combatir la pobreza rural y fomentar el desarrollo social en México mediante la creación de oportunidades para pequeños productores que viven debajo del umbral de la pobreza. A través de capacitación y herramientas prácticas, el programa ayuda a los productores a acceder al mercado formal, aumentar su productividad e ingresos, reducir presiones migratorias, generar empleo y fortalecer las economías locales.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:center">
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" 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</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al eliminar barreras y promover la integración, el program</span><span style="font-family:'Times New Roman'; font-size:12pt">a busca transfor</span><span style="font-family:'Times New Roman'; font-size:12pt">mar a los pequeños productores en </span><span style="font-family:'Times New Roman'; font-size:12pt">agroemprendedores</span><span style="font-family:'Times New Roman'; font-size:12pt"> y ampliar su acceso a oportunidades. Este modelo integra elementos clave que maximizan el impacto, alcance y potencial, garantizando un crecimiento sostenible y un desarrollo a largo plazo.</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Enfoque basado en la demanda de productos.</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Identificación de diversos canales comerciales para ofrecer acceso directo al mercado.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Capacitación para fortalecer prácticas de producción y habilidades comerciales.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Integración de prácticas agrícolas regenerativas para impulsar la productividad y proteger los recursos naturales.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Orientación sobre normas de calidad y empaque.</span>
</li>
</ul>
<p style="margin:5pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al fomentar las cadenas de suministro locales y crear oportunidades económicas inclusivas, queremos generar efectos positivos indirectos que contribuyan a fortalecer a las comunidades. El programa convierte las barreras en catalizadores de crecimiento e impulsa el desarrollo agrícola sostenible en todo México.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:center">
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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: Diversificación de Pequeños Productores</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Hoy en Walmart de México, un tercio de todos los tomates que se venden provienen de uno de los 553 pequeños productores que son propietarios de su tierra y que han logrado superar el umbral de la pobreza en comunidades vulnerables en el Estado de México, Hidalgo, Puebla, Oaxaca y Tlaxcala. Gracias a este esfuerzo colaborativo, en 2025 alcanzaron una producción superior a 13,500 toneladas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Del mismo modo, un tercio de todos los aguacates vendidos provienen de uno de los 883 pequeños productores, también propietarios de su tierra, quienes han transformado su realidad en comunidades vulnerables en Jalisco, Morelos, Guerrero, Colima, Chiapas, Puebla y el Estado de México. En 2025, su trabajo resultó en una producción que superó las 8,800 toneladas. Este impacto refleja nuestro compromiso con la inclusión productiva, el fortalecimiento de las economías locales y la creación de oportunidades sostenibles para miles de familias mexicanas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centroamérica</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Tierra Fértil</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tierra Fértil</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">está enfocado en empoderar a los pequeños y medianos productores agrícolas de Centroamérica, ayudándoles a transformar sus operaciones </span><span style="font-family:'Times New Roman'; font-size:12pt">en agro empresas </span><span style="font-family:'Times New Roman'; font-size:12pt">exitosas. Promovemos su crecimiento y desarrollo mediante el fortalecimiento de sus capacidades productivas y comerciales, al tiempo que garantizamos pagos seguros sin intermediarios. Este programa beneficia a nuestros proveedores agrícolas y fortalece nuestra propuesta de valor para los clientes al asegurar la disponibilidad de productos locales de alta calidad a precios competitivos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro equipo de ingenieros y agrónomos desempeñan un papel clave como asesores técnicos internos, brindando apoyo continuo a los proveedores. A través de visitas periódicas a los cultivos, ofrecen orientación sobre temas críticos como prácticas de agricultura regenerativa, reducción del uso de agroquímicos, control de plagas y enfermedades, manejo del suelo y uso responsable de los recursos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">OBJETIVO 2025: </span><span style="font-family:'Times New Roman'; font-size:12pt">67% de las compras de Tierra Fértil</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">del total de compras correspondientes a frutas y verduras que participan en el programa.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En colaboración con la Asociación Guatemalteca de Exportadores (AGEXPORT), capacitamos a cerca de</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:12pt">400 productores agrícolas para profesionalizar sus prácticas de agricultura y cumplir con los estándares de calidad. Esta iniciativa no solo mejora la productividad y la sostenibilidad, sino que también facilita su integración a nuestra red de abastecimiento, generando oportunidades económicas a largo plazo para las comunidades locales.</span>
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E5dM1va/LBNy+7t0Twwd8+O6I5sGkVo+7eDjmh+j6GSIZRhU+QM8wLTiOOzRbG/IewDaxZHX3ZGWP8jlVRHcjwwropRlHHG/vaVNM2ouejeBjIaQipTNJflLM++XC+TBTs/ceqF8xd/f0GYVH+AVF4M/W3I2KFZ2+EDkcyMoELGdD/IwO7EaGnAwCjJov39cH3IgjQ3BpIxXhposKaTKD4Mup95PZPhpI1zWPbQmqUxOtlHw97kvHJjuZa3j3oqRhKtPrgvGkidy3Edk3FV9LaACddm0lpMYtG9DWQ0hFRFIVoIVGSzKjNEC6nobOk3kjzbtibbdORgzEqMIIIZkIph0zb/EchgSgVpSBnbjdi8Pkotngx+287625bMjhPT+ehjuhZS8UxAONM8SGWqx7xeUs5NWJueQWpktIxB1QS3bUkzUz75uMjBgoaQqihEqyuUGaKFVGku7l1jno5TNjwLdIUkkC6JTseDgtHVPolUtyycGaUTySJo1HaMuHlS/TS8fN2mLs+Ll7DjlrCMz5jpGC417HLiDa8LH4tulO4knRJpaRCh67Od/fmXsaiz3rvmb4XldDgDGfpV/t4GMhpCKt1Db4fPLuhzU8sZFemKZLwTr+clJp2KNwQpNG/Pzuy5Ta1ROt7fkZTsQ+OfjxIGkehCYgTpN1xUjPYkFbGdLv27YT9ZYsT/2WbC9o1xwtpc363hnp1X6Lvc6lJ6m4biiiNX1rQdWyJJPzNlZFzPg2JCICgfMJKdXxa9yz08H66RlMzf20BGQ0h1ocGuVBs29bqOEVd+WRHs98aafYtAstR2U6RLbbffPso7u9u3X61LteOl6areSvmBgouCVBUai4pUFUpHRaoKpaMiVYXSUZGqQunoM6nMa5lGqNDcMEfblUNlT+gzqdLwvEJzI8U49gdV91ehdFSkqlA6KlJVKB0VqSqUjopUFUpHRaoKpaMiVYXSUZGqQumoSFWhdFSkqlA6KlJVKB0VqSqUjopUFUpHRaoKpaMiVYXSUZGqQukYcKSSkwD8LS9nbYxcXyHhhVwIoonlLBBPV7QdiL+TaFYSWbk7ZUoWc6fcmjD2WohItp/oZclmBX7+18yxndefwLFRTs+iY/zry3+P6+VdF92s0qnz5ffnMOfahcOLdO4pXtF9pPM5bj6mUC5S93bLohnRi7fo+Tq+/ex/5dSRfY47HFCk+nZ4YL9ftSiWFrl35cLsrmXzsvtXL47ZhYu27wlSFx08eSLWT1Yr1P8ScRRVC5Xcdsy2tlgIUoV2OHH6dCSWzDGqjdbiSzPHZHcsnRsLR8Z9wjksl189nxZS8tqNRw6ds/+pAER0/FNn2ustO4prkKwDOSSFE72cvwdh9N1lcUbAo+GanOPQqZPxfh1LNhtVVNuP5fyns8nbN591rSLJPftT4d7tL1kIT9D88XvCgCKVTCmSZfgyRPb64iUHKyqW3RtIJLv3xPFs/LZN2agt6ztL20q5nd+OpJi6c0tc5yUIVZc/am14eZ8Oz0L2P4n7QT4GzYu5avro7LlNa7PtHVVLJdv3Irz8fAog0lFCjknhBYJKEO0EyrKfL5mTrT64N5JdkpDWg/sdPtsfPgZkkBVGc957Vy2MBNPkWKiNagaSSEYZx9aU91VKRe6IPcfb6zq7Th/rzmNH4+98EhMf0cGTJ+NyzbEaSirsvyIcQH4nB8o7ykuXY7kH35dsw1Lu/GD+tJhJxVdMRBdt1xvoAj4aiIqkMKnjBcn24trTdtL2IAnS3Th/SsyjIDGZrim9ONvLnoxAvvA/BWK+IWzzjdnjO+vt6A4RUbs/SNx0/Fq4Py/ds/745Jeyq8NzekuHtPDMXAfoDn0UiJpyKUgKp1lWW8jAPT7cujQeWzYZLZFKYhINkVKFDTkfNNfsHVE35HVwbjngHeeCkOrxdSvjjXr5ui35A25omRx1A9mGJef44PhXU+30BJJKwR8VEDwIL6Bou76C5JNsQ5MtOb9OEjNtTXiAz2xcHbqqg7Fo969C90tauk+ZXXzByKeLzueBT9CFbj16OL6Mu5a1nLMevDyZaLTng5TLkxvoTK8E0iKDv/cG6YJAKTOM7H2pKR6Q31eX6GWSep6hlkhFj9J2h+5P/R3d3D3LF8RluwLRXLtn7/4kKNH9XhBSgS9L2kJfCREryzDF2ANwoXcvn9/ryAyS7oEglmXV8xWSDF5gbZKLvsK1/W8guQdGT/pmzcvwcjUvr+3wwdgd+dv27kX3KL2QF+RB7z95PPvz2mVnPWyJ+R9c0y4ldKE+qPw5Euh56VwkaX6dJGlL97VXpZdiSLc5O5xXU2VCGiPXl5psNWlfyrWP5li4RmT7UlC0tUQq1SgOnjoRl8mAIxsOfVOTHdCzJsVIYttSOy4YqXzJcXQVWC6vlIfhgizrLm96LVJaQtWldJm+OuQy4nG8JLL7CqMbNWKSlFHdoXZ05mVpJJXMfqpSUGA1FbV8ILpjD4s0jsp8WCc9o/1JLdIudVuU9/zxE2IXvH1TPK7/89eBUHN2b4vH9WLlqLLcc6BHnQznRBC6VGpfCR9z2l/ueRKOEk+fk5FQ8xHp5jxfkmhzGDB4DjvDOZRQ0bYF6SpBrub4shy+FFSEdC3eSXej5lqcN6nAQ/elEKu/Wt4Sk3QZ8fQ2GPGto54IL2tB0GHaCejhq0jluDAk6GdeWu1+PcEXpozI8XCDHqR87vmvzoMiRZX71yiwSsM5p9xUmtGP3FKW2eftgXBJb0IwKRRf3LQuSp4j4aXLBZrI4j4QNO37ySB9PV/XknKbWndVkFjpmBtCt5sf2TmW6/QMEMOHqtG1XBedj25HarUPEYqb3sS9ei96FMdLgwBZ+6TK7Kohcz6DdE84b1LpmuhUlF34S+gWiHh/XxkeYm8Yrgt1If6m7HpZf1y9KL6gpLsogSbLXn6/njCsbU28MY2OZMSjTowh91XTR2VHQjdFvBP9lG8Pz7kNEHyhmjp9lFbHkiwtSTXtZ2E76RlTk3TW8eErM8bEEZ/X7D4QLL04o780AHh/eMFptEXKSXhmfx+RfJ+PrF2R/S1IV9dEyiYp6TmTZvsDudQklJCN7YlkBxmfNdszEegCp4SPxv1JyKaAk0a6fTVcq/3TvkCvcp4d4Tk4d0Mlla9Ktt/HgvJ7Uxg5KRREKRy/rS3mtKSw9qQT/SjoO+kh00X+d+HM7I1B4UewJO1IwvtyQ9/eQIrEoiYzHZHuoXnoHriUiqfCS02N3cnL92L9n2/WTQ9kumTM0JhBr6j9aU173UBtRtjWOfYFAtjX4CVdo25VF1XbXBc14Kn1qzqWtDdSzgsn1Y2U/UZGZe7y916rU3l+qoPlG/taLJlX8H4uqE7lqzf0Zh9BHsr5P4b/5Ron2l10TyYFX0aSSMQ9iSSxvq/Kw7DcepImv19PIC3pdrXwIchY7AvfEvQJ1284TWK5XkUDWMhT+VsmA6NZX7zuhxnBl+t+dStF5/jopDDyXTI7PlhSh87E+Kjbc+50jY5jWe3+7p8e6dyez32rFgadsyX2Aul5elZSdLM/1dryqCKOI6+oc5CUBgb0PceiX3VX7xnZ7e9d2Ldom65w3qTy4iRsNT3BrO+m/a9LkydcLs3uLspX4kUhot9epCkCdYzd+JAgKSz3ABkh8/ueD0hTox62oN7mI+0LvEi5PRkz61UtHrmNCj3/ImlzoXDepJIMlS3JC6enMAEYtdENfBkSsBqSF+0LFNlfB+U+/fbl2N9x7J+UXDAqIbl8wUmC9RfI2y5VezeY6CuS1E7zg/VAyg+fBgYDBf0mFVOBL4RCqPaMyg1uUjpnfXAysKXuz8sjSo3y8lZytYzNuekiTNOk5UnE++IdCyiwFGciXI1iOlyScBUGDvpNKpLCRKSuDWFMN9B56CNI9tsVC6MEo8QbwpJkRhjIopikZY7jb8ehqLOv3B30KLWUWdOllVZaRPcIdI9kSHVe++Ul2WDBYLzmvuC8u7+uoHoBElw3d3J259KWs5LL3x6IlhRLBDKsTuuYJ0g3BCQF6/UC6CBqN3MzQXikJnn7a2TtLXwMv14xr09TV4MNpZHKy39b0FPoKgyCXtTQtjVRkU+Kuu5R8vrvzJnUSRbShv1H0e60nWJDRh5quVD4EQ10rel85wvnIhmRV8J8lR1Yrv89jHqKti8L9EvmCH5KReubAaWRypD8e6HLMvHqZRmSJ2UagUyEIlry7cnvq/tUIZ2kSL49tiHN0jAcap3XeoJKVgqCq57AaqyU7qJAHDVqmBF4EiBtLanYdUZv3RDn0kw+uybX9mDr0mzh3l3R/mSbfwn7GJDYTuWIfxvzdCwv4rfpqk+Eh+s6SMFU64aHxJL9uyOpjHJNAzlvvhor/ZSUNt/ow1IGzjGMpF2/8iYKSJG07GSuyUjZPTG4mn4ZuXl9VDGMEN0/rwU2w9pnXw/UrftLoGiz8SBZd6NAoPybHVdSvyv7SV+ACF4wCTc8vExGSJJUPRmTrsrFtVfVOptU5uUYR0nMR9etyB5qXRL9q6bu2Bw/lIcCuYxYTZ4rbuSYtnth07r4gi8dNzTaeVKFMFMoyGM7gxQP/IuBULwJ3KspkLUH93dKYu4rCh+R/CzzjJY/C2qC69Y9Ux8YmU2zcIlBJiRVmFM1eteNpOPCAAi5SH1mjc9PPXs0XS/0m1R0JA+uazwfJzwp21x0i45RBMNjlmJTGx74Z6eN7BKO2x35kOp3QRr5+54wAKCr+VvJfsbFIlKZc+SlmSSmbteXritnhLTM/0ai5gqnhReroNO4rRsj2Rx79u5t2UvhZapbY3veC6Y6/G2g4XiqbfF2sC+QSLwDbINU6Vy8HxYHojoXaWNbDodq5PhYWftJXpJcISdGZ/spXsmFx8fMR2py2MbfScWoJ/pNKl8Mn6eu8JUAynptRdDegl6mrjIXmK5w+aQXeiQVK7S/WecR3N+1pGKVfkcg1ZJAKkRYHKQbXcu2v1gyO3pkklS2tYzBFKle3LQ2jkrpiuxtJJPrNrug+2Jrs72uSbfkWk37mAz++qzx2eajh2KXTvrpOtO9IJW60qqSvm/ssGhAfTgQk4uO8yA86USykUC6ON2gLp5/vWMwQs/etT1KfxKSQdo2bxv9qjW/Xqh793chQTfhkuNvc1lerr/pRtcGfUTBxi9PHxN0pK1xstZvXcw3wgsntbwkes17Q3fmRXOUs/9NQXdEWBKZ1OGKzO+JJFQFlc85Yv53eLG2JwVJGnoWl5r5e3bGKRIj32VB/yFpSJM0/+lcJJBtdd+I7SO2HX3OdSGzWs62cc6H17RPMKu4Oi2sJ90+F6S5Ltq5VfSiX9bL2JtHU5PKS0ovSned/iYZzCWSMLpb0tSXbxmJQe+wjlSp3cffdJZkIrGeQvzuDknDjccAw/Hy+ovtVFx1HNImWcFJGtun7haQyoDHtZA0qcuyj2sa0mFF15WSjpYlsriu9wbp5jz5fWyXzllvNDWpBiuM6sqqeXghUJGqQumoSFWhdFSkqlA6KlJVKB1NTSqjJgZUXhPMAUZIfLXMRzKGGtLnvVLZffh5C4RgiDQbwJmPAfWT4Zk4HhucaRNRzv7+2KQX4/EdVxAq6/lnw/EZPFm7jbhEunx6yoj4mxmC1Zs3h1Gjc/w4jPRM47C2pxGjcPc/rFocvTR5jaZrHAxoalKZimE/8jJNabAoP7Z+RbbywJ7oP9+yZ3t247x2Y6GhPTsSqzi3G/OXyvk/ub7dUKryuhmC4ZvXxlAqZNtx7Gj28tYN0fptKoU1e8Phg5ngCCM4NiP7CjhgYGXbErpu2gSp2JMsYx/j7Mh1yByq67l/zeLsuy2TYoCDc+Tva6CjqUklJwJruLkyFu1nwstDKr7j1psf83L9zYI+NmyfbDlDxgpq2NXpuWlie2jYH6mQzjKEZakmAcUMXjF5eAwUsK/1pNaILesjqUyjkEKk4Y2BkIIyBG/eFq7FJDHDrEniJKlIJ/5o5iHNC1o2WNDUpGLZ1tWISgFdGlIJBrD+J6H70+34W9fDmm6uzW+RMqzirOF+88AguV4IpOKmY5lJYp4IjJ7IJK/EqgP7Oh0QSRpBmRKEcI3WfbLAs4Z/euqIbOPhQ9FL9rNTR8UulpRL0zUko6gbMYHm9BxvsKDJu78J0Q3EVM0vl86JXVZXpHrny3+PE8Gs2XQtkgmJTCSTbCZzSbOeSCW+UPen+1ywd0fMh5AnlclrUunPrcuyXcePZbcvVQm0Jbs5bK+LZJnnIk3yOYbutzUcM93TYEBTk4qPPAXaS7s1EGPI2GeyL4SXm2byeSDk4+UEKpge4QNvYpkSTf+5Y9ncqGib4KVXmQu0PW8Kupjz2M40jHk9oV68XSnouka++Sn8/4qg2JNU/Lh0o7pKJKNbuZbU/Qkji9vNHNc5kT1Y0NSkajRIO5O++Xm8ixEVqUqGidx6xBEOJlSkqlA6KlL1AO4ujXIZaRZUpOoBjJVGcEXrisDrcyCFoF8INDWp6Dd8tYeEEZboFyMrw3UGSE5z1hvmc5JjW/K3/ZgI2LTkLZXGh4sup7u0nkE0Oew5BqOlUSBFnW/6h8PI0aiPE511zAS29TuF7JvS8dsINK13fOe1j3WWDUY0Nam4EE/bsSUbH0ZkckeJeHn/+GFx2C/nlOADpDFdwt02JkULL1MeU+683ITZjkzDcOFNZgE2JtlumAC4HTOyitSRN0K6IFmMPdiJ2zbFcCo2LmYD7r0MqoyZpocmh2szBeMYpmmYEFyHZQ+s6VuGm4GEpiYV248hPp3orSOfjAZFtiW5xHlWMkgii0llLsX8xPmDi89jo0q5PpFqQSCGrs1xBSWYduH7bY7PMtuThpLEcum9a3lLTJFI+rBrIRYL+8bDB6N7LwLJwEcqMXyam3Stpo5sL1ghfy+DCU1PKjml0m85zGWRMwWCBIyPLNZpvVi64eFFC/hMywQL1JKKlR2p2kO6Xk30zwOhnVRPxBCqm+a1Gy39Nk9oLk88n2WSrM3ZtT1KT0AyBk9zlCai+5qLayCh6UklEy8d6rLw8tcfPhDdXnR/pAnrNqk0JEgOQaTL9u2JebZkAEYQ83BycQosjSH4M8dF/Us8HVLppkTQ8CwQ54hgjke/MsViLlEABSu8cwqlMpHs2qznFSEIgn7nukwr6X4/M3VEPC/JR6rV3tdAR9OTipeCOTp6jCRskrGSRLo8XRPdhp6zKEgH6ynzwuWX798buzeSw8tGCPoVrwFze6Ze3hNIJ6sv4gqTp3yTUOb3EIJfFpIJqxLD6GFLUOvaKPKisVcc2BO3od+RVkK2lodl5imlV+KuU3tfAx1NTyrzfsjTXR4r6yG/jB5Wu4xHgZFhfhmQVGnOzv95uxbypHVFsB46f4d9U3oA+3W370BFU5OKmaCZU/YMVDQ1qSpcGFSkqlA6KlJVKB0VqSqUjopUFUpHn0nFAS0NwSs0N4ref2/QZ1IxFj7TtqZCk0O8YX89Jarur0LpqEhVoXRUpKpQOipSVSgdFakqlI6KVBVKR0WqCqXjoiIVvyUpenhoypUgDXQ+6VlvYR/78i8X/dKeT6F42zx4ePI95+2Z98tiD7K8W4x6KuwzOOIPLxpSyXgn6mXr0cPZoZMns8OnTsZSsdyEr549vlekQEoZYyS+VypXtfgDJ0/EFECy6XVX1o1vF/fh9YcOxMwwrietk8fK8u4Qs8r0seDThULTkwpZvLR9J4/Hm1T9XFQNN16ESBXfb1s6p9sgUF6fSoOorK4hJTLtOnY0Vlz3j8syyVW7rwr2zulcqeWzzah2r70SjuNlFMG1ShGZP+5ARdOTSgCDauiahGO+9ji3FdYJ4uTD/sqZ09nB8NIUUSo6hu35k6dy/dIpCkjQhb0xkE1ghKx4mvov+awvyLP92JFIKCR0DK2IVDL/uaYiCN4ocmUeiGh6Ugn81MT6DRlzbmSKeD+BoxqCFU2kymeViCk8qyi3ggJDJJ4mv5VldKgkoaR+1M0mSVdEqufC+dOywYymJ5UuSROO3lX3Jh5Po7tQimvXC8PSlFIjMWrXAykiykZT9Qo5xRZuCTqcUmqU8yunjKhINdjhRW8+cijenJD2om3gM6Hb006FbjBfcR6MzEQXa0q55dfVQtjWqdC90Y1k3hNbqIQbfcz6ilQFGzcShukpiWt/QTIZaWm6ra5GeNeEbik1OQ3y60gYIz1NJfr8ulrQ35LyjyjOl9eDekMqXaYg1lSJKx++NVgwIElF0ZVDkwLs4RZt01tQfjV5zotsUl46CZRaSjKbICnHsTBi1ASU5tfVwodAGdeUw61d3xOpmDtWHNib7QiKvUKTuk5JQkRN98bkMVAwIElF6VW02ku8ORDrQ+cRu/f5aaM7FWjZhulM6QUJSSd9jpw61TncF86e339IGOWd7ljbU4V2EcrqImu6vdr13ZHK6FO+Brkd/rhmcYx83nL0UDjzmXj9v1gy57y8MRuJAUkq3qUy8v5wwbQYck5i5RNh9AVGauxLdJ0zASSJsHddjZEZexMvR3qQJmtwfn8Zi5kcNATNr6uFvFOMlJqQ9dr1XZHK6JItq9ZkQEoaNWokFwt+fv1AxYAklS7omkAmNiW5y+WCkmtAEoyi7XuCbk+KIIk18m1NGKXJVfC58II1tFL3Ob+vF3vklZNx/fU9pJ42MtzSMTBQWLx2fVek6g4fGPdsIFS7Tpdyvg90DEhS+WqNpCTVNyyXC11eKQToL7F0eUZjKsSzF5kmoRRbTiJqDJi1xYVIH7qO9tCapWetq4WP4GiQfAyctd0o9IdUujwpizRpiGql2UDEgCOVh0iXout8IXQ3sp9ILKaGDPGvayxTaTVC9LI02VnS8D/BJO60HVvieknR8utqgZztOtDpzlIiefSHVO5VvipNUrTBMBoccKQikeRnUuD64dZl2c1BiTUSVNZDxjlEK9qvv5DyR0pF7TddmAzk/CR9KMwSkxVt88YgBaWA1GTnK9qmK1J195GYpDbNoz3TtrrUD6peGDCk8rBIJEZD3dKPF82MOoph+uWhW5Fw1WitaN/uQJ+yf9HIyUjQkF2jC6UEY+2Jx0ZmEsP67cVKQqYtDCO0lPszQZdEMUc8Cr8PI78+oYhUbFK6Vfaw2u0ZXmXZo+sh9Ndmjjlnm4GIAUEqL6VdQo2MOhSJ1NV0SF+BlAjB7YUu9eEJz8WsenJrJsPo8fAAvhe61bSPRGfahsOvTtswczBsajLyqXWD6GxIEtUiEzy5fmWXXVQRqRDZyI7lX61BRS99BKp2mQBHVP9Gbl7f7zi8RuOCk4pOg1AeMkX6lg4JVbRtf8CQuvpgu+0offGmY1LTtShylO9WpoXuS0MA3aNlrvO6oHwzTKaWPA40D1F+UIp9Ok4tikhl+zHb2s66JiRKDeGZQAZTvZsLSiov8ptzJkYJxXAoLfQ7unF06w+E6bPKPxAUfYo446Rybbq9O5fNjZW1amvJeOGHTp2INqz3hPX5dSTL71ctiko7O5ektCaS5ews8l7Iw75/Wbs8eyR0aXlF/g3h3hWj5CXhGo32/E/quZZUrXSw4IKRyqiKhLoyKOW+VhIq6TD1BCL3pOx+JbxgskIByO7SOvbmWP1BPY7ZSFwQUlGa812e7megFJ+m2POv4mrs4RRtU6F71JVUbxn5ZPRVYiFnDGRjoogb5ZFQujzVQWtHUxcSuiJKuQcz2CXGhULdSGWIfGvQkQzHUzdBGkk6r16xLo/ZoBFd3vnCaK5sgjkmid2MtQHrQiqjt58EwsgMzCL+1ZzrBh8p83AqLwwkCdUVmDv+tHpJdtnE/k0PdQXpuCnn7FupfG5fwJZX5MozEFA6qd4VJA8dSVwd5ZtxT6UE3V3a5p2jn4p+3Lq//L71gOrtbFUMmn773yiN/cnfpIX1bECkhpeV9jHqIlGm7NjcGRRhmXX5kZ4u0/GSUp+OyQyQl3CWk+DO8XTb6hjl852WifFDswyB03XaN7+//0n3ZFowUr5+3uTOkSHd1HGcw2/Hcg32KVvK9oRSSeUmfhqI5KvWtaUHxEr+xdDl5bflyqKqVH5Z2dC1qvYwZ/e2rGX39uz9456Nfk7i71TRUkfmqQ2ropXcvJrJatuP3LI+rjesv3TssE5SsVkpgMScYDv3q0QIIyXlXtkQrjLqzvgNN85v92zwLFSDWLRvVzy/ihJ0zZe2rIueEdPD8TgUMldw8FN2RGQOqY7wD61ZEq/TMn9z4Gs9tL9zGsv8oBjG5ze2xo+WmcO1Og6Dau2zqSdKIxUJpfQ+QrnRJJq52PqNRObv3KCvyBeka6w9TplgD+IrxV/Jy/JSH1u/IkbYkAyIds+K+fFaBUhcM3tCNG6qrkUSPbJuefa7sF8ilboy5gfZvVTA0oUj3lXTR0eJ9rtVC+P51LYxslUgKXXxbHHIqJqXZc6HVEq6sXFtPHIoTkhfFf5eGQj38Ukvxr95gt4UBjgIQhqSipeOHRoNrcqdWKYMSqoROKxtTbw/hLt80guR5G8L29Q+m3qiFFJRxk2tmF7gUJe6NYGV3w8PSl2WG8MD8CKV1fcAGDmvndNe1qxemLpzc3t9mfCgeVLevmROJJVRKGIjiQlq3Z6XpjtSVyZ1bUqpsWYjlRe/6cjBuI/jjdi8Pvp4kUZ8yW3/1SC1nIeUnhwkH+nxnTDStc4U0bMb+cm3d0+mgvKkYpR9s+cze1zWduhg9mw4h/MgL5IgrP0S1Li5IXykiMsAm6ZwEE3pODqb654bro/rUH7feqMUUvkqb1k4Myrnqct7/7hhUbf6RCCUG/USLedwd9mEF6J7CymWP07ZeGTtiiCdlkUzhmqiyIxUXqbr0d2QSnlSsU99OZDDS1KqTRCpWnzm+F7e0pbdHX67R4MRlbdIqqtnjYvb/zmcS/HHZC5R+k1BSTqNKZoF4QXTe1jWeYjmSaXokY+Ov9fKA3tiV+w8fLQQEkGRN0qq8GxJXc/X8RRJShPxum6E+mjYz30LL9MdFz2feqEUUnloRnpJSfRA3LCD0ykSoTxskStGPWxB+WPUA5TaEUHS0EVUyUIa3Z2IGdfEA8A1IhUJg+gkxnObWqMuIiCCFKYU0798IHQvL5huQwIj5cxADLqSaRbRxFyVdXW2SdKY9PvdykWRPHSvsdvaousyieUaSMDky0XqCwubF67BsQS83hfIYZn7cEzXuiSck1T0oTqf6Z2HA4GQzvHVGJwXrts15p9LvVEKqfIwp+UL5RN1QxidpBn7T4ffHsTXwhffCELl4QtOlam6w/uCIu/FGf3Rs/KjpvxoT1HI9KGA7Wqd+4zGUpdUuzy/b1ewjW3zy9xD/jqcM33I/q89H0mVnn8jUTqpSKF7ViyI/X16eETzNXPGR50DoZJeMdCgy2LtTy+qQv9QOqm8ECNB//uCSahvzZkQ9ZTaSJUKzYnSSZUHxdiXT0JVhLp4UFdSGcqyUbV3ecXbNCuM6JJ78sWGupJKF1ir8F4McL9yNxiYFK1vdtSVVBcabwijoduXzonWZ0bZFOD5qTBwMPQG9hwwNDe5y8wg7tAHgRR+3xuG80wFXwsSlyuPqRPWbplkTPPo2m1PIrPCs7ozEdjfNI/jsu5TBcwPirpmoHxwzdI4dVR73YMdTU2qXy6bm43dtjFODTEAbuqImGFn4m/OHjRt55ZIOAGjppH+sGpxNnzzuth1M4jSB80XIs+D4RiMlva7JcC0jqmmpft2Z58ID1I1eFZ4uREkSbtu7qTotozMgmPZvm4KpFx1YF/03Ph2WM/WVXTtgxlNTapJ2zd3Gv54S0hqxnC46fChmGIx5VMgzUZt2RC7rSsmvRiNhuYKGSqfDmQavWV9nAT+W4cUcjwW9d+vWhit7QjJ2ZDngXWk1oiwDzJJOvu6DtuS+EHGThPcE7ZvjBIsRes0E5qaVF4yacUIqCtqO3IwdlXm63RxJoZNFZFQsq3Y5z8mDo8SynQMy7qpGBPSuim5DITi245VnKXdOpZsIfmIyTbHCMnKLoxr5cG9MV5RNM5d4ZgPhmOYbqHI84F3TAZNRMxf+2BGU5PqA+OHZbN3bQsSa1OcExPnh2BiAE3B8Ch4MkgiE8O1pEK4+Xt3xEndx9eviFIlT6rnA+Hs+9SGlbFbRU5kHRqIbLpGHB/did7l/NIYIZ+sfaSbY7m22wLxzONJnZS/9sGMpiYVJfnT4V6449y1rCWbGLocy7mfcEUxByirii4ohUyZsGVf87cuzsvm/qz7vGTsM50eCXypTDmZAOadQUK9q0OZl/zDXCiHPJPC9Kb2YzwTJRK/rK/PHhcn4o2OXV9yvmsGNDWpkEM3RILwSECgou0qlIumJhWQIKTFxWYru5BoelJVaDwqUlUoHRWpKpSOilQVSkdFqgqloyJVhdLRZ1KZnWdVrtDcMO3UXRql7tBnUpnmYFWu0NwwY9Bf217V/VUoHRWpKpSOilQVSkdFqgqloyJVhdJx0ZGK14I0Rm8NyIeQ1wv8p4yYeX824nwDARcNqeSEEhUjOEFmFyVs5ZES0NCX1Iuc6Xh28mOXsUU2l6LtOPjJvrJi/55Yncv5eIg+07YmVooYqKH/ZeCCkcoXzNuSFyRIzlUvnycelhs6Soao0uAlC1ZI1ReUBxEZ09P5rb9/9aK4j3Yq7F8Uec3zc11HLRvVG9L5UoVU5+MX36w+XnUhlYfFTTZmW+ki64i8Sr70YeGrl8Zn5JYN2T/VZE4pAyRGKla0MUgmCc+EaXEP/vKMl6M/ukT8244diSmQio6RwAXZ8wF1aIpIJTWi7HcaP3XZ8dL5hH2JytH2nzweJVZ+32ZBXUjlQRP1vs6JOzZFgtVuI++TYAT6zZDw0F/cvP6cdDxlQEgV0hw6dTLebO36SLqD7aQTCCrqpXYbYGFGFpJOIMSe0IUWkUqEjW2cT7xhrTTiDy/znSZQNb+uWVA3SaV7E9UrcLOomgNSiY0jzQQE1ItUkoRpkoB1FQYld6dG3xIUUbveHJiIF+QUCSNyZncXpJqwvb0gpf/zy/MQDa0pxk2JL9pmMKOuOpWXIUL3izXhR7oRkb3jt23qJJXABCXTSK78tucDJCIxNaQo2gbE4GkqVhWljBT5cuSVU7GWMf2PZC0ilXi/JfvbpZCK7flj5KH2jaZyVpH0HOyoK6ngzmUtMYCS9EpdwaOhmxHhorSIFy9j3L2rFsZoYWRL2+b36Q8cWwCpluL6iiBtdWqStuXXCbMS2axLM3tvWVekYjKQplETzZyW18I+mmMKhy/aZjCj7qQSN7c1SAtKOfx8yezYzYn+/dbciYE0j8SXL0eoUv8iXwR52nbmrm1x+E6aFR27N0iVR73sonSJzo1wqcl/kNaxablOTcKNtH9XpILnw6BDi9mGC6Su+xVIqiFV/nzNgrqTSkAne9BV00ZnV4ZuL+Vsiop60KMEWYrklWNA3WSKspzrtpVhhUQ7n3p3iGuk5gX+atncswyQSCO5LN0mlW28IUjPtF72YGYAo7gP5mIGuyOVRLlMFc752xULztITEVj4PZOC6zkTUFQVfrCj7qRS109K5o9NGn7OOi+HRBIWzoendr08CHKI1y7vC+TxlPdAQxDnU5Xi5gXT4/IjYZRGn0MCLeWUQn7dHuLIX5rvhrsjFdIa1WrIJWtwPN/C6dmosNyokFnhaNDREKuresuDGXUnFdwX9KW7V8wrXGeoDkXr5C2/poSHbhjPcu6FpoZCqrw/ELoiA4ckqVR2QAzJMzTlOEiY/PG6IxUwoTy1YXW2v6OKvOb4JNRfW5fHggCMoohcq8M1AxpCKl8/80HRuq6gy2PPKTMpmEwvlG22q/YqX+3H1gVp+8NLJ6FIzSOnTkUiqBnj2vOQcN9z0n0xnlpmQJI/F8mmCPiPw3nkbk81eyxnTddIMlUx8vs1AxpCKsniVx3ce84X3x3iPkHZLVKuy0ZSxtm0jEQTqfrSdKVFxy6C0bC258SxppxkbgipkAmpZKyTQa43MMf2bHjZRccrE7qyVMFdCX+SxNSS6g7SOBbBPOGBk8dj93XbkjlxmSwvRcevBQu+mQZNesiibQY7GkIqMAViUlcBot6CkbDoWH1BTPETJE+RvcuQ39yjbk46xd7OxSFidzqVGYSi85G6cn1qFPVP1uE5DwQ0jFRCfh5ftyJKrd6i6Dh9hUFAy57t0e2FTsWUQVp8cfrobMK2TdGqbRRm+F9EhCL0RCrJzVS9kqA2nY9yLtGac8H9qxaVdo8DDQ0jFXeQlt07Omu29AavLcHnCKk2HjkYpdHhMPrbdexolErJDcX9Mlv0RbfpiVSbjx7qON+pzvOZAtKc95G1y8/LoDvQ0TBS8XxUwZOl2Wx/z9gTM90VHasvQEwZ70woK6zIxYUxM1XLYk54bcF+3QFRmRxU1CrKLszFhQXetJPzbQnnM+hQ0YsRuLcScbCiYaQCL8OQvbcocpnpL3Q1KRCW3YqkqOfLrT0fI2yzkymhoaRKMFIyFVP7kHkr6CYp1/nlFQYXGkoqJFIM8aXN6+PEq9L8SZcxzzdu+8aYxVdZWIEJtftXGBxoKKlYx3kdIBKYI+OnjkB0FCVpzeI/GMhGDyo6RoWBj4aSSnCDQtfSSsPLWzfEkRR9A6lEvOj61HEpq+x96mKZE4pGar2BrMZSZte7W07XylGwaKJZSu0yKuTXW7drePfHb2rqjs3ZpAC+VclWo/D1tJ1bY3kNk7z8qmr37ytIQAQlFY3yrm+ZEpcjB0U9kYQF3XUYGORNC/62TBiWaZgkYX0Ead90rPx+jmW5ZfkBgfPYN22bzquMLX1SASTrWPPZ9dKxfICWXxo+wDuWzmnfJ+wL7cd/9VocP7kK+W1b7jdMNJYpmK7+TrqGdP22S+fzO23fH1wQRb3dIHiulZvZgTU63eD5wMNCKPF2/vflm1IxEuNaPCGQZGjQ3YxI/7B6UaxFgzjq2bgGhksuMapD/KV1WdxeEn7bsPZz7HO9jiXp/+ggdVOedhJRgSVdPVcbk9eiaZgwpoTjjwg6pXP8cfXiCFXlSeptR49kiirxRDVB/bZwbc7NNYi3BLdnUzvKBz8W7unJDStjwaa7l8+PHqr0UT70/OM/EAZDdyydG6eexm1ryyaH85LW9NUtRw7H5Yj8TNvqbGK4p0fXr8jeMuqJWKqYqcQxmD9qn2tvcEFI1Qgg7DdmT4i2MS/wxtBtiF5hOfdiLPNiFDtCHr5OJIGyIF6oZcjAtMGB0MvyMj2wj0x8Pms9uD86F7Kp8XZQ6t+2zi0sS8kS2yoQsDpsoxIEX306pBf2w4Xt/lxUAC+b5wJCCxZRwk1dnQeCbvnYupVxct2xhJTxZKVvmq9kDzOKXrB3R3b1rPERnCKRGdGUOWGfc07l6Xhn3BSew9hwb0guKujXy+bFZ4HUIoHY1q6YPDx2wZdP6l8IWdOSCj4zdVQ2PXSp/uZoh0TIwwg6d/eO6Fpzf5AUpExy6/354tmRdDxOE0kEoyKC36zhCLbt6OHoX+4FOR5/LTqh7ZHqsfAS/Q08XHmU3h1eKlIwhOr6lY1T+s02pJOCSf7mrYrIpOTnwrnTcZR/S6RyH0nSI4zjkcRTd24O97UrSkDLVe6yjdE1v3lSlNSzLwdCH4VnsWzfnti1qizmgyFNETaduy9oalKRLB4YnQOpSKrHw5dPEuke6W3C2JGKZ4R9kMoLQUb+9dybbw8va0ogkrp/1tFHvBAvl3FTN2gkK8zdMZDKeu7R9BMEtR+SvD7oQSaVkWBMkCK6NPtwqya5vGykEh7vBZMe1AHTW1dOHdFJKjMO5hTpS7pUeqhzurbfrlwQz4fYXKId//sdpFLoEsktI42RzjldJ7VkSPhw/P1Q0O98QO6Pzmf73qKpSUV/En6uGzBA4Cnhhufs2h5fIKJwIESI5BGBVLrIG4JST5IhnG1Jqu+El61gJCki9Oum+VMi+XzVAitSbUGkSvty4qO3UPaXhWX+VkcQqaxP+5CCukxBH9fPmxwl36fCe7C/85NqV4drdc1IpZsi2ZCM1HJf3LYdP5HYR6RYpuMnUumq7es8umNxmaaU6GYkr+M77sJY8HJq+1RUH/nQ1KQCXzOdwpeeKlWJLRS/50UaQSFfGu2YWrGedFM1S70/I6p3hK+YxFCyzX7vDF8wSedLphO9O+goqTtCKpPUukMvkfSwju7SXl3rqXgeg4R8UAfF+b3jTE89HhXvdK26IfdhW9IEqXRh/uY5mqazDH7oQo5Perpfx7KO9En3T59yHn9bRu+7JNwT6W1w4DeJ5X6dN40Ue4umJ9WFAAnznZb6hV4hkpK6ResGAipSVSgdFakqlI6KVBVKR0WqCqWjIlWF0lGRqkLpqEhVoXT0mVTJ77pCc4NhNhlz+4o+k8pclfwAFZob35uvNFvfLOkJVfdXoXRUpKpQOipSVSgdFakqlI6KVBVKR0WqCqWjYaTiFPfk+pXZr5a1REf+/tpA+gvOaH9buyJGRosoedPI7iOg1ZgRcWJ7XpJdFQ3gKPcLrsFb27KFe3fFNEI8NeU5HTK23REOuBFLde143eH/ls+LznL5cww2NIxUn5k6IvtzeDnsXHyfRX5YzqtQOBQfbd6KtfuVAS9X7s58Y9wr2hZ4ds7ata1jyyxmvktBDXl8c/aEmME4NQ8yZR3W5u7Zkb1pRDsZ+ZILkOipzdq97Sxv0MGIhpHKS+QzzaDmQYtRI70eW78iSq+/BqIlJ/0ywf134d6dMV/U8fDCU+uKVLbnQ64hiFZEKmmOZBvW+Kv/YvHsGGjBn1vgAp/v5Qf2dH4oiVSvnDkdYwxvmDe5EJKxNVqKl42G6lTi6IQR6UoEIszfuyOGP31rzsRIOFNARfv1F3y3FQZAKERx7tSKSEVCKeNmewEBolK0WlLZV34rTcCD7jx/HOC/Lvwq+Y8nUkl69tmOYIdmRUNJxfleSJCID6kKxdeJcKGTeFFl6xL0KASZHboUQQeCNFMrIhVJ42EoXyKQQd4CrZZUImE0if0lkc0foytUpCqZVAIihXMLBYeHW5fFCFzh48M3r4s1aSynEP9CaHpJuhVS6YZEqfjdG1JRsinffheRSgzc5O2p/Jo4vd59CBWpSiSV2DJk8VJSLk/ZX+4JXcvQQCxxd7o9yqkwKuFHFHlhUUXH6wtIvrzy3xOp3hzOnx/lFZFKKNO+k+2VHH6woD36V1dHYsnXoDtHoHSMhFpS0ZuEQMFg16FqUVdSqfcnGvdfO7783kJiCQpr0brzQU+kqkURqeQvSO3z00bHmjMbDr86AtS2HzsSZ/qRLR0rkUo2ZDkMxO0p7q2rfWaDj2vCWdsPZtSVVCTQU+tXRV2qaH1XEIn73TrEzZVBqmvDoCK1R9euiHoVpf5vYaAhewsTAz3u1JkzMUw+uY/kSeV488M+oOqDciTMEMLciyqjDjbUlVTIJOVOX0d1asWoqlC07nxQBqmEgqd28OTJmOtAt5324eDGiKkxSdDTLEcuo0kS2DakEsjSIuf6yfDcEUu4emVS6AYeDqu08PGi9UWwz+9WLsw+Fi6saP35oAxSGb2mxgxSVMibXiattibzSu36WtD96JeacwlLL9pusKDuirru4rq5vTdqsutIJFa2zQrKIFX+GPJF1e4DPoynQ1eoSRtEGS/aLo+kq+k6/V20zWBB3UnFPuQB97Z6g+4ipeQpG2WQKhXx1uRMqN0HkIoNTtt4+GCvSCUJR2qDva5y3UkF94XuzPxe0bpa/LV1Wd1q4JVBKjavncePxuVK5dbuA0gkM51m/q83OhJzhEavSnrYYEVDSPWeoFPRGXqymHuY5sWK1pWBrkiVUvTkt4UiUiGIGQFNRr2ika3ikeoya7LnWSbbsrnO2m2BLU3dHs00UW8IP5DREFKBmsUpVWARWL91k1xOitaXgSJSyQMlL+aG0E1JDJbfvohUIFGZyWSTw65ZrlDLSSjZ9xbv2x33k5czVT+9N0hrNWp07fJZ8c5gCJYuUa5PEgq4vvRGsg1kNIxUFHCZdvNzZenhkRRyb6YUifVCEak+PunFziqkssblw5K6IpXrZtxkHadYI5gJ5vWHD3RWy1KfWZeW7lE+KeVtbX/klVMxa7LqWpZpClLKSVpkjR9saBipgH3GMPzmhTNit8Amc/OCGdHtRXbeen+hfLaMxoBktEz3JRenxtEu30V/ffa4SBbzh0VdktGf9Iy7go6l6LcuT9Ws4ZvWRmmU3xZZ5ductGNTJOneE8ci8fxNUl0ze/ygl1AJDSUVsOHoIvgdfWTCC/Fv6QAv5ANllFR9/falcwvXdwckZMA0EFHZlETrbpKZXcvHpVs0IJFSsTejw8GEhpNqoIEPFWmx+uC+Qa8gDxRc9KTSJep+e+sXVaFnXPSkqlA+KlL1AEN+D6loXT1ALzOZzqZV9nnps8qZ6PJ/uODs7MZvHvFENPtwV8ov7w+amlSUf6AI50d1fqd1fltXqyynZRLaMy3k11PE077+T9u+/qXHsjuWze00iObXpX39/bowEqxV5tuXPxI9NIyQ1b1xXussB3+nc+eXJfhde672bdvzuA8JZDLiZmdTAMmgwajUOpPYy/fv6bz2V6/z1WPZNn/8rtDUpOKXxf+dp4BpE7+NvLiaKP7DLmaZOMBhba1RKnmIlg3fvDa67aiWygRihJjMEOq8mPeT1N8MgBqGD65ZEgM71KwZ2rYmjgjZsqxzfqNDL5V/mWWqVaWCAEqxsdK7DrYqpOIBy86lZg1XGk59zC7yszOgDgvnsMwshBdt4p4/lnOrXsEuyEHStio4eA7mYf3mnaoqxH0rF3Wuu3Tc0E5SKfYpdsAzuyXcuwGMsiJ+m9PMe8cWoalJ5QG2hlGdWX92ICVF1P1j6fbFfjk8fOU+/I9QSoTY1lQJGxVzx6YjByM5Fuzd1enr7mWRKP5HAqQgWbxML+aqIAn4XZnGMQDQ1fDwdD1Pt62KNiyGWIZO3hjW3bJoRvbpqSNivKHj3rZ0TiTsxG2bIpmYYJCdkVgNGmQiyZzPPQlibb/PCbGcyEfCORhnVQkzCa50iKkidjW/9588EfafFo+zKNzbTeEcjmWGIRHNfc3ctTXWIVRHh+mH+/dFT6r8XKKXfOviWbFKlFIbN86bGmvAWEdCKTLk6x+xpb0gEFhfSyq1bpBKRHJ+Pk8Jj7l7tkenPbMHXprliKPGjPIiXq7agYimu7pkzNC4LklBU1mIilSmdviWLQ0kGb5pXfRtV5vwztDFpnOKaeTTLw7Ab/ehRrVSdKSm41pGMiFlIhWypC74gUBUI2Ckel+QsNyhGXwZhRmKxWUuD9cwZceW+ExT2FlXaHpSKSpknk0gxYr9e6Nnwfw9O+OL1/0p8OMh+a140K/DA5wfXoBuwH7Wi1H0NXNPsdwLQSpSJXWZasAglVhGJLo3dJcIjTi6Qse8LOxv4tpLJTUvm/BC6I6fjtejy7GtfZKkQipzoZwcKdFCzUR5I51t3x4+DB9Ie5m3tjjdRYogKakk5tF2RaSyH1VA1+lDUvfP80Fy5PJsdHu6bIEqrhsvSPNUHKorND2pdAXE+exAADqLgkMeMBJ5+fQEX6WHzZPCSxkZtp8RfotN9PJ1MzxYSQUVqzYfORxJpQvzkFXhMsVDZ0EeYV66TqTztVumMhddzPyil6i7EhDipfNld2zTO8ircKTuJxHMNZKyTwcJ+afWJeHl78lGhGUkpZJspK5ilCSJrpQOR98TkJEnFT8t90pR3370SCSibk13evnE4dHXHml/HLpi9+U6fVR3LW+Jz0f1sJUH9sRnWPS8E5qeVGAI7UHwCfeQfYEetG1IKRHGkKJZLLtsYnuVLToGKUSp/njQMd4XJIqXaBvH8PKUwfXVp990DyMlpCW9jKyclyRxno9NerGzuwOxhMLtTduo+8wVhkS0PzgeKemcur9fhu5PLWTVwVItPtfoN4XbtboW15TO4Z4td30ksP9JH1VWk47kXkkm14rwyGHayXMhLT8eeKF6WHp2XaGpSWVEdG2QJkXrBivUArw6DCKK1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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: Impulso a la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Producción Local</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A través de nuestro programa Tierra Fértil, reforzamos nuestra estrategia de valor compartido al apoyar a Willians López, un productor agrícola de escarola en Honduras que ha sido nuestro proveedor por más de 20 años. En 2025, facilitamos la construcción de un invernadero con malla de 4,000 metros cuadrados para mejorar la producción sostenible de escarola y lechuga, aumentando la capacidad de suministro, y reduciendo los riesgos climáticos y el uso de productos químicos mediante la agricultura </span><span style="font-family:'Times New Roman'; font-size:12pt">semihidropónica</span><span style="font-family:'Times New Roman'; font-size:12pt">. Con el nuevo invernadero de malla, podrá garantizar la entrega de 500 cajas adicionales, alcanzando un total de 2,000 unidades. Esta iniciativa benefició a más de 30 trabajadores directos y más de 150 indirectos en la región de Azacualpa y garantizó productos sostenibles y de alta calidad para nuestros clientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Walmart</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Growth</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> Summit </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En mayo llevamos a cabo la tercera edición del Walmart</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Growth</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Summit </span><span style="font-family:'Times New Roman'; font-size:12pt">México, una convocatoria abierta para que empresas de todos los tamaños se unan a nuestra red de proveedores. Obtienen acceso a millones de clientes a través de nuestras tiendas y clubes, así como por medio de nuestros canales de comercio electrónico, incluyendo nuestro catálogo extendido y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">. Este programa crea una oportunidad única para que las empresas se conecten directamente con nuestro equipo de Compras. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante el evento, organizamos siete sesiones de aprendizaje centradas en temas esenciales como códigos de barras, los fundamentos de la cadena de suministro, logística y el funcionamiento de nuestro ecosistema, ofreciendo una comprensión clara de nuestra compañía.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: Flor de la Paz</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">: </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Té Orgánico con Causa</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Flor de la Paz</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">es una empresa mexicana dedicada a la producción de tés orgánicos mientras apoya a comunidades vulnerables. Nuestra colaboración comenzó en 2014 a través del programa Pequeño Productor y la fortalecimos tras el</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Growth</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Summit</span><span style="font-family:'Times New Roman'; font-size:12pt"> México 2023. Como resultado de su participación en este evento, la empresa amplió su surtido y aumentó el número de productos disponibles en nuestras tiendas. Su experiencia es un ejemplo de lo que supone un recorrido exitoso como proveedor en Walmart: crecer a través de múltiples programas y canales de venta, evolucionando de ser </span><span style="font-family:'Times New Roman'; font-size:12pt">un pequeño proveedor a consolidarse</span><span style="font-family:'Times New Roman'; font-size:12pt"> como una marca con mayor alcance e impacto.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: Limpieza y Frescura</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">LiF es una empresa mexicana que produce un cepillo de dientes masticable fabricado con plástico biodegradable. Su producto llegó a nuestros anaqueles tras el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Mexico</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Growth</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Summit</span><span style="font-family:'Times New Roman'; font-size:12pt"> 2024, comenzando con una prueba piloto en 60 tiendas. La respuesta de los clientes fue excepcional, lo que permitió que LiF escalara rápidamente. Hoy en </span><span style="font-family:'Times New Roman'; font-size:12pt">día, sus productos están disponibles en más de 1,300 tiendas en todos nuestros formatos, y la empresa continúa expandiéndose hacia nuevas categorías. Su crecimiento ha sido notable: en solo un año, las ventas de LiF se multiplicaron por más de cinco veces. Esto demuestra cómo un producto innovador, combinado con el apoyo adecuado y el acceso al mercado, puede escalar con rapidez y llegar a clientes en todo el país.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centroamérica</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Growth</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> Summit</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> Centroamérica</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En julio llevamos a cabo la primera edición del Walmart</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Growth</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Summit </span><span style="font-family:'Times New Roman'; font-size:12pt">Centroamérica. El evento fue creado para fortalecer nuestras relaciones comerciales con empresas de toda la región y reunió a negocios provenientes de los cinco países en los que operamos: Costa Rica, El Salvador, Guatemala, Honduras y Nicaragua. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante el evento, realizamos siete sesiones de aprendizaje sobre temas clave como códigos de barras, el ecosistema de Walmart, logística y los fundamentos de la cadena de suministro. Estas sesiones se diseñaron para brindar a los posibles proveedores una comprensión clara de cómo trabajar con nosotros y prepararlos para una integración exitosa.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Summit</span><span style="font-family:'Times New Roman'; font-size:12pt"> también contó con la participación del Presidente de Guatemala, Bernardo Arévalo de León, quien destacó la importancia del evento para el desarrollo económico de la región.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Adopta una Pyme</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Desde su lanzamiento en 2014, el programa de aceleración empresarial Adopta una Pyme</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ha apoyado a las micro, pequeñas y medianas empresas de nuestra cadena de suministro. Este programa se enfoca en fortalecer la visión estratégica y las capacidades operativas de los participantes, ayudándoles a posicionar mejor sus productos en nuestras tiendas, clubes y canales de comercio electrónico, que atienden diariamente a una amplia base de clientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">- En 2025, se graduó la</span><span style="font-family:'Times New Roman'; font-size:12pt"> onceava generación del programa, con la participación de 55 pymes.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A lo largo del programa, ofrecemos una ruta de aprendizaje integral que abarca una amplia variedad de temas, desde logística, estrategia, requisitos operativos y de cumplimiento, hasta una comprensión más profunda de nuestro ecosistema y sus mejores prácticas.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Hecho a Mano -</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Tradición con Propósito</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Hace más de 20 años, en Cuernavaca, México, se fundó Hecho a Mano</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">con una misión clara: combinar tradición, calidad e impacto social. Guiada por su filosofía de empoderamiento femenino, Manos de Mujer Mexicana, el 99 % de su fuerza laboral está integrada por mujeres que son el sustento de sus familias y agentes de cambio en sus comunidades. Reconocida por sus galletas artesanales elaboradas sin aditivos ni conservadores, Hecho a Mano</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">combina el sabor auténtico con una producción eficiente y escalable.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2022, la empresa se unió a Walmart a través del programa Adopta una Pyme, integrándose en nuestra cadena de valor con productos únicos y un fuerte enfoque social. Desde entonces, su crecimiento ha sido significativo: pasó de estar presente en 168 tiendas en 2022 a más de 400 tiendas en 2025 en los formatos Walmart Express y </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt">, mientras ampliaba su portafolio. Impulsando la innovación, Hecho a Mano</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">también introdujo galletas saladas de jalapeño y chipotle, un producto pionero en el mercado. Este caso demuestra cómo Adopta una Pyme</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">no solo acelera el crecimiento de los proveedores locales, sino que también fortalece la resiliencia de la cadena de suministro y genera un valor social significativo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centroamérica</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Una Mano para Crecer</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Este programa está diseñado para fomentar el crecimiento y el desarrollo de las pequeñas y medianas empresas manufactureras en Centroamérica. Al ofrecer a nuestros clientes productos locales de alta calidad, fortalecemos nuestra propuesta de valor mientras</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">impulsamos la </span><span style="font-family:'Times New Roman'; font-size:12pt">actvidad</span><span style="font-family:'Times New Roman'; font-size:12pt"> económica y mejoramos la calidad de vida de las comunidades donde operamos.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Fall In Beauty</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En Guatemala, la vibrante pasión por los colores y las texturas cobra vida a través de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Fall In Beauty</span><span style="font-family:'Times New Roman'; font-size:12pt">, una empresa dedicada a crear piezas únicas con un firme compromiso con la calidad y el desarrollo comunitario. Al centro de esta historia se encuentra Begoña Leal, una emprendedora visionaria que transformó su amor por las telas en oportunidades para mujeres y familias. Con solo 21 años, Begoña asumió el liderazgo del negocio familiar y reinventó la empresa de su padre para convertirla en lo que hoy es </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Fall In Beauty</span><span style="font-family:'Times New Roman'; font-size:12pt">. Gracias a su determinación y visión, convirtió una pasión personal en un negocio próspero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Con el apoyo del programa Una Mano para Crecer</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de Walmart, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Fall In Beauty</span><span style="font-family:'Times New Roman'; font-size:12pt"> ha logrado un crecimiento exponencial. Esta colaboración permitió que la marca colocara sus productos en múltiples formatos</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">, </span><span style="font-family:'Times New Roman'; font-size:12pt">incluyendo Despensa Familiar, Maxi Despensa, Paiz y Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Hoy en día, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Fall In Beauty</span><span style="font-family:'Times New Roman'; font-size:12pt"> destaca no solo por su calidad e innovación excepcionales, sino también por su fuerte compromiso social. La empresa impacta positivamente la vida de 16 asociados, de los cuales 14 son mujeres, muchas de ellas, madres solteras que han encontrado en esta iniciativa una oportunidad significativa de crecimiento y estabilidad</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Crece con Walmart</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Como parte de nuestra estrategia </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">, nuestro </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> en México se ha convertido en una plataforma clave para que las pequeñas y medianas empresas amplíen su alcance y acerquen sus productos a las familias de todo el país. Para apoyar este crecimiento, contamos con </span><span style="font-family:'Times New Roman'; font-size:12pt">Crece</span><span style="font-family:'Times New Roman'; font-size:12pt"> con Walmart, un programa de capacitación diseñado para fortalecer las habilidades empresariales y digitales de las pymes mexicanas y acelerar su integración a nuestro </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Para 2025, el programa contaba con más de 500 usuarios activos con acceso a más de 30 módulos de aprendizaje a su propio ritmo en la plataforma. Este año también incorporamos sesiones de aprendizaje en vivo para ayudar a los participantes a reforzar y profundizar sus conocimientos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">OBJETIVO:</span><span style="font-family:'Times New Roman'; font-size:12pt"> Capacitar a 30 mil pymes para 2029. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">- Ampliamos nuestra oferta de aprendizaje a través de la Academia de Proveedores. Esta plataforma integral está diseñada para ayudar a los proveedores actuales y potenciales, así como a los</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">, a fortalecer sus capacidades comerciales y digitales. La Academia de Proveedores ofrece capacitación sobre los fundamentos esenciales del negocio y proporciona contenido detallado para comprender nuestros distintos canales de venta y el funcionamiento del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> de Walmart. Al proporcionar estas habilidades, nuestro objetivo es garantizar que los participantes estén completamente preparados para tener éxito dentro de nuestro negocio </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> en constante evolución.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#196a24"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Oportunidades de exportación </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El acceso a mercados globales representa un hito importante para cualquier proveedor. Para apoyarlos, identificamos y desarrollamos proveedores regionales, creando oportunidades para que participen en mercados internacionales. Este enfoque fortalece sus capacidades y abre nuevas vías de crecimiento. A través de nuestros equipos globales de abastecimiento, el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt"> internacional y eventos centrados en la exportación, como el Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Growth</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Summit</span><span style="font-family:'Times New Roman'; font-size:12pt"> Global, conectamos a los proveedores con oportunidades </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> que les ayudan a ampliar su alcance y su potencial de crecimiento conforme a sus objetivos futuros. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">México y Centroamérica desempeñan un papel clave en esta estrategia. Hoy, más del 90.2%* de los productos vendidos en las tiendas de Walmart de México son fabricados, cultivados o ensamblados en el país. La región </span><span style="font-family:'Times New Roman'; font-size:12pt">ofrece una amplia gama de productos, desde artículos frescos y alimentos empacados hasta electrónicos, ropa y mercancía general, lo que permite diversificar nuestra base de abastecimiento y reforzar la resiliencia de la cadena de suministro. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">*</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Cálculo</span><span style="font-family:'Times New Roman'; font-size:12pt"> realizado con base en la </span><span style="font-family:'Times New Roman'; font-size:12pt">metodología</span><span style="font-family:'Times New Roman'; font-size:12pt"> para productos hechos en </span><span style="font-family:'Times New Roman'; font-size:12pt">México</span><span style="font-family:'Times New Roman'; font-size:12pt"> emitida por la </span><span style="font-family:'Times New Roman'; font-size:12pt">Secretaría</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">Economía</span><span style="font-family:'Times New Roman'; font-size:12pt"> 17 de febrero 2025:</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<a style="color:#467886" href="https://www.dof.gob.mx/nota_detalle.php?codigo=5749333&fecha=17/02/2025#gsc.tab=0;84.4%"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#467886">https://www.dof.gob.mx/nota_detalle.php?codigo=5749333&fecha=17/02/2025#gsc.tab=0;84.4%</span></a>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">considerando todas las </span><span style="font-family:'Times New Roman'; font-size:12pt">categorías</span><span style="font-family:'Times New Roman'; font-size:12pt"> de productos vendidos en Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">México</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Comunidad</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Con un fuerte sentido de la responsabilidad y una cercanía genuina, nos esforzamos por ser un vecino valioso, contribuyendo activamente al desarrollo y el bienestar de las comunidades en las que operamos. Apoyamos a las comunidades locales proporcionándoles acceso a un ecosistema fiable y rentable que permite el crecimiento, el desarrollo y el progreso, al tiempo que garantizamos que los productos y servicios que ofrecemos protegen la salud y la seguridad de nuestros clientes.</span>
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<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Servir a las comunidades</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Productos más saludables y seguros</span>
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</ul>
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<a name="_Toc227102174" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span></a>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Servir las Comunidades</span><span style="-aw-bookmark-end:_Toc227102174"></span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro propósito es claro: ayudar a las familias de México y Centroamérica a ahorrar tiempo y dinero para vivir mejor. Generamos confianza en nuestras comunidades al comprender sus necesidades y ofrecer soluciones accesibles y asequibles que influyen positivamente en su bienestar. Trabajamos continuamente con organizaciones y socios locales para comprender la realidad de las comunidades en las que operamos, lo que nos permite crear conjuntamente soluciones que generan un impacto significativo y duradero.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Servir a las comunidades locales</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nos centramos en abordar la pobreza y la desnutrición aprovechando nuestra infraestructura, nuestro alcance colectivo y nuestra experiencia. Nuestros esfuerzos incluyen la donación de alimentos y productos esenciales, el apoyo a iniciativas de voluntariado y el fortalecimiento de las economías locales mediante la colaboración con pequeños productores y proveedores, proporcionándoles acceso a los mercados formales y formación. Nuestro compromiso con una respuesta rápida y eficaz ante los desastres en las comunidades vecinas sigue siendo un componente fundamental de esta estrategia de apoyo.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Consolidado </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México y Centroamérica</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:center; line-height:115%; font-size:12pt">
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" 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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<a name="_Toc227102175" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Seguridad alimentaria</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">- </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Recuperamos alimentos y mercancías generales aptas para donación. </span>
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<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">48.8% México</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">32.1% Centroamérica</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Aunque las regiones en las que operamos producen suficientes alimentos para satisfacer la demanda, seguimos enfrentándonos a dos retos interrelacionados: el desperdicio de alimentos y la inseguridad alimentaria. Mientras que muchas familias carecen de acceso constante a alimentos nutritivos, todavía se pierden grandes cantidades en el camino. En Walmart de México y Centroamérica, nos comprometemos a ayudar a cerrar esta brecha. A través de nuestra red logística, podemos mover productos rápidamente y apoyar los esfuerzos para </span><span style="font-family:'Times New Roman'; font-size:12pt">asegurar que má</span><span style="font-family:'Times New Roman'; font-size:12pt">s alimentos lleguen a las personas que más los necesitan.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Alianzas con bancos de alimentos</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Trabajamos cada día para reducir el desperdicio de alimentos en todas nuestras tiendas, clubes y centros de distribución. Este compromiso nos ha posicionado como el principal donante de bancos de alimentos en México, redirigiendo alimentos y mercancías generales que, aunque ya no son aptos para la venta, siguen siendo seguros para el consumo humano. A través de estos esfuerzos, ayudamos a proporcionar apoyo nutricional esencial a personas con recursos limitados.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Este año, desarrollamos e implementamos un modelo integral para reducir aún más el desperdicio en toda nuestra cadena de suministro. Este modelo permite una mayor utilización de los productos mediante soluciones específicas en diferentes etapas de la cadena y para diversos tipos de productos. Como resultado, entregamos alimentos a más de1.5 millones de personas a través de bancos de alimentos y organizaciones de la sociedad civil en las comunidades donde operamos.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Además, el modelo nos ha permitido identificar oportunidades de mejora y optimizar los procesos de principio a fin, mejorando la eficiencia en toda la cadena de valor y reforzando la colaboración con los proveedores para desarrollar soluciones escalables.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centroamérica</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Somos cofundadores de los cinco bancos de alimentos líderes en la región, lo que nos permite canalizar la ayuda directamente a las personas que más la necesitan.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, reforzamos nuestros procesos de donación de alimentos mediante la implementación de un nuevo manual de donaciones para guiar a las tiendas y a los voluntarios en cada paso de la recuperación y donación. El manual se incorporó a las sesiones de capacitación y se utilizó durante las actividades de los bancos de alimentos para garantizar la coherencia de las prácticas en toda la región. También trabajamos para combatir el hambre y reducir el desperdicio de alimentos mediante la recuperación de alimentos aptos para la donación en tiendas, plantas y centros de distribución. En 2025, donamos 6,657 toneladas de productos, incluyendo frutas y verduras, así como categorías ampliadas como alimentos para mascotas, lácteos, alimentos congelados, huevos, queso, embutidos, pizzas y productos precocinados.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Además, realizamos una donación a los bancos de alimentos de Guatemala, El Salvador, Honduras, Nicaragua y Costa Rica para reforzar su capacidad de recuperar productos perecederos mediante la compra de camiones frigoríficos, equipos y la construcción de una cámara frigorífica para conservar mejor los productos perecederos.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">- Walmart El Salvador recibió el premio Sello Aliado por la Alimentación</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en reconocimiento a sus esfuerzos por integrar prácticas sostenibles en su modelo de negocio, fortaleciendo la seguridad alimentaria y apoyando el bienestar de las familias que viven en condiciones vulnerables. El premio fue entregado por la Asociación Civil de Alimentos Solidarios, que gestiona el programa Banco de Alimentos en El Salvador. El reconocimiento tuvo lugar durante el acto de clausura de la campaña Unidos Alimentamos, celebrada con motivo del Día Mundial de la Alimentación. Como parte de esta iniciativa, Walmart contribuyó con una donación de alimentos con un valor de $232,700 pesos.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Desarrollo de capacidades productivas</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Recuperar la actividad productiva en las zonas rurales, partiendo de la producción de subsistencia, es esencial para lograr la sostenibilidad agrícola y alimentaria. En México, seguimos promoviendo modelos de seguridad alimentaria autosuficientes en comunidades rurales que se enfrentan a la pobreza extrema mediante el desarrollo de sistemas de producción integrados que incluyen huertos, pequeñas granjas, infraestructura de recogida de agua de lluvia, soluciones de saneamiento y cocinas ecoeficientes. A través de una capacitación específica, las comunidades refuerzan la gestión de la tierra y mejoran la productividad, permitiendo que las 1.6 millones personas beneficiadas aumenten su ingreso disponible en un 272% tras solo un año de implementación.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102176" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Desarrollo de pequeños productores</span></a>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Los programas Pequeño Productor y Tierra Fértil</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">están diseñados para ampliar las oportunidades de los agricultores, ayudándoles a acceder a los mercados formales y a superar las barreras que limitan su participación. A través de una capacitación integral en áreas como ventas, producción, gestión postcosecha, logística, administración de empresas y prácticas agrícolas regenerativas, apoyamos a los productores en el fortalecimiento de sus capacidades técnicas y comerciales. En conjunto, estos esfuerzos crean nuevas vías de crecimiento, fortalecen las economías locales y empoderan a los productores para desarrollar negocios agrícolas sostenibles y resilientes.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102177" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Apoyo ante desastres naturales</span></a>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- En 2025, respondimos a 8 desastres naturales, beneficiando a 57,505 personas.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Reforzamos nuestro compromiso con la respuesta ante desastres, asociándonos con empresas, organizaciones de la sociedad civil e instituciones gubernamentales para entregar ayuda humanitaria donde más se necesita. Al trabajar con nuestros asociados, clientes y comunidades, amplificamos nuestro impacto y nos aseguramos </span><span style="font-family:'Times New Roman'; font-size:12pt">que</span><span style="font-family:'Times New Roman'; font-size:12pt"> la ayuda llegue a las personas de manera rápida y eficaz.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Gracias a nuestra infraestructura, la capacidad operativa de la Cruz Roja Mexicana y nuestro fondo rotatorio de ayuda humanitaria, podemos prestar asistencia a las comunidades afectadas en México en las primeras 24 horas tras un desastre natural. Aprovechamos nuestra red logística, el acceso a nuestra cadena de suministro, las contribuciones financieras y el apoyo de nuestro Centro de Continuidad de Operaciones, que funciona las 24 horas del día, los 7 días de la semana, para coordinar las labores de respuesta rápida en situaciones de emergencia.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante 2025, en México respondimos a 6 emergencias, incluidas las que afectaron a comunidades de Hidalgo, Puebla, San Luis Potosí y Veracruz tras las lluvias torrenciales y las crecidas de los ríos en octubre. Gracias a los esfuerzos coordinados, entregamos alimentos y artículos de higiene, proporcionando 1,834,631.49 millones de pesos en ayuda a 54,305 personas afectadas por estos acontecimientos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centroamérica</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En Guatemala, donamos paquetes de alimentos al Banco de Alimentos para apoyar a 350 familias (aproximadamente 2,100 personas) afectadas por la serie de terremotos que azotaron Santa María de Jesús, Sacatepéquez, en julio de este año.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En Honduras, proporcionamos alimentos y productos de higiene a la Secretaría de Estado de la Comisión Permanente de Contingencias (COPECO) para ayudar a las familias afectadas por las fuertes lluvias de octubre de 2025. Estas tormentas causaron daños importantes y afectaron a más de 35,000 personas. Nuestras donaciones, que sumaron más de 4,000 kilos, se entregaron a través de nuestro centro de distribución en Tegucigalpa. Incluyeron</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">alimentos básicos como cereales, pasta, arroz, frijoles, sopas, aceite de cocina, zumos, agua y harina, junto con artículos de higiene como toallas de papel, pañales y detergentes.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#0078d4"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102178" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Voluntariado</span></a>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro modelo de voluntariado permite a nuestros asociados apoyar proyectos</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de mejora de la comunidad. Como parte de nuestro firme compromiso con la creación de valor compartido, en 2025 llevamos a cabo iniciativas que abarcaron desde el apoyo a grupos vulnerables hasta la realización de campañas de reforestación, la limpieza de espacios públicos y el mantenimiento de parques y escuelas, entre otras. Cada actividad de voluntariado no solo aportó mejoras tangibles, sino que también abrió nuevas vías para influir positivamente en las comunidades. Con cada hora invertida, nuestros asociados crean vínculos y experiencias significativas que refuerzan su sentido del compromiso y la pertenencia, un impacto que es posible gracias a la dedicación y la calidad humana que aportan a cada esfuerzo.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- En toda la región, llevamos a cabo 1,582 actividades de voluntariado, en las que participaron 28,494 asociados.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: </span><span style="font-family:'Times New Roman'; font-size:12pt">Haz Magia</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Con la participación de nuestros asociados de todo México y Centroamérica, entregamos juguetes a los niños de las comunidades cercanas a nuestras tiendas, clubes y oficinas a través del programa Haz Magia. A lo largo del día, organizamos diversas actividades y eventos recreativos que crearon momentos de alegría y conexión, culminando en la parte más emocionante de la celebración: la entrega de juguetes a los niños. Haz Magia benefició a 8,005 niños en 2025.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102179" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Productos más Seguros y Saludables</span></a>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nos comprometemos a crear valor para las comunidades dándoles acceso a productos asequibles, seguros, saludables y de buena calidad.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Las necesidades de los clientes están en constante evolución, ya que buscan productos que favorezcan su salud y su vida cotidiana. La transparencia de la cadena de suministro es imprescindible, ya que cada vez están más interesados en saber de dónde proceden los productos que compran y cómo se fabrican. Las nuevas normativas y estándares también han reforzado la necesidad de productos más seguros y saludables, lo que ha dado lugar a reformulaciones que nos han ayudado a ofrecer mejores opciones que satisfacen las expectativas de los clientes.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Desarrollo y reformulación de productos</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestros procesos de desarrollo y reformulación están diseñados para adaptarse a las preferencias cambiantes de los clientes, al tiempo que aseguran el cumplimiento de todos los requisitos normativos. Son la base de las mejoras a largo plazo y refuerzan nuestro compromiso de ofrecer opciones más seguras y saludables a nuestros clientes.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:108%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Trabajamos cada día para realizar las reformulaciones necesarias en nuestros productos de Marca Propia en México, logrando: </span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Productos orgánicos en diferentes categorías, especialmente en productos perecederos y alimentos para bebés. </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Productos sin lactosa.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Productos sin gluten.</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Productos naturales libres de hormonas, antibióticos y/o esteroides.</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Alimentos cotidianos diferenciados con vitaminas y minerales añadidos, accesibles para las poblaciones de bajos ingresos.</span>
</li>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">NOM 051: esfuerzos continuos</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, como parte de nuestro compromiso con el cumplimiento normativo y la salud de los consumidores, llevamos a cabo una revisión exhaustiva de las etiquetas de los productos y reformulamos varios artículos para que fueran más sencillos, seguros y saludables, de conformidad con la NOM 051. Entre</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ellas se incluyen las siguientes actividades clave:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Identificación de sellos de advertencia alimentaria: </span><span style="font-family:'Times New Roman'; font-size:12pt">diseñamos e implementamos una herramienta especializada para determinar qué sellos de advertencia alimentaria eran necesarios para cada producto. Esta evaluación se basó en las tablas nutricionales y las listas de ingredientes de todos los artículos.</span>
</li>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Revisión de la marca, el empaque y el material de mercadotecnia: </span><span style="font-family:'Times New Roman'; font-size:12pt">tanto para los productos existentes como para los nuevos lanzamientos, revisamos minuciosamente toda la marca, el empaque y los materiales </span><span style="font-family:'Times New Roman'; font-size:12pt">de mercadotecnia. Este proceso consideró todos los criterios normativos aplicables para asegurar la transparencia y la exactitud de la información declarada.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Supervisión continua en las tiendas: </span><span style="font-family:'Times New Roman'; font-size:12pt">Llevamos a cabo una supervisión continua en las tiendas para verificar el cumplimiento y mantener los más altos estándares de información sobre los productos para nuestros clientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Como parte de nuestro compromiso de ofrecer productos más saludables en todas nuestras Marcas Privadas, pusimos en marcha una iniciativa integral para reducir y, en última instancia, eliminar el uso de jarabe de maíz de alta fructosa. Comenzamos identificando todos los artículos de nuestra gama de productos actual que contienen este ingrediente. En paralelo, colaboramos con nuestros socios comerciales para evaluar opciones de sustitución viables, estableciendo un plan a medio plazo para reformular los productos existentes sin comprometer la calidad, el sabor o la funcionalidad, asegurando una transición responsable hacia formulaciones más seguras y saludables.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">- En México, todos los productos Nuestras Marcas están elaborados sin grasas y aceites parcialmente hidrogenados, reduciendo o eliminando significativamente las grasas trans del producto final.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Organismos modificados genéticamente </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La Ley General de Alimentación Adecuada y Sostenible de México exige a las empresas identificar los productos que contienen organismos modificados genéticamente (OMG). En Centroamérica, el Reglamento Técnico Centroamericano (RTCA) establece normas de etiquetado para los alimentos preenvasados. Reconocemos que pueden introducirse nuevas regulaciones y, dado que priorizamos la salud y la seguridad de los clientes, seguimos comprometidos con la transparencia en cuanto a ingredientes derivados de OGM. Junto con nuestros socios comerciales, identificamos qué productos contienen ingredientes que provienen directamente de OGM. Estos se comunicarán de acuerdo con los requisitos establecidos en la Ley.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los riesgos descritos a continuación podrían afectar material y adversamente nuestro negocio, resultado de las operaciones, condición financiera y liquidez. Estos riesgos no son los únicos que enfrentamos. Nuestras operaciones de negocio también podrían ser afectadas por factores adicionales que aplican a todas las compañías que operan en México y globalmente, así como otros riesgos que aún no se conocen y pudieran surgir afectando nuestras operaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las condiciones económicas generales, tanto global como específicamente en uno o más de los países donde operamos pudieran afectar adversamente nuestro desempeño financiero. En México y Centroamérica, altibajos bursátiles, volatilidad en el precio de nuestra acción, incrementos en las tasas de interés, incrementos en los costos de los combustibles y otras fuentes de energía, bajas en el mercado inmobiliario, inflación, deflación, incremento en los costos de los servicios básicos, incrementos en los niveles de desempleo, decrementos en los ingresos de los consumidores, restricción de crédito al consumo, incrementos en los niveles de endeudamiento del consumidor, fluctuaciones en los tipos de cambio, incremento en las tasas de impuestos, imposición de nuevos gravámenes e impuestos, otros cambios en las leyes impositivas, otros cambios regulatorios, desaceleraciones </span><span style="font-family:'Times New Roman'; font-size:12pt">económicas y otros factores económicos podrían adversamente afectar la demanda del consumidor de los productos o servicios que ofrecemos en todos nuestros formatos y mercados en donde operamos (pudiéndose detonar una posible sobredemanda o sobreoferta). Estas condiciones pudieran afectar adversamente nuestros márgenes brutos, costos de venta, rotación de inventarios y políticas de rebajas. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Si nuestra estrategia comercial no fuera capaz de identificar y responder efectivamente a las tendencias del consumidor a tiempo (tanto en nuestros canales de comercio al detalle </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">en tiendas físicas,</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5"> como en comercio electrónico o la combinación de ambas ofertas), nuestra relación con los(as) clientes(as), la demanda de nuestros productos y servicios, así como nuestra participación de mercado se podría afectar negativamente.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Es difícil predecir consistente y exitosamente los productos y servicios que nuestros</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> clientes</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> demandarán. El éxito de nuestra estrategia comercial depende en parte de nuestra habilidad de predecir la demanda del consumidor, la disponibilidad de mercancía, el impacto relacionado con la demanda para productos existentes y el ambiente competitivo, tanto en nuestros canales de comercio al detalle tradicional como en comercio electrónico o la combinación de ambas ofertas. Un elemento de suma importancia para </span><span style="font-family:'Times New Roman'; font-size:12pt">identificar las preferencias de los(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> cliente</span><span style="font-family:'Times New Roman'; font-size:12pt">s(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> involucra la transparencia en precios, surtido de mercancía, experiencia y conveniencia de compra. Estos factores son de suma importancia para los</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> clientes</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt">, particularmente como resultado de herramientas digitales y redes sociales disponibles, así como de las múltiples opciones para la compra de productos tanto en canales de comercio al detalle tradicional como en comercio electrónico o la combinación de ambas ofertas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La incapacidad para identificar a tiempo o responder efectivamente a los cambiantes gustos del consumidor, preferencias y patrones de consumo podría afectar negativamente nuestra relación con nuestros consumidores, la demanda de nuestros productos y servicios (pudiéndose detonar una sobredemanda o sobreoferta) y nuestra participación de mercado, tanto en nuestros canales de comercio al detalle tradicional como en comercio electrónico o la combinación de ambas ofertas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Falla al ejecutar exitosamente nuestra estrategia </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5"> y el costo de nuestras inversiones en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5"> pueden afectar nuestra posición en el mercado y desempeño financiero</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El negocio del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">retail</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">está</span><span style="font-family:'Times New Roman'; font-size:12pt"> evolucionado rápidamente y los consumidores est</span><span style="font-family:'Times New Roman'; font-size:12pt">án adoptando cada vez más las compras digitales. Como resultado de lo anterior, la porción del gasto total del consumidor en los autoservicios y los clubes de mayoreo a través de las plataformas digitales está creciendo y el ritmo de este crecimiento podría verse acelerado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">N</span><span style="font-family:'Times New Roman'; font-size:12pt">uestra estrategia, que contempla inversion</span><span style="font-family:'Times New Roman'; font-size:12pt">e</span><span style="font-family:'Times New Roman'; font-size:12pt">s en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">, tecnolog</span><span style="font-family:'Times New Roman'; font-size:12pt">ía, aperturas de tiendas, remodelaciones y otras iniciativas para los(as) clientes(as) pudiera no permitirnos lograr de manera adecuada o efectiva el crecimiento de nuestro negocio de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">, o el crecimiento a tiendas comparables, o pudiera constituir un obstáculo para mantener o mejorar nuestra posición integral en el mercado, o por el contrario podría compensar el impacto que pudiera tener sobre nuestro negocio un crecimiento a ritmo moderado en las aperturas de nuevas tiendas y clubes. El éxito de esta estrategia dependerá, en gran medida, de nuestra capacidad para construir y ofrecer una experiencia de compra </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> sin fricciones y además está sujeta también a los retos que vayamos enfrentando. Como resultado, nuestra posición en el mercado, las ventas netas y el desempeño financiero podrían verse afectados de manera negativa, lo cual a su vez podría resultar en cargos por deterioro de activos intangibles o de otros activos de larga duración. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Además, el costo de ciertas inversiones en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> y en tecnolog</span><span style="font-family:'Times New Roman'; font-size:12pt">ía, incluyendo las pérdidas operativas en las que se ha incurrido podría impactar de manera adversa nuestro desempeño financiero en el corto plazo y es posible que impacten nuestro desempeño financiero en el largo plazo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Si no fuéramos capaces de administrar adecuadamente nuestras marcas registradas, se podría afectar adversamente nuestra imagen, operaciones y desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Todos los nombres comerciales de nuestros distintos formatos de negocio, tanto en México como en Centroamérica, así como los avisos comerciales utilizados en su publicidad y las diversas marcas privadas que son usadas en el etiquetado y venta de nuestros productos de marca propia, se encuentran debidamente registrados por Wal-Mart de México, S.A.B. de C.V., y otras empresas del mismo grupo, derechos que son usados de manera directa por los tit</span><span style="font-family:'Times New Roman'; font-size:12pt">ulares de los mismos y por las c</span><span style="font-family:'Times New Roman'; font-size:12pt">ompañías que operan los diversos formatos de negocios, bajo contratos de licencia y/o sublicencia de uso con vigencia indefinida. En México también se usan marcas registradas propiedad de terceros, respecto de las cuales se tienen celebrados contratos de licencia de uso, a efecto de garantizar el legal uso de </span><span style="font-family:'Times New Roman'; font-size:12pt">las mismas</span><span style="font-family:'Times New Roman'; font-size:12pt"> y dar cumplimiento a la legislación aplicable relacionada al tema de marcas. Los citados derechos se encuentran protegidos y en uso, en términos de la legislación aplicable en materia de marcas y derechos de autor. El legal uso y conservación de los citados derechos son de suma importancia para la compañía, cualquier violación a los mismos, podría generar una afectación a nuestro prestigio, patrimonio y desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Retrasos y/o impedimentos en la expansión de nuestras operaciones podrían afectar nuestro desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tanto en México, como en los países de Centroamérica en donde tenemos operaciones, nuestra capacidad para abrir nuevas unidades, remodelar y reubicar unidades existentes, depende en gran medida de nuestra habilidad para identificar, contratar y retener personal calificado y en nuestra capacidad para ubicar, rentar y/o adquirir nuevas ubicaciones en términos aceptables. El cumplimiento de legislaciones municipales, estatales y/o federales puede afectar y/o retrasar el proceso de expansión comercial. El apego a la normatividad relativa al uso de suelo y otras regulaciones de construcción, así como acciones de la comunidad local en oposición a la construcción de ciertas unidades en sitios específicos pudieran afectar nuestra habilidad para abrir nuevas unidades, convertir unidades existentes a nuevos formatos y/o reubicar y expandir unidades en ciertas ciudades y estados. El incremento en los precios de los bienes raíces, costos de construcción y desarrollo podrían limitar nuestras oportunidades de crecimiento. Si somos incapaces de abrir nuevas unidades de nuestros diversos formatos, nuestro desempeño financiero, tal como el crecimiento en las ventas netas y la utilidad de operación, podría verse afectado adversamente. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Adicionalmente, si el consumidor en los mercados en donde expandimos nuestro </span><span style="font-family:'Times New Roman'; font-size:12pt">negocio,</span><span style="font-family:'Times New Roman'; font-size:12pt"> no es tan receptivo a nuestra propuesta de valor y a nuestros conceptos de autoservicio y Clubes de </span><span style="font-family:'Times New Roman'; font-size:12pt">P</span><span style="font-family:'Times New Roman'; font-size:12pt">recios o no es tan receptivo a nuestra presencia en un mercado, nuestro desempeño financiero podría ser afectado adversamente. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El acceso a proveedores de ciertos tipos de bienes y servicios pudiera limitar nuestra habilidad para incrementar el número de unidades o de expandir nuestra selección de productos en unidades existentes en ciertas regiones, especialmente en aquellos mercados en los que los consumidores desean adquirir bienes producidos localmente. Además, diferencias culturales en algunas regiones en las cuales operamos o en las que expandimos nuestro concepto de negocio de autoservicio </span><span style="font-family:'Times New Roman'; font-size:12pt">y clubes pudieran impactar en los(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> cliente</span><span style="font-family:'Times New Roman'; font-size:12pt">s(as),</span><span style="font-family:'Times New Roman'; font-size:12pt"> quien</span><span style="font-family:'Times New Roman'; font-size:12pt">es</span><span style="font-family:'Times New Roman'; font-size:12pt"> pudiera</span><span style="font-family:'Times New Roman'; font-size:12pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt"> no responder tan receptivamente a nuestra propuesta comercial como la anticipamos, lo que podría afectar nuestro desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Podríamos ser incapaces de continuar identificando candidatos para posibles adquisiciones a precios razonables y podrían no concretarse las adquisiciones de aquellos candidatos identificados. Aunque creemos que seremos capaces de integrar exitosamente cualquier nueva adquisición a nuestras operaciones, no existe certeza de que </span><span style="font-family:'Times New Roman'; font-size:12pt">futuras adquisiciones o alianzas serán exitosamente integradas a nuestras operaciones o podrán integrarse en un periodo de tiempo razonable. Si somos incapaces para identificar apropiadamente candidatos para adquisiciones o alianzas o para integrar efectivamente cualquier futura adquisición o alianza en nuestras operaciones se podría afectar adversamente nuestro crecimiento y nuestro desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">La incapacidad para atraer y retener asociados calificados, cambios en las leyes y aspectos laborales podrían afectar adversamente nuestro desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La capacidad para continuar expandiendo nuestras operaciones depende de nuestra habilidad para atraer y retener un gran y creciente número de asociados calificados. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra capacidad para cubrir nuestras necesidades laborales, incluyendo nuestra habilidad para encontrar personal capacitado para cubrir las vacantes en nuestra tiendas existentes, Clubes de </span><span style="font-family:'Times New Roman'; font-size:12pt">P</span><span style="font-family:'Times New Roman'; font-size:12pt">recios y centros de distribución, mientras se mantiene la estructura nominal y otros costos laborales controlados, está generalmente sujeta a numerosos factores externos, incluyendo la disponibilidad de un suficiente número de personas calificadas en la población económicamente activa dentro de los mercados en los que operamos (fuerza laboral), niveles de desempleo, niveles salariales vigentes, cambios demográficos, costos de salud y otros costos de seguros relacionados, así como la implementación de nuevas y/o reformadas leyes laborales y regulaciones aplicables. Si somos incapaces de identificar, atraer y retener a personal capacitado, si nuestros costos laborales y relacionados se incrementan significativamente o si nuevas y/o reformadas leyes y regulaciones laborales y de seguridad laboral son adoptadas o implementadas, nuestro desempeño laboral podría verse adversamente afectado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Enfrentamos una fuerte competencia de otros competidores y/o entrada de nuevos competidores (tanto en canales de comercio al detalle tradicional como en comercio electrónico o la combinación de ambas ofertas), lo cual pudiera afectar adversamente nuestro desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los sectores de autoservicio y clubes son altamente competitivos. Cada uno de nuestros segmentos de negocio compite por clientes</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt">, empleados, ubicaciones para tiendas, productos, servicios y otros importantes aspectos de estos sectores </span><span style="font-family:'Times New Roman'; font-size:12pt">frente a numerosos</span><span style="font-family:'Times New Roman'; font-size:12pt"> competidores locales, regionales, nacionales e internacionales, </span><span style="font-family:'Times New Roman'; font-size:12pt">cuyo número podría</span><span style="font-family:'Times New Roman'; font-size:12pt"> aumentar en el futuro. Nuestra competencia está formada por empresas de los sectores de autoservicio y </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">lubes de </span><span style="font-family:'Times New Roman'; font-size:12pt">P</span><span style="font-family:'Times New Roman'; font-size:12pt">recio que operan segmentos de descuento, departamentales, farmacias, todo a un precio, conveniencia, especializados, supermercados, hipermercados, </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">lubes de </span><span style="font-family:'Times New Roman'; font-size:12pt">P</span><span style="font-family:'Times New Roman'; font-size:12pt">recios, comercio electrónico y venta por catálogo. Estos operadores compiten de forma muy diversa, incluyendo variedad y disponibilidad de mercancía, oferta de servicios de valor agregado, ubicación, horarios de atención y precio. Nuestra </span><span style="font-family:'Times New Roman'; font-size:12pt">capacidad</span><span style="font-family:'Times New Roman'; font-size:12pt"> para responder </span><span style="font-family:'Times New Roman'; font-size:12pt">de manera efectiva</span><span style="font-family:'Times New Roman'; font-size:12pt"> a las presiones competitivas, </span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt">l ingreso de nuevos competidores y</span><span style="font-family:'Times New Roman'; font-size:12pt"> a los</span><span style="font-family:'Times New Roman'; font-size:12pt"> cambios en los sectores de autoservicio y clubes podría afectar nuestro desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Riesgos asociados con los proveedores que nos abastecen productos y la seguridad de dichos bienes podría adversamente afectar nuestro desempeño financiero. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los productos que vendemos son surtidos por una gran variedad de proveedores nacionales e internacionales. La proveeduría de los productos que comercializamos es un importante factor en nuestro desempeño financiero. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Todos nuestros proveedores deben cumplir con las leyes aplicables, incluyendo legislaciones laborales, de seguridad y ambientales; adicionalmente estar certificado en el cumplimiento de nuestros estándares de calidad y conducta para proveedores. Nuestra habilidad para encontrar proveedores calificados que cumplan nuestros estándares y acceder a productos en una forma eficiente y en tiempo es un reto significativo, especialmente con aquellos proveedores y productos abastecidos desde fuera de México y Centroamérica. Inestabilidad política y económica en los países donde se ubican nuestros proveedores, inestabilidad financiera, incapacidad para cumplir nuestros estándares de calidad y conducta, problemas laborales, el acceso y disponibilidad de materias primas, problemas de calidad en la mercancía, tipo de cambio, disponibilidad y costos de transportación, seguridad en el </span><span style="font-family:'Times New Roman'; font-size:12pt">transporte, inflación y otros factores relacionados con los proveedores y los países en los que estos se localizan están fuera de nuestro control. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Adicionalmente, las regulaciones de comercio exterior, arancelarias, y otras imposiciones en bienes importados, sanciones comerciales impuestas a ciertos países, las limitantes en la importación de cierto tipo de bienes o de bienes que contienen ciertos materiales provenientes de ciertos países y otros factores relacionados con el comercio exterior están más allá de nuestro control. Estos y otros factores que afectan a nuestros proveedores y nuestro acceso a productos podrían adversamente afectar nuestro desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestros</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> clientes</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> confían en que les ofreceremos productos seguros. Por ello, asuntos concernientes a la seguridad de los alimentos y productos no alimenticios que obtenemos de nuestros proveedores y que luego vendemos podrían generar que los consumidores eviten comprar ciertos productos en nuestras unidades o que busquen fuentes alternas para cubrir sus necesidades de alimentos y productos no alimenticios, incluso cuando el asunto en cuestión está fuera de nuestro control. Cualquier pérdida d</span><span style="font-family:'Times New Roman'; font-size:12pt">e confianza por parte de nuestro</span><span style="font-family:'Times New Roman'; font-size:12pt">s</span><span style="font-family:'Times New Roman'; font-size:12pt">(as) cliente</span><span style="font-family:'Times New Roman'; font-size:12pt">s</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt">, pudiera ser difícil y costosa de restablecer. Por ello, cualquier asunto relacionado a la seguridad de cualquier alimento y producto no alimenticio que vendemos, independientemente de la causa, podría afectar adversamente nuestro desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Cambios en regulaciones gubernamentales en México.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La c</span><span style="font-family:'Times New Roman'; font-size:12pt">ompañía está expuesta </span><span style="font-family:'Times New Roman'; font-size:12pt">en México </span><span style="font-family:'Times New Roman'; font-size:12pt">a los cambios en</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">las diferentes leyes y regulaciones, los cuales pueden afectar en sus resultados desde un</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">impacto en las ventas, gastos por impuestos indirectos de nómina y cambios en las tasas</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">aplicables, una vez que entren en vigor. Actualmente el nivel de escrutinio y discreción por</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">parte de las autoridades fiscales ha aumentado </span><span style="font-family:'Times New Roman'; font-size:12pt">considerablemente. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Nuestras operaciones fuera de México nos vuelven propensos a riesgos legislativos, judiciales, contables, regulatorios, políticos, económicos, ambientales y condiciones específicas en los países en los que operamos, los cuales pudieran afectar adversamente nuestro desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Como resultado de nuestra expansión en Centroamérica, nuestros resultados operativos podrían verse afectados por una variedad de factores, muchos de los cuales están fuera de nuestro control. Estos factores incluyen condiciones políticas, inestabilidad política, condiciones económicas, limitaciones legales y regulatorias, leyes y regulaciones </span><span style="font-family:'Times New Roman'; font-size:12pt">anti-lavado</span><span style="font-family:'Times New Roman'; font-size:12pt"> de dinero, políticas de comercio, regulaciones de tipo de cambio y cualquier otra cuestión en cualquiera de los países que actualmente operamos y/o aquellas situaciones o acontecimientos que internacionalmente también nos pudieran afectar. Nuestros resultados operativos futuros en los países donde operamos pudieran verse afectados por una variedad de factores, los cuales están fuera de nuestro control. Las fluctuaciones en el tipo de cambio pudieran tener un impacto en los costos y flujos de efectivo futuros de nuestras operaciones en Centroamérica, lo cual pudiera afectar adversamente nuestro desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Por otra parte, las economías de algunos países en los que tenemos operaciones en Centroamérica han sufrido en el pasado de altas tasas de inflación y devaluaciones en su moneda, lo cual, de ocurrir nuevamente, podría afectar adversamente nuestro desempeño financiero. Otros factores que pudieran impactar nuestras operaciones en Centroamérica incluyen comercio exterior, políticas monetarias y fiscales tanto de México como de otros países, leyes, regulaciones y otras actividades de los gobiernos extranjeros, agencias y organizaciones similares y riesgos asociados con tener diversas instalaciones ubicadas en países que históricamente han sido menos estables que México. Riesgos inherentes adicionales en nuestra operación internacional generalmente incluyen, entre otros los costos y dificultades de administrar operaciones internacionales, consecuencias por impuestos adversos y una mayor dificultad para hacer cumplir los derechos de propiedad intelectual en otros países que en México. La variedad de riesgos inherentes de hacer negocios en </span><span style="font-family:'Times New Roman'; font-size:12pt">México,</span><span style="font-family:'Times New Roman'; font-size:12pt"> generalmente también existe cuando se hacen operaciones comerciales fuera del país y estos pudieran incrementarse por la dificultad de hacer negocios en numerosas jurisdicciones dadas las diferencias en cultura, leyes y regulaciones. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tanto en México como en los países de Centroamérica mantenemos políticas que prohíben tales prácticas de negocio y hemos puesto en práctica programas de cumplimiento normativo anticorrupción diseñados para asegurar el cumplimiento de estas leyes y regulaciones. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Cualquier violación, incluso prohibida por nuestras políticas internas, podría afectar adversamente nuestro desempeño financiero.</span><span style="font-family:'Times New Roman'; font-size:12pt"> En tales casos, el Código de conducto regula la forma en que esperamos que nuestros asociados, contratistas e intermediarios realicen negocios.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Desastres naturales, cambios climáticos y eventos geopolíticos podrían afectar adversamente nuestro desempeño financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El acontecimiento de uno o más desastres naturales, ambientales y/o accidentes, tales como huracanes, ciclones, tifones, tormentas tropicales, inundaciones, terremotos y sequías, así como eventos geopolíticos como disturbios civiles o ataques terroristas en cualquiera de los países donde operamos o en alguno donde se localizan nuestros proveedores podría afectar adversamente nuestras operaciones y desempeño financiero. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tales eventos podrían resultar en daño físico y/o pérdida parcial o total de una o más de nuestra propiedades, en el cierre de una o más de nuestras unidades, Clubes de </span><span style="font-family:'Times New Roman'; font-size:12pt">P</span><span style="font-family:'Times New Roman'; font-size:12pt">recios y centros de distribución, en la falta de una adecuada fuerza de trabajo en un mercado, en la incapacidad de nuestros</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> clientes</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> y asociados para utilizar medios de transporte hacia nuestras unidades directamente afectadas por dichos eventos, en la evacuación de la población de la áreas en donde nuestras unidades, clubes y centros de distribución se localicen, en cambios de los patrones de compra de los consumidores y del ingreso disponible para la compra, en el temporal y/o definitivo desabasto en el suministro de productos tanto de proveedores nacionales como internacionales, en la afectación a la transportación de bienes importados, en el desabasto o retraso en la entrega de bienes a nuestros centros de distribución, unidades o instalaciones, en la pérdida de comunicación con nuestras tiendas. Estos eventos y sus impactos podrían de cualquier forma alterar y afectar nuestras operaciones en las áreas en donde estos eventos ocurran y podrían afectar adversamente nuestro desempeño financiero. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Si los sistemas basados en tecnología que proporcionan la capacidad a nuestros(as) clientes(as) para adquirir mercancía en línea no funcionan eficientemente, nuestros resultados operativos, así como nuestra capacidad para crecer en el segmento de comercio electrónico, podrían ser afectados adversamente. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Algunos de nuestros</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> clientes</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> adquieren mercancía a través de nuestros sitios de comercio electrónico, los cuales forman parte de una estrategia </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> de venta. De forma incremental, los</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> clientes</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> están usando computadoras, tabletas, teléfonos inteligentes y otros dispositivos para adquirir productos en línea tanto con nosotros como con la competencia, así como para hacer comparaciones entre ofertas. Por ello, cualquier falla de nuestra parte en proveer las interfaces tecnológicas necesarias en nuestros canales de comercio electrónico, incluyendo aplicaciones de software con interface amigable para teléfonos inteligentes, tabletas y otros dispositivos, podría situarnos en una posición de desventaja competitiva, resultando en la pérdida de ventas en línea, daño a nuestra reputación con los</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> clientes</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt">, impacto adverso en nuestro negocio de comercio electrónico y afectación negativa a los resu</span><span style="font-family:'Times New Roman'; font-size:12pt">ltados de nuestras operaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Cualquier incidente relacionado con vulneraciones a la seguridad respecto de la información que poseemos de nuestros(as) clientes(as), asociados y proveedores, como resultado de un ataque cibernético, podría dañar nuestra reputación y obligarnos a incurrir en sustanciales costos adicionales, ser sujetos a litigios, y podría afectar adversamente nuestras operaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Como la mayoría de las empresas del sector comercial, recibimos datos personales de nuestros</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> clientes</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt">, asociados y proveedores. Adicionalmente, nuestras operaciones comerciales en línea en nuestras páginas de internet dependen de la transmisión segura de información confidencial a través de redes de trabajo públicas, </span><span style="font-family:'Times New Roman'; font-size:12pt">incluyendo información para pagos electrónicos. Cada año, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">hackers</span><span style="font-family:'Times New Roman'; font-size:12pt"> computacionales hacen numerosos intentos para acceder a la información almacenada en nuestros sistemas de información. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Mantenemos medidas de seguridad considerables para proteger y para prevenir accesos no autorizados a dicha información. Sin embargo, es posible que un </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">hacker </span><span style="font-family:'Times New Roman'; font-size:12pt">computacional y otros (a través de ataques cibernéticos que están evolucionando rápidamente y volviéndose muy sofisticados) puedan en el futuro sobrepasar nuestras medidas de seguridad y obtener datos personales que poseemos de nuestros</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> clientes</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt">, asociados y proveedores. Una infiltración de tal </span><span style="font-family:'Times New Roman'; font-size:12pt">tipo,</span><span style="font-family:'Times New Roman'; font-size:12pt"> podría afectar adversamente nuestra reputación con nuestros</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt"> clientes</span><span style="font-family:'Times New Roman'; font-size:12pt">(as)</span><span style="font-family:'Times New Roman'; font-size:12pt">, asociados y proveedores, así como también nuestras operaciones, resultado de las operaciones, condición financiera y liquidez y podría resultar en litigio en nuestra contra o la imposición de sanciones. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Además, una vulneración a la seguridad podría requerir que invirtiéramos importantes recursos adicionales para mejorar las medidas de seguridad que empleamos en resguardar tan importante información en contra de ataques cibernéticos y otros intentos para acceder a tal información, lo cual podría resultar en la interrupción de nuestras operaciones, particularmente nuestras operaciones para ventas en línea.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Como empresa de comercio al detalle que acepta pagos con tarjetas de débito y crédito, estamos sujetos al cumplimiento de lineamientos y estándares </span><span style="font-family:'Times New Roman'; font-size:12pt">en relación a</span><span style="font-family:'Times New Roman'; font-size:12pt"> la seguridad de almacenaje físico y electrónico, procesamiento y transmisión de la información del tarjetahabiente. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A pesar de nuestro cumplimiento de estos estándares y de otras medidas de seguridad informática, no podemos asegurar que todos nuestros sistemas de tecnología de la información son capaces de prevenir, contener o detectar cualquier ataque cibernético o intrusión en la seguridad de software malintencionado existente o que pueda ser desarrollado en el futuro. Cualquier irrupción podría resultar en pérdida, daño o malversación de la información, por lo que podríamos ser materialmente afectados por reclamaciones de clientes, instituciones financieras, autoridades reguladoras, asociaciones de pago con tarjeta y otros. Además, el costo de cumplir con estrictas leyes y estándares de privacidad y de seguridad de la información pudiera ser económicamente significativo para nosotros.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Dependemos en gran medida de sistemas computacionales para procesar transacciones, consolidar resultados y administrar nuestro negocio. Interrupciones en nuestros sistemas (primarios y de respaldo) podrían dañar nuestra capacidad para manejar nuestro negocio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A pesar de que contamos con sistemas computacionales (primarios y de respaldo) independientes, suficientes y físicamente separados, dado el número de transacciones individuales que tenemos cada año, es crítico que mantengamos ininterrumpidas las operaciones en nuestros sistemas computacionales. Estos sistemas, incluyendo nuestros sistemas de respaldo, están sujetos al daño o interrupción por cortes en el suministro eléctrico, fallas computacionales y en las telecomunicaciones, virus computacionales, violaciones a la seguridad (a través de ataques cibernéticos por hackers computacionales y organizaciones sofisticadas), eventos catastróficos como incendios, tornados, terremotos y huracanes y utilización errónea por nuestros asociados. Si nuestros sistemas computacionales y nuestros sistemas de respaldo son dañados, vulnerados o dejan de funcionar adecuadamente, tendríamos que hacer inversiones considerables para reparar o reponerlos y podríamos sufrir interrupciones temporales en nuestras operaciones. Cualquier interrupción tanto en nuestros sistemas computacionales como en los sistemas de respaldo podría tener efectos adversos considerables en nuestro negocio y en los resultados operativos. El riesgo en la interrupción de los sistemas se incrementa cuando cambios significativos en los sistemas son realizados, sin embargo, creemos que nuestros procesos de cambios administrativos mitigarán este riesgo. Si fallamos en la integración de nuestros sistemas y procesos computacionales, podríamos fallar en alcanzar los ahorros que anticipamos se derivarían de dichas iniciativas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Acontecimientos recientes.</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante 2025, el entorno internacional estuvo caracterizado por una alta volatilidad geopolítica, asociada a la persistencia de conflictos de alcance sistémico, particularmente la guerra en Ucrania y las crisis en Medio Oriente, así como por una aceleración de la fragmentación del comercio global. El uso recurrente de aranceles, controles a la inversión y políticas industriales con sesgo proteccionista reforzó la relevancia estratégica de cadenas de suministro resilientes, regionalización productiva y gestión de riesgos geopolíticos en sectores clave.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En Estados Unidos, el escenario político posterior a las elecciones presidenciales introdujo mayores niveles de incertidumbre en la relación bilateral con México. A lo largo del año se identificaron señales de una agenda comercial más restrictiva, reflejada en amenazas arancelarias recurrentes y un mayor escrutinio sobre los compromisos del T</span><span style="font-family:'Times New Roman'; font-size:12pt">-</span><span style="font-family:'Times New Roman'; font-size:12pt">MEC, cuya revisión formal se perfila hacia 2026. Este contexto incrementó la cautela de los mercados y elevó los riesgos percibidos para la inversión y la confianza empresarial.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En el plano nacional, 2025 representó el primer año completo de la administración de la presidenta Claudia Sheinbaum, marcado por una combinación de continuidad en lineamientos de política pública y ajustes institucionales relevantes, lo cual ha generado mayor complejidad regulatoria para el sector privado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Walmart de México y Centroamérica cotiza en el “International OTC</span><span style="font-family:'Times New Roman'; font-size:12pt">QX </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Market Tier</span><span style="font-family:'Times New Roman'; font-size:12pt">” a través de su programa patrocinado de </span><span style="font-family:'Times New Roman'; font-size:12pt">ADRs</span><span style="font-family:'Times New Roman'; font-size:12pt"> nivel 1 que tiene como banco depositario a Bank </span><span style="font-family:'Times New Roman'; font-size:12pt">of</span><span style="font-family:'Times New Roman'; font-size:12pt"> New York (</span><a href="http://www.otcqx.com"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0000ff">www.otcqx.com</span></a><span style="font-family:'Times New Roman'; font-size:12pt">).</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El “International OTCQX </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Market Tier</span><span style="font-family:'Times New Roman'; font-size:12pt">” reconoce a las empresas que proporcionan información confiable a los inversionistas y que cumplen con los requisitos necesarios para cotizar en NYSE. Entre los principales beneficios de este reconocimiento están el tener cotización e intercambio de </span><span style="font-family:'Times New Roman'; font-size:12pt">ADRs</span><span style="font-family:'Times New Roman'; font-size:12pt"> electrónico y un sistema de información financiera en línea. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En los últimos 3 ejercicios Walmart de México y Centroamérica ha entregado en forma</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">completa y oportuna los reportes que la legislación mexicana y extranjera nos requiere sobre eventos relevantes e información periódica, tales como información sobre resultados en forma trimestral y anual.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">No se han dado cambios significativos a los derechos de valores inscritos en el Registro.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">No aplica destino de los fondos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Copias de este informe y de los siguientes documentos están a disposición del gran público inversionista, quienes podrán descargar las copias que requieran, por medio de la página de internet de la Bolsa Mexicana de Valores, </span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0000ff">www.</span><a href="http://www.bmv.com.mx"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0000ff">bmv.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:12pt">, así como en la página de Walmart de México y Centroamérica, </span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0000ff">www.walmartmexico.com</span><span style="font-family:'Times New Roman'; font-size:12pt"> y la página de Relación con Inversionistas, </span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0000ff">www.</span><a href="http://www.walmex.mx"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0000ff">walmex.mx</span></a><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
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<li style="margin:6pt 0pt 6pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Informe anual – formato BMV.</span>
</li>
<li style="margin:6pt 0pt 6pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Avisos de eventos relevantes.</span>
</li>
<li style="margin:6pt 0pt 6pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Reporte trimestral de resultados: Estados financieros consolidados (Se presenta comparativo contra mismo trimestre del año anterior y acumulados a cada trimestre).</span>
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<li style="margin:6pt 0pt 6pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Informe anual, con estados financieros consolidados y auditados al cierre de cada ejercicio, así como un comparativo contra el ejercicio inmediato anterior.</span>
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<li style="margin:6pt 0pt 6pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Informe Anual reportado bajo los lineamientos de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Global </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Reporting</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Initiative</span><span style="font-family:'Times New Roman'; font-size:12pt"> (GRI).</span>
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<li style="margin:6pt 0pt 6pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Código de mejores prácticas corporativas.</span>
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<li style="margin:6pt 0pt 6pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Estatutos sociales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, podrán obtener copias de este informe con:</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Salvador Villaseñor</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Relación con Inversionistas </span>
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<p style="margin:0pt">
<a style="color:#0563c1" href="mailto:salvador.villasenor@walmart.com"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0563c1">salvador.villasenor@walmart.com</span></a>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">+52 5</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">5283</span><span style="font-family:'Times New Roman'; font-size:12pt">-</span><span style="font-family:'Times New Roman'; font-size:12pt">0289</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">1958</span><span style="width:12pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Se abrió al público en la Ciudad de </span><span style="font-family:'Times New Roman'; font-size:12pt">México la primera tienda Aurrera</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1960</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Inicia operaciones Superama.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1964</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Inicia operaciones Vips.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1965</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Se constituye la emisora el 25 de octubre en la Ciudad de México, bajo la denominación Compañía Mexicana de Desarrollo Internacional, S.A., con una duración de 50 años.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1968</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Cambia su denominación a </span><span style="font-family:'Times New Roman'; font-size:12pt">Midco</span><span style="font-family:'Times New Roman'; font-size:12pt">, S.A.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1970</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Inician operacion</span><span style="font-family:'Times New Roman'; font-size:12pt">es </span><span style="font-family:'Times New Roman'; font-size:12pt">Suburbia</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Bodega Aurrera</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1973</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Cambia su denominación a Aurrerá, S.A.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1977</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Las acciones de la </span><span style="font-family:'Times New Roman'; font-size:12pt">compañía</span><span style="font-family:'Times New Roman'; font-size:12pt"> inician cotizaciones en la Bolsa Mexicana de Valores, con clave de pizarra AURRER</span><span style="font-family:'Times New Roman'; font-size:12pt">Á</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1982</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Se transforma en Aurrerá, S.A. de C.V. </span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1986</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">La e</span><span style="font-family:'Times New Roman'; font-size:12pt">mpresa cambia su razón social a Cifra</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> S.A de C.V. (Cifra)</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1991</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Se firma un convenio de asociación con Wal-Mart Stores, Inc</span><span style="font-family:'Times New Roman'; font-size:12pt">. (50%-50%) para la apertura del primer </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club en México, iniciando operaciones en diciembre del mismo año.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1992</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Se incorporan a la asociació</span><span style="font-family:'Times New Roman'; font-size:12pt">n las nuevas unidades de Aurrera</span><span style="font-family:'Times New Roman'; font-size:12pt">, Bodega Aurrer</span><span style="font-family:'Times New Roman'; font-size:12pt">a y Superama, así como los Walm</span><span style="font-family:'Times New Roman'; font-size:12pt">art </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenters</span><span style="font-family:'Times New Roman'; font-size:12pt">. Para ello se crean dos </span><span style="font-family:'Times New Roman'; font-size:12pt">compañía</span><span style="font-family:'Times New Roman'; font-size:12pt">s: Cifra-Mart y WMHCM, de las cuales Cifra es dueña del 50% y Wal-Mart Stores, Inc., del 50%.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Cifra mantiene el 100% de sus unidades abiertas antes de mayo de 1992.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1993</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Se prorroga la duración de la Sociedad por 99 años, contados a partir del 8 de marzo de 1993.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1993</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Inicia operaciones Walm</span><span style="font-family:'Times New Roman'; font-size:12pt">art </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1994</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Se incorporan a la asociación las nuevas unidades de </span><span style="font-family:'Times New Roman'; font-size:12pt">Suburbia</span><span style="font-family:'Times New Roman'; font-size:12pt"> y de Vips</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1997</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Wal-Mart Stores, Inc. hace una oferta pública de compra de acciones en la Bolsa Mexicana de Valores</span><span style="font-family:'Times New Roman'; font-size:12pt">, adquiriendo el control de la e</span><span style="font-family:'Times New Roman'; font-size:12pt">mpresa.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Cifra permanece como empresa pública que opera todos los negocios en México (Bode</span><span style="font-family:'Times New Roman'; font-size:12pt">ga Aurrera, Walm</span><span style="font-family:'Times New Roman'; font-size:12pt">art </span><span style="font-family:'Times New Roman'; font-size:12pt">Sup</span><span style="font-family:'Times New Roman'; font-size:12pt">ercenter</span><span style="font-family:'Times New Roman'; font-size:12pt">, Aurrera</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> Superama, </span><span style="font-family:'Times New Roman'; font-size:12pt">Suburbia</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Vips).</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2000</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Se aprueba en Asamblea de Accionistas el cambio de razón social, de Cifra S.A. de C.V. a Wal-Mart de México</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> S.A. de C.V. Su clave de pizarra es </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">WALMEX</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2001</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Las tienda</span><span style="font-family:'Times New Roman'; font-size:12pt">s Aurrera se convierten en Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt"> o Bodega Aurrera</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">200</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">La </span><span style="font-family:'Times New Roman'; font-size:12pt">Asamblea de Accionistas aprobó otorgar derecho de voto a las acciones Serie C y convertirlas en acciones Serie V. El canje realizado fue a la par, es decir, una acción Serie V por cada acción Serie C y así la totalidad del Capital Social de Walmart de México está </span><span style="font-family:'Times New Roman'; font-size:12pt">representado</span><span style="font-family:'Times New Roman'; font-size:12pt"> por una sola ser</span><span style="font-family:'Times New Roman'; font-size:12pt">ie que otorga a todos nuestros a</span><span style="font-family:'Times New Roman'; font-size:12pt">ccionistas iguales derechos</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2006</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Se aprueba en Asamblea de Accionistas el ajuste a la denominación social de Wal-Mart de México, S.A. de C.V. a Wa</span><span style="font-family:'Times New Roman'; font-size:12pt">l-Mart de México, S.A.B. de C.V y que es la vigente.</span>
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<p style="margin:1pt 0pt 1pt 35.25pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Se recibe la autorización por parte de la Secretaría de Hacienda y Crédito Público para la constitución de Banco Wal-Mart de México Adelante, S.A.</span>
</p>
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">2007</span><span style="width:12pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Inicia operaciones Banco Walmart.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2009</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Se aprueba la adquisición del 100% de la operación de Walmart Centroamérica, el detallista líder de la región en Guatemala, El Salvador, Honduras, Nicaragua y Costa Rica.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">20</span><span style="font-family:'Times New Roman'; font-size:12pt">10</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">El 15 de febrero, se concretó la adquisición de Walmart Centroamérica. Se cambia el nombre comercial a Walmart de México y Centroamérica.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">20</span><span style="font-family:'Times New Roman'; font-size:12pt">11</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Primer Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt"> en Centroamérica (Honduras).</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">20</span><span style="font-family:'Times New Roman'; font-size:12pt">13</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Lanzamiento de walmart.com.mx.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">20</span><span style="font-family:'Times New Roman'; font-size:12pt">14</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Venta del negocio de restaurantes Vips.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2015</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Venta de Banco Wal-Mart de México Adelante, S.A.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2017</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Venta de las tiendas de ropa </span><span style="font-family:'Times New Roman'; font-size:12pt">Suburbia</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2018 Lanzamiento de la aplicación móvil </span><span style="font-family:'Times New Roman'; font-size:12pt">Cashi</span><span style="font-family:'Times New Roman'; font-size:12pt"> Más que Efectivo</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2019 Implementación de la “Transformación ágil”.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2020 Inicia operaciones Walm</span><span style="font-family:'Times New Roman'; font-size:12pt">art </span><span style="font-family:'Times New Roman'; font-size:12pt">Express</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="width:35.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Lanzamiento de BAIT (Bodega Aurrera Internet y Telefonía).</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2021 Lanzamiento de Walmart Pass.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="width:35.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Relanzamiento Walmart Connect, antes Walmart Media Group</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2022</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Lanzamiento del piloto de nuestra membresía de salud.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="width:35.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Inauguración de las primeras seis tiendas regenerativas.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2023</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">El 10 de abril, se a</span><span style="font-family:'Times New Roman'; font-size:12pt">dqui</span><span style="font-family:'Times New Roman'; font-size:12pt">rió</span><span style="font-family:'Times New Roman'; font-size:12pt"> la Fintech Trafalgar Digital, S.A. de C.V., Institución de Fondos de Pago Electrónico (IFPE), sociedad que cuenta con autorización </span><span style="font-family:'Times New Roman'; font-size:12pt">de la Comisión Nacional Bancaria y de Valores, </span><span style="font-family:'Times New Roman'; font-size:12pt">para</span><span style="font-family:'Times New Roman'; font-size:12pt"> operar </span><span style="font-family:'Times New Roman'; font-size:12pt">como una IFPE</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt 0pt 0pt 35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En esa misma fecha se formalizó el cambio de razón social a Cartera Digital Walmart, S.A. de C.V., Institución de Fondos de Pago Electrónico (Cartera Digital), así como el cambio de sus estatutos sociales y designación de funcionarios</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2024</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Lanzamiento </span><span style="font-family:'Times New Roman'; font-size:12pt">de Walmart Beneficios y Bodega Aurrera Beneficios</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="width:35.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Lanzamiento de la herramienta </span><span style="font-family:'Times New Roman'; font-size:12pt">Scintilla</span><span style="font-family:'Times New Roman'; font-size:12pt"> (antes Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Luminate</span><span style="font-family:'Times New Roman'; font-size:12pt">)</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2025</span><span style="width:11.25pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Implementación de </span><span style="font-family:'Times New Roman'; font-size:12pt">One</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Hallway</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Walmart Express</span><span style="font-family:'Times New Roman'; font-size:12pt">, entre otras plataformas globales</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Oficinas Corporativas</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Boulevard Manuel Ávila Camacho 647</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Colonia Periodista</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Alcaldía</span><span style="font-family:'Times New Roman'; font-size:12pt"> Miguel Hidalgo</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">11220 Ciudad de México</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Teléfono: +52 55 5283 0100</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">walmartmexico.com</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">walmex.mx</span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:1pt 0pt; text-indent:-35.25pt; text-align:justify; padding-left:35.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:330pt">
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:143pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Inversión total en activos fijos</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:143pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Inversión (millones de pesos)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">$38,982</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">$34,763</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">$28,792</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:143pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Aperturas</span><span style="font-family:Calibri; font-size:10pt; font-style:italic"> </span><span style="font-family:Calibri; font-size:10pt">(número de unidades)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">186</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">180</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">162</span>
</p>
</td>
</tr>
</table>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Walmart de México y Centroamérica es una de las cadenas comerciales más importantes de la región.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, operaba </span><span style="font-family:'Times New Roman'; font-size:12pt">4,</span><span style="font-family:'Times New Roman'; font-size:12pt">265</span><span style="font-family:'Times New Roman'; font-size:12pt"> unidades distribuidas en 6 países (Costa Rica, Guatemala, Honduras, El Salvador, México, y Nicaragua), incluyendo tiendas de autoservicio, Clubes de Precio co</span><span style="font-family:'Times New Roman'; font-size:12pt">n membresía y ventas </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Sus acciones cotizan en la Bolsa Mexicana de Valores desde 1977; la clave de la pizarra es WALMEX.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El crecimiento de las ventas provendrá de:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:14pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ventas a unidades iguales</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ventas unidades nuevas</span>
</li>
<li style="margin:0pt 0pt 8pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> y </span><span style="font-family:'Times New Roman'; font-size:12pt">nuevos negocios</span>
</li>
</ul>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, Walmart de Méxi</span><span style="font-family:'Times New Roman'; font-size:12pt">co y Centroamérica operaba </span><span style="font-family:'Times New Roman'; font-size:12pt">4,</span><span style="font-family:'Times New Roman'; font-size:12pt">265</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">unidades</span><span style="font-family:'Times New Roman'; font-size:12pt"> comerciales distribuidas </span><span style="font-family:'Times New Roman'; font-size:12pt">en </span><span style="font-family:'Times New Roman'; font-size:12pt">770</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ciudades</span><span style="font-family:'Times New Roman'; font-size:12pt"> en los seis países donde </span><span style="font-family:'Times New Roman'; font-size:12pt">tiene</span><span style="font-family:'Times New Roman'; font-size:12pt"> presencia. Entre sus unidades en operación se i</span><span style="font-family:'Times New Roman'; font-size:12pt">ncluyen tiendas de autoservicio y</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">ubes de Precios con membresía.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:439pt">
<tr style="height:48pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:115pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Formato</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:121pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Propuesta de valor</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Nivel socioeconómico</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Unidades</span>
</p>
</td>
</tr>
<tr style="height:48pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:115pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Bodegas y tiendas de descuento</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:121pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Precio</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">C, </span><span style="font-family:'Times New Roman'; font-size:12pt">D, E</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">3,</span><span style="font-family:'Times New Roman'; font-size:12pt">509</span>
</p>
</td>
</tr>
<tr style="height:32.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:115pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Hipermercados</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:121pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Surtido y precio</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">B, C, D</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">377</span>
</p>
</td>
</tr>
<tr style="height:63.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:115pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Supermercados</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:121pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Calidad, conveniencia y servicio</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">A, B, C</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">203</span>
</p>
</td>
</tr>
<tr style="height:48pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:115pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Clubes de Precio</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:121pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Precio líder, volumen, mercancía nueva y diferenciada</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">A, B, C, Negocios</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">176</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Presencia en </span><span style="font-family:'Times New Roman'; font-size:12pt">611</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ciudades de México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:461pt">
<tr style="height:16.5pt">
<td colspan="9" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:454pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Presencia en México por zona geográfica (Número de tiendas)</span>
</p>
</td>
</tr>
<tr style="height:63pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:78pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:63pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Total</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:63pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Metropolitana</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:63pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Centro</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:63pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Noreste</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:63pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Sureste</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:63pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Noroeste</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:63pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Norte</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:63pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Suroeste</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Bodega Aurrera </span>
</p>
</td>
<td style="background-color:#c0c0c0; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2,698</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">518</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">1,001</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">437</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">262</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">191</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">154</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">135</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Walmart </span>
</p>
</td>
<td style="background-color:#c0c0c0; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">338</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">71</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">110</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">35</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">33</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">43</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">32</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">14</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Sam’s</span><span style="font-family:Calibri; font-size:10pt"> Club</span>
</p>
</td>
<td style="background-color:#c0c0c0; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">176</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">35</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">52</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">15</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">23</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">21</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">17</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">13</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Walmart Express</span>
</p>
</td>
<td style="background-color:#c0c0c0; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">104</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">55</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">36</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">3</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">9</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">1</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">TOTAL</span>
</p>
</td>
<td style="background-color:#c0c0c0; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">3,316</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">679</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">1,199</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">490</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">327</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">255</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">203</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">163</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:85pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
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Ii2Sg7qupK0Y/z11gZ4yU2ltH4qwbXJ281BkkXi2pizi5Sovppp5+gkWipTovqWJLg2z10dLGYgLoCbeC4bsmg9TIOSUq0Q1Vc77TwrRKralya4Ns+dHSyG4hoIDDfyVDZk0XqYBiWlWtl6fKadx0n0KJEG1+ex44IqFIlrY6xIs9eENCgx1QhRfbXTzrNCpEhJ7VSC6/Pc3cFqRuICuKlVdmK0JrUWnwYlp7XZalyfdh4hUQQo2aVSWq8SXJ/HrguqUSSuHShaD9OgBLUmRPXViEUJlAFKdipE9ZUkuD7DHRhUoUhcG3MWkSKbjiukmQpQwmOI6luS4Po8dmFQlTOJFFxZpO2YQpZTAUp4yFTf0gTX57ETg6pQXGeRafF6kAYlrqUhqm9N2jGFLKcClPCQqb6lCa7Pc4cHVTmTSMFRIiWqb02IEuVcgBIeMtW3JsG1ee7IoCpZ4toRridbph1KYiWpMYYPUZLMCUiJzrfXSnBtnrsyqMqstA6gSKYdSmS5IapvaYgSZG6Akpxtq53g2jx3ZlCVpLQOxK6pXxfg2nw6lNBysuZaFaLkWBLgJWfPt0hwbZ67M6iKFNZJsGvr1wdRpdKgxDaXpdel0o4nxFgahZJfzQTX5rE7g00YyepEjNYGUaUygRIeQlTf0rTjCTGuDVDyq5ng2kzfJcGlyZZpqq9BCQ+Z6luadkwhwhoBSoC1Elybx+4MbsusTFVb165kxxDVtzTteEKCNUKUBGskuDbPHR/ckpFICcTVyWsgUNOuZMcoVF1p2nGECNcGKAHWyhH8+vXr/fPnz+/fv39vz3/8+NHGHiOfPn1qg1pcY9sQtPmxbD/y77//Ds5Rfyf0jg9uhZXpQKqduJREAcUGlPAIReVrlqQdx0mwVogS4docwbdv396/fPnSvLfH54ZzxB6z5u3trX31bcifP3/6No7F+o8fP7bH//zzz+iaOzHc8cHtkSIFOGYaKDV77mNR/UvTjidEWCMplBxLcgQ/f/5sRQfBAUrSHiMfPnxonyLximtsGwL8WAB17FfX3Inhbg9uz+iplEBgNoRia16V8BSqtjTtOEKAtq1mgBJkbo7g69ev7dMhnxohO7QBHDOQI35lR519+uTTJfBjAdRZkfpr7kR6twe3ZPREmhODFZ2HQvI1PC+Nh21egjUCrBC9KHP79gTfdeIpEb+O//79uxUcjiE/vOKcMgWQKYSJc/t0ye9N7VjAi9Rfcyf0jg9uyehpFGIqTYeXkMULrz1u2lLxqBqbtsbMXyt23CTdd4jgaJECCI3iAxQq2/Bq+9mHV4bfd6qxKMzUNXdhvEuD21JFpEyDlZAVkJdde9y0qbR97nqgapm231yzR3ogUiPT4PXp74eJn238xIMBe4iU2DYrQY+93tertP3umj3STawTvD4TP8/4CQcDthapDykRYFvX1Ku0feKaPdJNrrMT+A7zVXIm+j0PsDabVJth3BLcmmoiRRqUcGzamsxam7a+uc6nbRf1e6SbXCcYcDaRtvifGaP6HOOW4NZQpFVk2qCEg5ClAmzru2uXjlEz3eTpBCN2l6n/meRGXesYtwS3Zk+RrpGg52iRIt0C0glG7CJT/3MojRrDMW4Jbs/WMm3bmj4vUuBrVVSdwtdsmW7C6QQjaom036vAf+5ro8Z0jFuCoKGaTBsGsmnwEmWIFZQPyWn351umm2w6gaTaU6n/vGtFje0YtwRBQ22REiVQnzm8xDh+brvF901lqr7rnE6QpESm/Z4E/jPeImoex7glCDqqyLShF02DEqdPW+dENRWi+hDfZ8/t8VSI6mO6gukEkuKnUv+5bhk1n2PcEgQdtUWqpKnS1jpJTYWoPsYy1ZeCdf5am65gPoFkSqb9HvSf5R7x8wp0axA01BIpUMJMpa0XokqFqL4lsfh2e27TY2+4VIIkSqaDPeg/yz1i502Q7gluzxEiJUpWqRDVtzSp8Yhvs3099ma0CZJ4kR4uUcTOnSDdE9yemiIFXpZgrUSRJddMJWc8j23rj+3N6BMkoUwHew/4z3CPEHssmO4Nbs9ikXYo8bBtqj03S69Lhag+m7mariCdYBLI9HCREn8umO4Nbk9Sohbf1/UrwdRM7TlS4ylUnU1XlE4wiRXpITIl/jzBfEVwW+Yk2gtD9Hux1A5RfUsyN9Zcv093wXSCSUZPpfYzs59j7RDVlmC+IrglORLthTHRv1VqzjE3FlF9qXQXTCeYBHuQMm2xnxuPa4ek2hPMVwS3Y/AUkCHJnq7G99dOzTmI6kOI6ptKd9Hjlfib0/cHI6RI+bnZ8xohU30J5iuC2zEQKcgQZMuLiXRunLn+VLoLH6+ewhv07mAfQqYt6nOzbWtCVB8yw3xFcDsoUitUJQwbi+qvmRpz5IyRU+PTXfRIe/gcp8feoF1doEmKlCGqLzdE9TEzzFcEt2WJSFVf7RDVl5uc63NqbLoLHmkPn+2yxiYYwf3Xy3QqFtWfClF9TAZ5VcGtoQTOEDLu+8vE942jx3jGo2p8usLuZdg+qlEJBtj/kOPzmZUpYlH9NkT12WSQVxXcBm5cK4IzhYz7rEjnZarHSPdZfJ+N71fnzcF0gpZFIrUhqT7V7pNJfmVweezGtTf/GWIZ93uJIr5mGJLqU+3IVJ+Pr+1p1jeZoMWLFMHPtv+ccmOul+dzySCvKrgFZxQp8W3Pcy9Q5lmfisW22RqfuX4bX9s1PF4taPMJpEgR/Hzt+Wzs9fa4JDPMVwS3gRv3aJl6VA2F+ewvk6gPUX02OTWIqiOjNrwPn6CeSBGi+nIyw3xFcBu8SIG96bcOUX3PPGVJUsfkee10cmpzapCSuuZA58akJMoUy5SovpzMMF8R3AorU25kJYCaIarvEcrzIdCpqHFUG9stqsbHovqZuX6brljnptj9Jz+XJotkqtpz0zFYV8fzKAg6uIm5YdTNXyvT4+fJcy4pfL+9Zi5z9XP9TFc4nRti95/8TJrsKtKO0bo6nkdBYLAbRgmgZjy1BJobovpS8ah+3+bTFc3nhoyElUiRTGfGmkzHaF0dz6MgMHDDcNMoEdQN5fnYkrpmm9SYz47hsXU2XWdebsZIWBMZ7J2pZIyVTINcU8fzKAgcduMoEdQJb4Jh+7ZzDlNjLovq821sbw7yciOksBKxEmWa/9HJGC+ZBrmujudREDi4cbh5lAyWhxt/3Fd/runkzkdSfaqdUf1dY15uRC8roD4LEytQpvkfnYzx2qi6Bnsv2HbwPAoCATcPN5CXQSqeZx83/LDeZli/bYjq8+kqH//r2u15Kr6ua8jLTRiJaiZWoAjakskdV9U12Pugr+sYngWBoFSk4zq72W27DlF9tUNUn01XZTK8xp+nYusG4Macyg0olajNrESRnLGJaJfr63geBUECilTJVPHsH8pz2DcdovpqJmeOJ90NW0mkvr05mM5FsXtLvu9ayRmfiHa5xo7nURAk4EbvN1KDFYAVwiNDgdroep2S2qXJneNRx/f1uG18P7BtNpZkP8ady8Wwe0q+35rJmYOI9hBpUAUlVPCQwVMyXhI2z3rdZ1E1NVM+hxapP7b4/lS6orxchIGYLP791src2A2D/S36Wlw7eB4Fm/Ht27f3T58+ta/gx48f7Tnz69evtu3r1699v6+xdTz//Plz2wY4x5cvX95///7dtm0BNxqjxDIVVUd8+9Ypn3N4u7DdHvtM9TE9vDlz8uIMpNRg91SLf781osY1jNYATJ1cX8dwpGATPn78+P729ta+QoSQHoSHNuTPnz9tG25UnOMYwTHqeD3reC1ecY4xWfP9+/f3Dx8+dDNvBwXqN58ShY2vIbZtrxDVpzN82ua1fF2aboDyvCC9iIB7D3Yfjd5rjahxHVzDYC0dgzZ3/XikoDo/f/5sX/GkiEB+kB2fLAEFCSHiGGE7a4C9Fq8YG8ecA/gnp5pQoBa18ZQwEI+q2Ssl8z9qhyJlO/DtOenB57k0J8PugZ7M9Q72kL2mVtS4Aq7Dv5dRu7lejxRUhVKE7PDEiHP7RArQhuDXewiS1+DVixTXYhxIF0+pfDIFOK8tUspzaly7yfqN1qDk4duOSMk6HrVjiTKPft03l+7idTkJA8FwXXadtl0w2DvqurVR4ybw+xiwzbeD9EhBNXATQoZ4xXeakJ59ImUbQhFSjHj1ImUfZArx4no7B/vXgrGQEuxm44bz4rDnR6RkDc/aE4tUZUcGYlFrUG2C5Di14sddgN3XlmWjBUVAjvyOE+DXez6Nsp2/9gOIkcd45R8oAVsH+ETLOWzfUpYI1MMNx01nxWFFckSI6rN51qQlijzrytPDm3urbI2aE2HfDL2c/PU148evSN3RgpeF8lwrUIuXKVAy2Ttkqs+ypUiZSfAzqZXaqDl8WDfBbiIF9rgS9UcMXora8vR4mSqJlMai+ucC3v6vfZHtPvx8bK3NVN/SAMzdgvlrJgP7H78WNU5J5sZo2FymDaP3VYnH6MEmUFJnzh5sIVJKjvh+4s+Jvd6PaYPPiMfAzsOk2tcE2HmbxnrJxP7c5DilmRqHqL5a2ZBtRw+CBt6QtWQKKJleNAbfbmtVpmq8SIFdB7HrWxtg12DnbvGCWJIpfI29bm3UeMSfA1u3Nhuy7ehB0OBFCpRAcgO8aLaKFSlD1NrWBvj5fEZ4YeSG+DZ7vkU8vt2e8zg3B3HczMGtsDJdI1SiBFM7SqIMUWtcEqLmmkqLl8malIxXWutRdT6F+H1m99qWlK80CFaQ2uRKLj5AyWSrTIkUIWqtqRDfpsbPSYuXz5oQ1WdDVJ9Pw+J1N/i9ckYeKw2CnbEy5U1i5aJC/E25ReYkygC1VoR9fOUxryN+zNK0eAGtCVF9SEP23A12rTYt6hqbF+F1VhpcEi/THNRNWTu5IkXmsDX+2hpp8QJam6kxG7LmbrDr9GlR19m8CK+z0uCyWJnmhKibs1ZKROqz9dp8WryAaiQ1bsPs3B12nSo9agzmBXiNVQZBgxKqujnXZo1Eka3WNZUWLx6erwkx56N5gb1G1M2lxY/BvACvscogMIRIdSz9uZfS0nT4OZkWU6tq5tJi5+zGegVeZ6VB0LH1U+mritSnx8tpSTrUPAxRfblpMfO9Cq+34iBo2EqmayWK1FxPjbRYKS5Ngxq/dl6Rx6cTBC+IlylQN2ZJrihSpMfLsSQNauyt8ko8Pp0geFGsTClUdVPmpoZIkbXr2CIDjBxHsM+mQY25V87O4xMKghenhkxrSRRZuoY94kn2n0SizJkJkQaXwcsUqBsylZoiRUrnP1Msqv+onJUQaXAprEytUIG6MZnaEkWI6nuVnHH9ZyREGlwSL1RKVd2YyBYiRabmPHvOvPazESINLo+XqYU35lYiRew8pcG6tlxbKmvWvFfORIg0uAVWpjZga1EB1T4VCtRG1W2VJWveO2ciRBrcEitTSIqoG3ZNiOqbipcoouq2ypI1750zESINbg1FSqkSdeMuCVF9U/ESRVTdVlmy5iNyFkKkwa2BoABF6oUK1A2cmzXXh0jncxZCpMGtoUiJF+oaqZbWz2VPmdZe+1Y5CyHS4NZ4kVrmpEpSN7dvr5EaMs1ZW05NrVyBEGlwW6Yk6lFSZYCVgpXEFlkjU4XtU8dbBqjPdC5nI0Qa3JYSkSrUja1ksUWWypTkCkmNUTNXIUQa3JK1EiVWpl5MShw1MyfTKfya7bkNUGPXylUIkQa3pJZISUpCQAmkVlIyBVNrmkPVq3nW5EqESINbUlukFisuLyOgpLImVqa18O+B78POuzZXIkQa3I4tJWqhfJSQgJLL0uz1Hwag5i/N1QiRBrdjL5F6vJAUSjpzIXvKFKi15OZqhEiD23GUSIEVkgpR8vFR7CVTrlWtay5XJEQa3IojJTqFktRStn6Pfp1KllO5IiHS4FacVaTESkollzPL9IqESC/It2/f3n///t0Gx29vb21wzLDP5r///W9//P379/c/f/604/HaHz9+tOfAjqfa2ca5Cc95LYP1AK6LoPbnz5/9McfydTmcXaK1CZnuR4j0guAGgsgQHFNWnz596o8pIrR9+PChPf769Wtfw1eIi2N8/vy5bQe2Bv2UnK/FMUJ4jqCfc1OkOEYbRYxzjMn1Imy3dTlgnLux9XteKtOrESK9IB8/fnz/8uXLSGYpsaHdHvMVT6UYw8qKN6atRduvX79kLfoRYs/xyrkJ5AghYyzAGpzba31dDncUKQiZbk+I9ILgyRKisSKjkKyMANvtMeQEGQMlR2DHY7+qRT9C7DleOTeAGLFutONa+xSKOs6n6ubguu/K1u+/VKZXI0R6QSAYiJDiYey5/VWaMmMfwBMtnkjx/SSFSJkBW0tULY/xCsna69hHMCfCdszPeqyXY6u6Oe4uUrC3TMEdJApid10QPLFBani1oZQoJtbyKZJ1AH/QREHxWvu0aWstvpbnbLPX4dWOifn4B1xYn6/nuaqbI0T6YE+ZpoR6RWJ3BZcnJDpkj8/DyzREGgQvToh0zBEyBSHSIHhRQqSavWVqhXo1YoddBNwUEZ0gzV6fT4g0CIJLE/+xWU98gkEQhExXEp9eEAQtIdPlxCcXBEFPyHQZ8akFQTAgZFpOfGJBEIxYKlP+jTj+jTT+rTR7zr/pZv+GGmAf/6aarUX4t/HsHLafNanrtiREGgSBZIlMIS78+we4liJjO8N/e4GvAPLjNfjHb3wNQiGynfU45j9igxq24ZVtWxMiDYIgSalM8aQIEfIflUEAjxErSdSD1L8cZoVI7ByAdSR13ZaESIMgmKREppAhgifEv//+uxcZpYZAchAh/6lGUCJSOwf+HVzWkdR1WxIiDYJgllyZUmKQ3L///tsLEdKE/Kzc8ETJJ9K5f4IR8b/a54o0frUPguA05MiUfxDEp0vKk+f4LhQBrCX8QyJbSxlaIfo5UMdjkLpuS0KkQRBkk/tkejfiUwmCoIiQ6Zj4RIIgKAYyffXU4/39/wOLwTlT7UQoHAAAAABJRU5ErkJggg==" width="338" height="239" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Presencia </span><span style="font-family:'Times New Roman'; font-size:12pt">en </span><span style="font-family:'Times New Roman'; font-size:12pt">15</span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ciudades</span><span style="font-family:'Times New Roman'; font-size:12pt"> de Centroamérica.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:359pt">
<tr style="height:16.5pt">
<td colspan="7" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:352pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Presencia en Centroamérica por país </span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">(Número de tiendas)</span>
</p>
</td>
</tr>
<tr style="height:54.2pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:154pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:54.2pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Total</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:54.2pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Costa Rica</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:54.2pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Guatemala</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:54.2pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">El Salvador</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:54.2pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Nicaragua</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; height:54.2pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt; writing-mode:tb-rl">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Honduras</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:154pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Bodega y Tiendas de Descuento</span>
</p>
</td>
<td style="background-color:#c0c0c0; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">811</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">292</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">243</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">79</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">95</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">102</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:154pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Supermercados</span>
</p>
</td>
<td style="background-color:#c0c0c0; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">99</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">38</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">27</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">17</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">9</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">8</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:154pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Walmart</span>
</p>
</td>
<td style="background-color:#c0c0c0; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">39</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">15</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">12</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">6</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">2</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">4</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:154pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">TOTAL</span>
</p>
</td>
<td style="background-color:#c0c0c0; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">949</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">345</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">282</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">102</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">106</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:26pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">114</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:161pt; border:none">
</td>
<td style="width:33pt; border:none">
</td>
<td style="width:33pt; border:none">
</td>
<td style="width:33pt; border:none">
</td>
<td style="width:33pt; border:none">
</td>
<td style="width:33pt; border:none">
</td>
<td style="width:33pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="245" height="197" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Comportamiento cíclico</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Como resultado de la temporada navideña, el consumo de bienes y servicios aumenta </span><span style="font-family:'Times New Roman'; font-size:12pt">significativamente en los últimos meses de cada año. En 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, el cuarto trimestre representó </span><span style="font-family:'Times New Roman'; font-size:12pt">el 28.</span><span style="font-family:'Times New Roman'; font-size:12pt">0</span><span style="font-family:'Times New Roman'; font-size:12pt">% de los ingresos del año.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:243pt">
<tr style="height:15.75pt">
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:236pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Ingresos por trimestre</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:71.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:96.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:9.5pt; font-weight:bold">Ingresos totales 202</span><span style="font-family:Calibri; font-size:9.5pt; font-weight:bold">5</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:54.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Participación</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:96.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">(millones de pesos)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:54.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">(%)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:71.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">1er Trimestre</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:96.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">$240,975</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:54.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">23.8</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:71.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">2do Trimestre</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:96.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">246,254</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:54.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">24.3</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:71.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">3er Trimestre</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:96.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">241,520</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:54.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">23.9</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:71.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">4to Trimestre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:96.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">282,849</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:54.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">28.0</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:71.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">TOTAL</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:96.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$1,011,598</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:54.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">100</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:78.6pt; border:none">
</td>
<td style="width:103.3pt; border:none">
</td>
<td style="width:61.1pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las vacaciones y días feriados también tienen un impacto significativo en el comportamiento de las ventas.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
<meta http-equiv="Content-Style-Type" content="text/css" />
<meta name="generator" content="Aspose.Words for .NET 15.3.0.0" />
<title>
</title>
</head>
<body>
<div>
<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">21</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5"> centros de distribución en México</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:342pt">
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Ciudad</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Nombre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Servicio</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td rowspan="5" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Ciudad de México</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Cuautitlán</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca / Planta de carnes</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">San Martín Obispo (2)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca / Perecederos</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Santa Bárbara</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Chalco (2)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca / Perecederos</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-style:italic">Fulfillment</span><span style="font-family:Calibri; font-size:10pt; font-style:italic"> Center</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-style:italic">eCommerce</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td rowspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Monterrey</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Secos</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Seca</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Perecederos</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Perecederos / Planta de carnes</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-style:italic">Fulfillment</span><span style="font-family:Calibri; font-size:10pt; font-style:italic"> Center</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-style:italic">eCommerce</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td rowspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Guadalajara</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Secos</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Seca</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Perecederos</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Perecederos</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-style:italic">Fulfillment</span><span style="font-family:Calibri; font-size:10pt; font-style:italic"> Center</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-style:italic">eCommerce</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td rowspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Villahermosa</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Secos </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Perecederos</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Perecederos</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Frutas y verduras</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Frutas y verduras</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Culiacán </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Secos</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Perecederos </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Perecederos </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Mérida</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Mérida</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Omnicanal</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Chihuahua</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Chihuahua</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Omnicanal</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Mexicali</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:94pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Santo Niño</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:132pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Omnicanal</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">1</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">2</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5"> centros de distribución en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Centroamérica</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:285pt">
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">País</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:114pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Nombre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Servicio</span>
</p>
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<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Guatemala</span>
</p>
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<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Amatitlán</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca</span>
</p>
</td>
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<tr style="height:8.85pt">
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<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Bárcenas (2)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca / Perecederos</span>
</p>
</td>
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<tr style="height:15pt">
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<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">El Salvador</span>
</p>
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<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Apopa</span>
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<td style="border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca</span>
</p>
</td>
</tr>
<tr style="height:9.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:114pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">San Juan Opico</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:55pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Honduras</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:114pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">San Pedro Sula (2)</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca</span>
</p>
</td>
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<tr style="height:9.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:114pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Tegucigalpa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca / Perecederos</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:55pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Nicaragua </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:114pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Mateare</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca / Perecederos</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:55pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Costa Rica </span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:114pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Coyol</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca / Perecederos </span>
</p>
</td>
</tr>
<tr style="height:3.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:114pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Coris</span>
</p>
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">PDC</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca</span>
</p>
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Seca / Perecederos</span>
</p>
</td>
</tr>
</table>
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<p style="margin:0pt">
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<span style="font-family:'Times New Roman'; font-size:12pt">A esta fecha, los nombres comerciales de nuestros distintos formatos de negocio en México tales como Bodega Aurrerá, Mi Bodega Aurrerá, Bodega Aurrerá Express, </span><span style="font-family:'Times New Roman'; font-size:12pt">Prichos</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Cashi</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Bait, </span><span style="font-family:'Times New Roman'; font-size:12pt">son marcas propiedad de Wal-Mart de México, S.A.B. de C.V., al igual que las marcas </span><span style="font-family:'Times New Roman'; font-size:12pt">propias </span><span style="font-family:'Times New Roman'; font-size:12pt">Aurrera, </span><span style="font-family:'Times New Roman'; font-size:12pt">Medimart</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">Atvio</span><span style="font-family:'Times New Roman'; font-size:12pt">, etc. Por otra parte, los nombres comerciales de los formatos de negocio Walmart</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Walmart Express, Walmart Pass</span><span style="font-family:'Times New Roman'; font-size:12pt">, Walmart Connect</span><span style="font-family:'Times New Roman'; font-size:12pt"> y </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam´s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club, así como las diversas marcas propias Great </span><span style="font-family:'Times New Roman'; font-size:12pt">Value</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">Equate</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">Mainstays</span><span style="font-family:'Times New Roman'; font-size:12pt">, Members Mark y Carrito Wal-Mart, etc., son marcas registradas propiedad de WALMART APOLLO, LLC. Dichas marcas son usadas por las compañías operadoras bajo contratos de licencia y/o sublicencia de uso con vigencia indefinida. También se usan marcas registradas propiedad de terceros, respecto de las cuales se tienen celebrados contratos de licencia de uso, a efecto de garantizar su legal uso y dar cumplimiento a la legislación</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">aplicable y vigente.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Todos los nombres comerciales de los distintos formatos de negocio en Centroamérica tales como Despensas Familiar, </span><span style="font-family:'Times New Roman'; font-size:12pt">Palí</span><span style="font-family:'Times New Roman'; font-size:12pt">, la Despensa de Don Juan, La Unión, Más x Menos, Maxi Bodega y </span><span style="font-family:'Times New Roman'; font-size:12pt">MaxiPalí</span><span style="font-family:'Times New Roman'; font-size:12pt"> (con excepción de Walmart),</span><span style="font-family:'Times New Roman'; font-size:12pt"> así como las diversas marcas propias como lo son</span><span style="font-family:'Times New Roman'; font-size:12pt">, entre otras,</span><span style="font-family:'Times New Roman'; font-size:12pt"> SABEMAS, </span><span style="font-family:'Times New Roman'; font-size:12pt">SuperMax</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Suli, son marcas registradas de diferentes subsidiarias </span><span style="font-family:'Times New Roman'; font-size:12pt">en Centroamérica</span><span style="font-family:'Times New Roman'; font-size:12pt">. Las marcas propias Walmart, Great </span><span style="font-family:'Times New Roman'; font-size:12pt">Value</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">Equate</span><span style="font-family:'Times New Roman'; font-size:12pt">, George & </span><span style="font-family:'Times New Roman'; font-size:12pt">Design</span><span style="font-family:'Times New Roman'; font-size:12pt">, entre otras,</span><span style="font-family:'Times New Roman'; font-size:12pt"> se comercializan bajo licencia de WALMART APOLLO, LLC.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Dentro de las marcas de negocio de Centroamérica se incluyen varias marcas que son propiedad de subsidiarias de la División Agroindustrial, una operación formada para apoyar la operación detallista de Walmart Centroamérica a través de</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">a producción, el</span><span style="font-family:'Times New Roman'; font-size:12pt"> abasto, distribución y venta de productos frescos y el desarrollo de </span><span style="font-family:'Times New Roman'; font-size:12pt">algunas </span><span style="font-family:'Times New Roman'; font-size:12pt">marcas privadas en</span><span style="font-family:'Times New Roman'; font-size:12pt"> algunos</span><span style="font-family:'Times New Roman'; font-size:12pt"> abarrotes y </span><span style="font-family:'Times New Roman'; font-size:12pt">perecederos</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El </span><span style="font-family:'Times New Roman'; font-size:12pt">uso </span><span style="font-family:'Times New Roman'; font-size:12pt">legal y conservación de derechos de las diversas marcas propias es de suma importancia para la emisora toda vez que forman parte de su patrimonio, amén de que el público consumidor identifica la calidad de los productos comercializados bajo las marcas en conjunto con el servicio prestado por las compañías operadoras, en lo que se involucra el prestigio de la emisora, por lo cual, se cuenta con un departamento </span><span style="font-family:'Times New Roman'; font-size:12pt">legal </span><span style="font-family:'Times New Roman'; font-size:12pt">especializado en materia de Propiedad Intelectual, encargado de garantizar el uso y defensa de dichos derechos.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Wal-Mart de México cuenta con políticas y procedimientos inherentes al desarrollo de los productos de marcas propias que establecen los lineamientos para la creación, administración y comercialización de éstos, así como los pasos a seguir y el alcance específico de cada uno de los involucrados en el desarrollo de productos. La </span><span style="font-family:'Times New Roman'; font-size:12pt">D</span><span style="font-family:'Times New Roman'; font-size:12pt">irección </span><span style="font-family:'Times New Roman'; font-size:12pt">de “nuestras marcas” es responsable de verificar, junto con el área legal de Propiedad </span><span style="font-family:'Times New Roman'; font-size:12pt">Intelectual</span><span style="font-family:'Times New Roman'; font-size:12pt"> de la compañía, que los productos comercializados por el área de nuestras marcas cuenten con registros de marca propiedad de Walmart México y Centroamérica y/o registros de WALMART APOLLO, LLC., </span><span style="font-family:'Times New Roman'; font-size:12pt">y cumplen con la legislación aplicable y vigente</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Son alrededor de 4 políticas las que rigen (y han regido durante al menos los últimos tres ejercicios), los planes de investigación, desarrollo y uso de marcas de nuestros productos y dentro de los cuales se destaca la importancia de que productos comercializados bajo nuestras marcas cumplan, al menos, con los siguientes requerimientos de la Compañía:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ser generadores de utilidad, es decir, tener mayor margen que su contratipo y/o categoría donde participan acorde a la estrategia de cada marca.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Significar una propuesta de valor cliente. Tener un precio menor al contratipo acorde a la estrategia de cada marca.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Tener estricto apego a los programas de la compañía como son EDLC y EDLP para crecer la competitividad de la compañía.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Cumplir con la regulación y normatividad vigente aplicable a cada tipo de producto en cada país (etiquetado, formulación, requisitos sanitarios, etc.).</span>
</li>
<li style="margin:0pt 0pt 8pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ser productos desarrollados y administrados en su proceso comercial por el área de </span><span style="font-family:'Times New Roman'; font-size:12pt">N</span><span style="font-family:'Times New Roman'; font-size:12pt">uestras Marcas. No serán considerados ni contabilizados aquellos productos que son elaborados en tienda y/o a los cuales sólo se les coloca una etiqueta.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Respecto a los montos de inversión, resulta imposible de determinar, ya que cada producto para cada formato lleva diferentes procesos de evaluación y valoración, pero siempre apegado a las políticas y lineamientos anteriormente señalados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro principal cliente es el público en general. Durant</span><span style="font-family:'Times New Roman'; font-size:12pt">e el año 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, generamos </span><span style="font-family:'Times New Roman'; font-size:12pt">2,</span><span style="font-family:'Times New Roman'; font-size:12pt">298</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">millones de transacciones en México y en Centroamérica.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Wal-Mart de México, S.A.B. de C.V. es una sociedad constituida bajo leyes mexicanas, la cual cumple con todas las disposiciones legales en materia administrativa para llevar a cabo la construcción y operación de sus diversas unidades, observando puntualmente la legislación en las siguientes materias: ambiental, vial y de desarrollo urbano, sanitaria, protección civil, zoosanitaria y de anuncios; tanto en el ámbito federal como en el local según corresponde a la competencia de las diversas Autoridades Federales, Estatales y Municipales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, observa el cabal cumplimiento de los principios básicos de las relaciones comerciales entre proveedores y consumidores establecidos en la Ley Federal de Protección al Consumidor. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En cuanto a la situación tributaria en México, la emisora se encuentra dada de alta como contribuyente ante el Servicio de Administración Tributaria de la Secretaría de Hacienda y Crédito Público y, </span><span style="font-family:'Times New Roman'; font-size:12pt">a partir de</span><span style="font-family:'Times New Roman'; font-size:12pt"> 2019</span><span style="font-family:'Times New Roman'; font-size:12pt"> y a la fecha, la sociedad tributa en </span><span style="font-family:'Times New Roman'; font-size:12pt">el régimen general </span><span style="font-family:'Times New Roman'; font-size:12pt">para personas morales</span><span style="font-family:'Times New Roman'; font-size:12pt">, cumpliendo con todas las disposiciones que regulan los aspectos fiscales relacionados con el desarrollo de los negocios de la emisora.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Dentro de las principales leyes aplicables que nos rigen en México se encuentran: la Ley del Mercado de Valores, Ley General de Sociedades Mercantiles, Ley del Impuesto sobre la Renta, Ley del Impuesto al Valor Agregado, Ley del Impuesto Especial sobre Producción y Servicios, Ley </span><span style="font-family:'Times New Roman'; font-size:12pt">Federal de Protección a</span><span style="font-family:'Times New Roman'; font-size:12pt"> la Propiedad Industrial, Ley Federal del Derecho de Autor, Ley Federal de Protección al Consumidor, Ley Federal de Competencia Económica, Ley de Inversión Extranjera, Ley de Instituciones de Cré</span><span style="font-family:'Times New Roman'; font-size:12pt">dito, Ley Federal del Trabajo,</span><span style="font-family:'Times New Roman'; font-size:12pt"> Ley Federal de Protección de Datos Personales </span><span style="font-family:'Times New Roman'; font-size:12pt">en Posesión de los Particulares, </span><span style="font-family:'Times New Roman'; font-size:12pt">Ley </span><span style="font-family:'Times New Roman'; font-size:12pt">en Materia</span><span style="font-family:'Times New Roman'; font-size:12pt"> de Telecomunicaciones y Radiodifusión</span><span style="font-family:'Times New Roman'; font-size:12pt">, Ley General de Salud, Reglamento de Insumos para la Salud, Reglamento de la Ley General de Salud en Materia de Publicidad y el </span><span style="font-family:'Times New Roman'; font-size:12pt">Código Fiscal de la Federación</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La operación denominada como Walmart Centroamérica se consolidó bajo </span><span style="font-family:'Times New Roman'; font-size:12pt">CAMT-FB Holding </span><span style="font-family:'Times New Roman'; font-size:12pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:12pt">, S de R.L. de C.V. (antes denominada </span><span style="font-family:'Times New Roman'; font-size:12pt">TFB </span><span style="font-family:'Times New Roman'; font-size:12pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:12pt">, N.V.), subsidiaria de WMCA Central American Holding, S. de R.L. de C.V., que a su vez es subsidiaria directa de Wal-Mart de México, S.A.B. de C.V., y ésta última, subsidiaria indirecta de Wal-Mart, Inc. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">CAMT-FB Holding </span><span style="font-family:'Times New Roman'; font-size:12pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> S</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span><span style="font-family:'Times New Roman'; font-size:12pt"> de R.L. de C.V., se constituyó con el propósito de servir como la entidad “holding” de un número de subsidiarias indirectas que operan tiendas, centros de distribución, así como operaciones agroindustriales, constituidas en Guatemala, El Salvador, Honduras, Nicaragua y Costa Rica. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, se observa el cumplimiento de los principios básicos de las relaciones comerciales entre proveedores y consumidores establecidos en los respectivos países. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En cuanto a la situación tributaria en Centroamérica, las subsidiarias de CAMT-FB Holding </span><span style="font-family:'Times New Roman'; font-size:12pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> S</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span><span style="font-family:'Times New Roman'; font-size:12pt"> de R.L. de C.V.</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> se encuentran sujetas a las diversas disposiciones fiscales de los países en donde operan, se encuentran registradas ante sus respectivas agencias impositivas y están sujetas al cumplimiento de todos los requisitos fiscales relacionados con el desarrollo de sus respectivos negocios.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#2e74b5">Oportunidad- Nuestro Talento</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nos enfocamos en crear empleos con sentido, fomentar una cultura de pertenencia y apoyar el desarrollo de los asociados para impulsar el crecimiento. Al mismo tiempo, creamos oportunidades para que nuestros proveedores lleguen a nuevos clientes, expandan sus negocios, generen empleos dentro de sus comunidades y prosperen junto a nosotros.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra Gente</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Oportunidades para Proveedores</span>
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<a name="_Toc227102166" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Nuestra Gente</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro propósito de ayudar a las personas a ahorrar dinero y vivir mejor se materializa a través de nuestros asociados, quienes marcan la diferencia para nuestros clientes cada día. Nos esforzamos por hacer del sector minorista uno</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">lleno de oportunidades, en el que todos, independientemente de su situación inicial, puedan desarrollar</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">habilidades y adquirir la experiencia necesarias para avanzar en sus carreras profesionales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Un equipo compuesto por personas con diferentes trayectorias y perspectivas genera ideas y enfoques innovadores. Cada asociado aporta cualidades y conocimientos únicos que se traducen en soluciones centradas en el cliente. Por eso damos prioridad al aprovechamiento de su talento como factor estratégico de nuestra estrategia empresarial. Este año, en el marco de nuestro enfoque centrado en las personas e impulsado por la tecnología, hemos reforzado una cultura en la que la agilidad, tecnología e inteligencia artificial han mejorado nuestro liderazgo e innovación continua.</span>
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" 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" 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" 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<a name="_Toc227102167" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Propuesta de valor al asociado</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Propuesta de valor para los asociados</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para que Walmart de México y Centroamérica sea el mejor lugar para comprar, también necesitamos que sea el mejor lugar para trabajar. Por eso ponemos a nuestros asociados en el centro de nuestras decisiones y escuchamos de manera proactiva lo que necesitan y valoran. Sus comentarios nos ayudan a mejorar nuestra propuesta de valor, alineándola con lo que más importa: estabilidad, crecimiento, pertenencia y bienestar. Las personas nos eligen porque nos ven como una empresa global que ofrece carreras profesionales satisfactorias. Una vez incorporados, los factores que impulsan su compromiso son nuestra cultura,</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">beneficios y oportunidades de aprendizaje continuo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Beneficios para asociados</span>
</p>
<p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra estrategia de beneficios está diseñada para atraer, motivar y retener al talento ofreciendo un paquete de beneficios competitivo. Nos preocupamos por el bienestar integral de nuestros asociados a través de un marco basado en cuatro pilares fundamentales: Familia, Finanzas, Salud y Emocional.</span>
</p>
<p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, seguimos avanzando nuestro programa </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Membresía Más</span><span style="font-family:'Times New Roman'; font-size:12pt"> en México y el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Programa de Asistencia Integral (PAI)</span><span style="font-family:'Times New Roman'; font-size:12pt"> en Centroamérica. Ambos ofrecen acceso gratuito a una variedad de servicios de terceros, que incluyen asistencia médica especializada, nutricional, emocional, legal, financiera y veterinaria. Este beneficio también se extiende a los familiares directos de nuestros asociados, lo que beneficia a más de 20,400 personas en México y 2,001 en Centroamérica.</span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Familia</span>
</li>
</ol>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Apoyamos el equilibrio vida-trabajo mediante programas e iniciativas que promueven una integración más saludable entre la vida personal y profesional. Los beneficios incluyen licencia por maternidad y paternidad extendida, licencia especial, días personales, asistencia para funerales de asociados, cónyuges e hijos, seguro opcional para el hogar, el automóvil y las mascotas, entre otros. Durante 2025, se beneficiaron un total de 41,476 asociados.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">“No hay palabras para expresar mi gratitud hacia Walmart. Gracias a la ampliación del permiso por maternidad, he tenido la oportunidad de disfrutar de momentos maravillosos con mi familia. Haber podido estar con mi bebé durante casi cinco meses ha sido increíble. Muchas gracias, Walmart”. – Asociada de Walmart. </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#003d6b"> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Finanzas</span>
</li>
</ol>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ofrecemos herramientas que ayudan a los asociados a fortalecer su capacidad financiera y a tomar mejores decisiones para su bienestar y el de sus familias. Estos beneficios incluyen descuentos para asociados, subsidios, ayuda en caso de desastres, fondos de ahorro, vales para compras de supermercado y membresías de </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam's</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club, entre otros. Algunos de nuestros programas principales incluyen:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Caja de Ahorro: e</span><span style="font-family:'Times New Roman'; font-size:12pt">ste sistema de ahorro voluntario permite a los asociados en México ahorrar entre el 5% y el 25% de su salario bruto, mediante deducciones de nómina, obteniendo atractivos rendimientos por sus aportaciones.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cupón electrónico y descuento para asociados: e</span><span style="font-family:'Times New Roman'; font-size:12pt">n 2025, logramos la transición del cupón electrónico y el descuento para asociados a sus versiones digitales a través de </span><span style="font-family:'Times New Roman'; font-size:12pt">Cashi</span><span style="font-family:'Times New Roman'; font-size:12pt">, nuestra aplicación financiera. Como resultado, más del 94.5% de nuestros asociados de oficina en México ahora utilizan activamente </span><span style="font-family:'Times New Roman'; font-size:12pt">Cashi</span><span style="font-family:'Times New Roman'; font-size:12pt"> en sus dispositivos móviles para acceder a estos beneficios, lo que supone un importante paso adelante en nuestra transformación digital.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Membresía digital de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Sam's</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> Club para asociados</span><span style="font-family:'Times New Roman'; font-size:12pt">: todos los asociados en México, independientemente de su función o tipo de contrato, reciben una membresía digital gratuita para asociados de </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam's</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club. Esta les da acceso a ofertas y beneficios exclusivos que contribuyen al bienestar de sus familias.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:12pt">169,569</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:12pt">total de asociados beneficiados. </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: Fondo de Ahorros</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Este año, completamos con éxito un hito en nuestros programas de beneficios financieros: el primer ciclo de distribuciones de los fondos de ahorro de nuestros asociados en México. En julio, más de 197,000 asociados recibieron depósitos resultantes de un esfuerzo conjunto que combinó contribuciones individuales, apoyo de la empresa y rendimientos de las inversiones. Logramos una tasa de satisfacción del 95%, lo que dio lugar a solicitudes para aumentar el porcentaje de pago de las contribuciones en los próximos años.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">“Ha sido de gran ayuda para que mi familia y yo ahorremos dinero. Me ha dado una mayor tranquilidad financiera para comprar todo lo necesario para el regreso a clases." - Asociado de Walmart.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Salud</span>
</li>
</ol>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nos comprometemos a garantizar que nuestros asociados y sus familias tengan acceso a una atención médica de alta calidad y asequible. Además, promovemos el bienestar físico ofreciendo seguro de vida a todos los asociados, seguro médico, chequeos médicos para los ejecutivos y consultorios médicos en las tiendas, centros de distribución y oficinas.</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Seguro médico</span><a href="#_ftn1"><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">[1]</span></a><span style="font-family:'Times New Roman'; font-size:12pt">: en México, hemos ampliado la cobertura para incluir servicios como cirugías bariátricas y cobertura gratuita para los hijos mayores de 25 años con discapacidades de cualquiera de nuestros asociados. </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Apoyo al desarrollo familiar:</span><span style="font-family:'Times New Roman'; font-size:12pt"> como parte de nuestra política de ampliación del seguro médico en México, ahora ofrecemos dos nuevas coberturas: una para la crio preservación de ovocitos (congelación de óvulos) y otra que incluye los gastos relacionados con los tratamientos de fertilidad, los procedimientos de infertilidad y la reproducción asistida para los asociados y sus cónyuges. Introdujimos esta prestación en 2024 para apoyar el bienestar general de nuestros asociados y, desde entonces, hemos celebrado el nacimiento de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">seis bebés</span><span style="font-family:'Times New Roman'; font-size:12pt"> gracias a esta iniciativa.</span>
</li>
</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:12pt">66,177</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:12pt">total de asociados beneficiados.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Emocional</span>
</li>
</ol>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:116%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Los problemas emocionales y de salud mental, como la ansiedad, el estrés y la depresión, se encuentran entre las afecciones más comunes a las que se enfrentan las personas hoy en día. En nuestra empresa, damos prioridad al bienestar emocional de nuestros asociados y sus familias ofreciéndoles servicios de asesoramiento gratuitos las 24 horas del día, los 7 días de la semana, junto con acceso a herramientas educativas. En 2025, 109,973</span><a href="#_ftn2"><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">[2]</span></a><span style="font-family:'Times New Roman'; font-size:12pt"> asociados se</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">beneficiaron de estos servicios.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Como parte de nuestro compromiso, organizamos 33 ferias de salud preventiva para el bienestar de nuestros asociados en México y Centroamérica, diseñadas para promover la salud física, emocional y financiera. Estas ferias ofrecieron una amplia gama de servicios prestados por terceros, incluyendo chequeos médicos, vacunas, masajes antiestrés, exámenes oculares, atención psicológica y asesoramiento nutricional. Gracias a estas ferias de salud preventiva, pudimos identificar afecciones de salud como hipertensión, diabetes e insuficiencia renal en asociados que anteriormente desconocían su diagnóstico. Esta detección temprana ha sido crucial para fomentar el seguimiento médico oportuno y mejorar su calidad de vida.</span>
</p>
<p style="margin:12pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- Más de 11,129 asociados asistieron a estas ferias en México y 924 en Centroamérica.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102168" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Atracción de talento</span></a>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, aceleramos la evolución de nuestra estrategia de reclutamiento centralizado y atracción de talento, reforzando nuestro compromiso de atraer, identificar y contratar al</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">mejor talento. Consolidamos una estrategia que no solo responde a la alta demanda operativa, sino que también posiciona a Walmart de México y Centroamérica como una empresa impulsada por las personas y la tecnología.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">Habilitadores - Tecnología</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Estamos utilizando inteligencia artificial para acelerar los procesos de contratación y encontrar perfiles específicos en México y Centroamérica. Una nueva aplicación ayuda a identificar candidatos en función de sus habilidades, que les permite a los reclutadores centrarse en aquellos con mayor potencial. La herramienta también se está mejorando para predecir la rotación de personal. Aunque aún se encuentra en sus primeras fases de desarrollo, ya está contribuyendo a que las decisiones de contratación sean más rápidas y eficientes.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Hemos mejorado los procesos clave, reduciendo los tiempos de contratación en un 9.4% y mejorando la experiencia de los candidatos y los asociados. Utilizamos una plataforma flexible que nos permite crear herramientas empresariales personalizadas sin necesidad de realizar un trabajo de codificación complejo, lo que nos ayuda en las operaciones diarias. Esta solución ofrece a los equipos una mayor visibilidad y control sobre el seguimiento de candidatos y </span><span style="font-family:'Times New Roman'; font-size:12pt">KPIs</span><span style="font-family:'Times New Roman'; font-size:12pt">, garantizando así la calidad y un impacto medible. También hemos añadido herramientas automatizadas para agilizar las evaluaciones técnicas y permitir que </span><span style="font-family:'Times New Roman'; font-size:12pt">see</span><span style="font-family:'Times New Roman'; font-size:12pt"> realicen evaluaciones de habilidades más rápidas y precisas.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Fuimos incluidos en el ranking </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Best Place </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">to</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Code</span><span style="font-family:'Times New Roman'; font-size:12pt">, que reconoce a las empresas líderes del sector tecnológico como los mejores lugares para desarrollar una carrera profesional en el ámbito del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">software</span><span style="font-family:'Times New Roman'; font-size:12pt"> y tecnología. Este logro refleja nuestro esfuerzo por proyectar una imagen de marca moderna y digital. Utilizamos plataformas y colaboramos con </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">influencers</span><span style="font-family:'Times New Roman'; font-size:12pt"> para llegar a segmentos clave de talento.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">También lanzamos R3K, un personaje digital diseñado para atraer a talentos tecnológicos en las redes sociales. Como embajador de nuestra marca, R3K promueve nuestra identidad como </span><span style="font-family:'Times New Roman'; font-size:12pt">asociador</span><span style="font-family:'Times New Roman'; font-size:12pt"> con una imagen innovadora y accesible, lo que ayuda a fortalecer la posición de Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Global Tech</span><span style="font-family:'Times New Roman'; font-size:12pt"> y a atraer talento a través de estrategias culturales y digitales. Su nombre refleja su identidad fundamental: la “R" de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Retail</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representa nuestro impacto global en la redefinición de la tecnología minorista; el</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">"3" representa los tres pilares de la estrategia tecnológica de Walmart: digitalización, automatización y simplificación; y</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">la "K" de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Knowledge</span><span style="font-family:'Times New Roman'; font-size:12pt"> (conocimiento) destaca la experiencia que potencia el código que da forma a la experiencia del cliente que queremos ofrecer.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Para comunicar nuestra propuesta de valor, creamos contenido personalizado, incluyendo videos generados por inteligencia artificial. Estos esfuerzos llevaron a un aumento del 84% en el número de seguidores, </span><span style="font-family:'Times New Roman'; font-size:12pt">likes</span><span style="font-family:'Times New Roman'; font-size:12pt"> e interacciones en redes sociales, que se tradujeron en 979,972 candidatos activos. En general, nuestra estrategia digital llegó a 204,394 candidatos potenciales y aumentó la visibilidad de la marca por 590.37 millones, contribuyendo a posicionar a Walmart de México y Centroamérica como uno de los principales empleadores de la región.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: Contratación masiva en centros de distribución</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Transformamos nuestro proceso de contratación masiva para los centros de distribución en México al pasar a un modelo totalmente digital que nos ayuda a encontrar candidatos en función de sus habilidades y experiencia, sin dejar de ser fieles a nuestro compromiso con la igualdad de oportunidades y la no discriminación. Además, internalizamos el proceso de reclutamiento en cuatro centros de distribución, lo que redujo costos y acortó los tiempos de contratación en un 27%. Este cambio se vio respaldado por herramientas digitales, un análisis integral de los procesos y una mejor comprensión de las necesidades operativas.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- 11,515 total de nuevos empleos generados.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102169" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Desarrollo y capacitación</span></a>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt">En Walmart de México y Centroamérica, creemos que el crecimiento implica una renovación constante, y eso incluye la forma en que apoyamos las oportunidades de aprendizaje y desarrollo de nuestros asociados. Invitamos a todos los asociados, independientemente de su función, experiencia o nivel de habilidades, a adoptar el aprendizaje continuo, la adaptabilidad y la curiosidad. Para apoyar su crecimiento, hemos creado un ecosistema de aprendizaje interno que les permite desarrollarse profesionalmente y construir carreras exitosas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Programas de desarrollo de liderazgo</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Consideramos que el liderazgo es un factor clave para impulsar el cambio y dar forma a nuestra cultura. En 2025, lanzamos el conjunto de programas de liderazgo global de Walmart Internacional en México y Centroamérica, impartiendo cinco programas de liderazgo y contando con la participación de 14,815 asociados. El objetivo es formar líderes que puedan inspirar, conectar y tener un impacto en todos los niveles. La implementación se adaptó para satisfacer las necesidades específicas de nuestros asociados.</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Leadership</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Academy</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">:</span><span style="font-family:'Times New Roman'; font-size:12pt"> está diseñado para apoyar a los líderes en diferentes etapas de su desarrollo. Fortalecemos las habilidades esenciales alineadas con nuestros comportamientos, desarrollando a nuestros asociados en áreas clave como la retroalimentación efectiva, la formación de equipos de alto rendimiento y el liderazgo basado en el servicio. Esta iniciativa se lanzó para los asociados de las oficinas centrales de México y se ampliará a Centroamérica como parte de nuestro compromiso regional de fortalecer el liderazgo en toda nuestra fuerza laboral.</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Manager </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Academy</span><span style="font-family:'Times New Roman'; font-size:12pt">: un programa intensivo de cinco días para asociados en tiendas y centros de distribución, centrado en la cultura y el liderazgo, que ha formado a 33 generaciones. Esto representa el 843 de los gerentes de tiendas, clubes y centros de distribución. Hasta ahora, este programa se ha implementado en México, Costa Rica y Nicaragua. Alcanzó un nivel de satisfacción del 99.3%, lo que demuestra su impacto en el desarrollo de los gerentes.</span>
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</ul>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">“Manager </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Academy</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> fue una experiencia inmersiva que reforzó mis habilidades como gerente en Walmart. Conecté con colegas de diferentes tipos de tiendas, forjando valiosas amistades, y trabajé de la mano con un gran mentor. El aprendizaje práctico y el entorno colaborativo hicieron que el curso fuera una experiencia transformadora y motivadora para mi crecimiento.”</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">- Asociado Walmart.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">License</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">to</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> Lead</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">: c</span><span style="font-family:'Times New Roman'; font-size:12pt">reado en Costa Rica, este programa está diseñado para subgerentes de tiendas y centros de distribución, con el fin de ayudarles a desarrollar habilidades clave de liderazgo y prepararlos para asumir funciones de gestión completas. Facilita una transición fluida hacia mayores responsabilidades y refleja nuestro compromiso de formar líderes sólidos desde dentro.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Capacitación</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En Walmart de México y Centroamérica, la capacitación es una parte fundamental de nuestro crecimiento y adaptación. En 2025, implementamos un plan de aprendizaje completo que incluye tanto programas especializados como iniciativas generales para todos los asociados de México y Centroamérica. Cada curso se adapta a las necesidades reales del equipo y se centra en el desarrollo de habilidades técnicas, digitales y operativas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, lanzamos un módulo de aprendizaje piloto en la aplicación </span><span style="font-family:'Times New Roman'; font-size:12pt">me@campus</span><span style="font-family:'Times New Roman'; font-size:12pt"> para los asociados de oficina en México. Hoy en día, casi un tercio de todos los cursos están disponibles en un formato compatible con dispositivos móviles, lo que permite a los asociados completar su formación directamente a través de la aplicación. Esto representó un paso clave hacia una experiencia de aprendizaje más accesible, moderna y orientada al talento.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#0070c0"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#005ca0">Habilitadores - Tecnología</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">En Walmart de México y Centroamérica, creemos que el cambio real comienza con las personas. Por eso, como empresa impulsada por las personas y la tecnología, a lo largo de 2025 impulsamos una profunda transformación basada en el desarrollo de habilidades digitales, la adopción de la inteligencia artificial y nuevas tecnologías. Lanzamos programas de capacitación interfuncionales para todos nuestros asociados en México y Centroamérica, enfocados en el uso de la inteligencia artificial y las herramientas tecnológicas. A través de capacitación práctica y laboratorios, fortalecimos la mentalidad digital y empoderamos a nuestros equipos para crear agentes de IA.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Gracias a la adopción de </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0">Copilot</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#005ca0"> y a la integración de otras plataformas tecnológicas, hemos mejorado nuestra excelencia operativa. Ahora contamos con 2,500 licencias activas en diferentes áreas de la organización. Lanzamos una prueba piloto en más de 30 tiendas, lo permitiéndole a los gerentes de tienda ahorrar más de cuatro horas por semana en promedio. Introdujimos cinco agentes de inteligencia artificial para optimizar procesos clave en diversas áreas de la organización. Un ejemplo es Jarvis, una solución digital diseñada para ayudar a los gerentes de tienda a tomar decisiones más rápidas y eficaces. Su objetivo principal es controlar las pérdidas y mejorar la experiencia del cliente mediante acciones proactivas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Capacitaciones para asociados de oficina:</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">México</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">People Business </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Partners</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Excellence</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Ops</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> and </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Supply</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> Chain</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">: </span><span style="font-family:'Times New Roman'; font-size:12pt">enfocado en la toma de decisiones basada en datos, la mejora de procesos y la transformación cultural para funciones de operaciones y cadena de suministro.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Omni Merchant </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Academy</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">:</span><span style="font-family:'Times New Roman'; font-size:12pt"> Capacitación presencial sobre negociación y surtido de categorías </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">, alineada con estándares globales para fortalecer las capacidades comerciales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Mastering</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Strategic</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Design</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Thinking</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">:</span><span style="font-family:'Times New Roman'; font-size:12pt"> Los asociados aplican </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">design</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">thinking</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt">a retos empresariales reales, desarrollando soluciones prácticas y escalables. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Capacitaciones en tiendas:</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">México</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Fresh </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Institute</span><span style="font-family:'Times New Roman'; font-size:12pt">: Ofrece capacitación presencial en liderazgo y aprendizaje práctico para mejorar la manipulación de los productos frescos, siguiendo el modelo 70-20-10. Ha contribuido a reducir los desperdicios, mejorar la frescura y aumentar las ventas. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Herramienta de realidad aumentada</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">para productos perecederos</span><span style="font-family:'Times New Roman'; font-size:12pt">: introducida para ayudar a los asociados que trabajan con productos perecederos, esta herramienta proporciona información sobre los productos en tiempo real para mejorar el rendimiento y reducir el desperdicio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Taller de electrónica:</span><span style="font-family:'Times New Roman'; font-size:12pt"> impartidos tanto en persona como en línea para los asociados de electrónica, estos talleres prepararon a los equipos para el evento</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Hot Sale</span><span style="font-family:'Times New Roman'; font-size:12pt"> y reforzaron el servicio, la innovación y la estrategia comercial. Esto resultó en una mejora del NPS y un aumento de las ventas.</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Superfunctional</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Checkout</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> School</span><span style="font-family:'Times New Roman'; font-size:12pt">: Una academia práctica para cajeros con simuladores y capacitación sobre temas técnicos, operativos y culturales. Ha ayudado a aumentar el compromiso, mejorar el NPS y aumentar la eficiencia.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Centroamérica</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Yo Soy Extraordinario:</span><span style="font-family:'Times New Roman'; font-size:12pt"> diseñado para fortalecer las habilidades de liderazgo de los gerentes de tienda, ayudándoles a liderar con confianza y gestionar los procesos de manera más eficaz.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Capacitaciones para asociados en centros de distribución: </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">México</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Estrategia de capacitación mixta – Cadena de suministro</span><span style="font-family:'Times New Roman'; font-size:12pt">: se implementaron un total de 139 cursos presenciales y en línea para apoyar a los equipos de la cadena de suministro. Estos programas se centraron en la seguridad,</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">eficiencia,</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">uso adecuado de los equipos de protección personal y las habilidades multifuncionales, combinando el </span><span style="font-family:'Times New Roman'; font-size:12pt">microaprendizaje</span><span style="font-family:'Times New Roman'; font-size:12pt"> con la práctica.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Programa Everest</span><span style="font-family:'Times New Roman'; font-size:12pt">: dirigido a gerentes, altos ejecutivos y directores, este programa se centró en el liderazgo avanzado, la implementación de la inteligencia artificial en la logística y el fomento de una cultura de innovación.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Laboratorios de formación en campo</span><span style="font-family:'Times New Roman'; font-size:12pt">: se crearon espacios de aprendizaje inmersivos para formar a los asociados en funciones clave en campo, como la recepción, la</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">recogida, recogida y manipulación de clasificadores. Estos laboratorios aceleraron el aprendizaje y apoyaron la estandarización de los procesos.</span>
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</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Walmart Educación</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Walmart Educación es un programa transformador que promueve el crecimiento académico y profesional de nuestros asociados. Se basa en tres pilares: becas para certificaciones de secundaria y universidad, apoyo personalizado para completar la educación primaria y secundaria, y alianzas educativas que brindan acceso flexible a programas académicos para los asociados y sus familias. 2,503 asociados se han graduado en México y 116 en Centroamérica. Este programa es un ejemplo de cómo el propósito de la empresa se traduce en acciones que transforman vidas.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">- 2,619 becas otorgadas en 2025.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gestión de talento</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En Walmart de México y Centroamérica, seguimos evolucionando en la forma en que apoyamos el desarrollo del talento. En 2025, adoptamos más experiencias de aprendizaje prácticas diseñadas para desarrollar habilidades fundamentales como la innovación, el liderazgo y la transformación digital. Introdujimos nuevas herramientas y programas que empoderan a los asociados para que se hagan cargo de su crecimiento y trayectoria profesional. Nuestro objetivo es sencillo: proporcionar oportunidades significativas para que las personas crezcan, definan su trayectoria y contribuyan a nuestro éxito compartido.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Una de nuestras iniciativas clave fue lanzar una campaña de comunicación para promover los Planes de Desarrollo Individual (IDP). Estos planes proporcionan a cada asociado una hoja de ruta clara para desarrollar habilidades y alcanzar sus objetivos profesionales. Fomentan el crecimiento autónomo, ayudan a identificar los puntos fuertes y las áreas de mejora, y mantienen a los asociados motivados y preparados para los retos futuros.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, la mentoría individual y los círculos de mentoría siguieron desempeñando un papel clave en la creación de comunidad, la aceleración del aprendizaje y el intercambio de conocimientos. Los líderes y expertos en la materia apoyaron a los asociados en su crecimiento ofreciéndoles orientación, fomentando su desarrollo y preparándolos para nuevas oportunidades dentro de la empresa.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Oportunidades de desarrollo interno</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Continuamos fortaleciendo la movilidad interna promoviendo el crecimiento de los asociados en toda la organización. A través de herramientas digitales mejoradas y estrategias de desarrollo de talento, apoyamos el avance profesional, optimizamos la gestión interna del talento y reforzamos nuestro compromiso de construir carreras a largo plazo en Walmart de México y Centroamérica.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:center; line-height:115%; font-size:12pt">
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<span style="font-family:'Times New Roman'; font-size:12pt">- </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Jóvenes Construyendo el Futuro</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">:</span><span style="font-family:'Times New Roman'; font-size:12pt"> en colaboración con el gobierno mexicano, lanzamos la primera fase de este programa en 23 tiendas con el objetivo de ofrecer capacitación laboral a jóvenes desempleados de entre 18 y 29 años. Se unieron un total de 85 participantes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: Hazlo Ágil, Hazlo Walmart</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">La agilidad y la innovación han guiado nuestra transformación. </span><span style="font-family:'Times New Roman'; font-size:12pt">Se basa en pilares fundamentales: un fuerte enfoque en los clientes y los asociados, la mejora de los procesos de principio a fin, la toma de decisiones basadas en datos cada día y la adopción de la agilidad como nuestra forma de trabajar. En 2025, los equipos de Tecnología, Estrategia de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Category</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> & </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> Soluciones Financieras, Oficina del Cliente y Recursos Humanos desarrollaron nuevas estructuras organizacionales y formas de trabajar, incorporando nuevos procesos y tecnologías. Esto resultó en operaciones más ágiles y eficientes, una mejor coordinación de los equipos y respuestas más rápidas a las necesidades del negocio. Al alinear las nuevas formas de trabajar con las personas, tecnología y cultura, apoyamos el crecimiento sostenible y mantuvimos nuestra posición como líderes en la transformación del comercio minorista.</span>
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<a href="#_ftnref1"><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">[1]</span></a><span style="font-family:'Times New Roman'; font-size:10pt"> Disponible para asociados de nivel 7 y superior, sus cónyuges, parejas en concubinato, hijos e hijastros menores de 25 años.</span><br /><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<a href="#_ftnref2"><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">[2]</span></a><span style="font-family:'Times New Roman'; font-size:10pt"> En 2025, el equipo de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">People </span><span style="font-family:'Times New Roman'; font-size:10pt">lanzó un curso de Bienestar Emocional, lo que resultó en un mayor número de asociados beneficiados por el programa.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nos esforzamos por tener un impacto positivo que salvaguarde la biodiversidad, proteja los ecosistemas y mejore el bienestar colectivo. Nos centramos en fortalecer la resiliencia de nuestras operaciones y cadenas de suministro </span><span style="font-family:'Times New Roman'; font-size:12pt">para impulsar la innovación y seguir generando confianza entre nuestros grupos de interés. Para ello, hemos seguido trabajando en tres temas prioritarios:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 36pt; text-indent:0pt; text-align:justify; line-height:115%; font-family:serif; font-size:12pt; list-style-position:inside">
<span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">Resiliencia Climática, Energía y Emisiones</span>
</li>
<li style="margin:0pt 0pt 0pt 36pt; text-indent:0pt; text-align:justify; line-height:115%; font-family:serif; font-size:12pt; list-style-position:inside">
<span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">Economía Circular</span>
</li>
<li style="margin:0pt 0pt 0pt 36pt; text-indent:0pt; text-align:justify; line-height:115%; font-family:serif; font-size:12pt; list-style-position:inside">
<span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">Regeneración de los Recursos Naturales</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102181" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Metas y Avances</span></a>
</p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:531.95pt">
<tr style="height:54.75pt">
<td style="background-color:#d9d9d9; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:45.8pt">
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cambio </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Climático</span>
</p>
</td>
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:top; width:216.3pt">
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cero emisiones en nuestras operaciones para 2040.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">5.3% disminución de las emisiones de Alcance 1 y 2 vs 2024.</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:5pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">4.3% vs 2024 </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt"> México. </span>
</li>
<li style="margin:5pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">13.2% vs 2024 </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Centroamérica</span>
</li>
</ul>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:top; width:237.6pt">
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Abastecer el 100 % de nuestras operaciones con energías renovables para 2035</span><a href="#_ftn1"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; vertical-align:super">[1]</span></a><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">55.0% porcentaje estimado de nuestras necesidades eléctricas cubiertas por fuentes renovables.</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:5pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">51.6% </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt"> México.</span>
</li>
<li style="margin:5pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">77.9% </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Centroamérica</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</li>
</ul>
<p style="margin:5pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:119.25pt">
<td style="background-color:#d9d9d9; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:45.8pt">
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Economía Circular</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:top; width:117.1pt">
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">“Cero residuos” a rellenos sanitarios e incineradoras en nuestras operaciones en México para 2025</span><a href="#_ftn2"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; vertical-align:super">[2]</span></a><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; vertical-align:super">.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">82.9% de residuos desviados del vertedero y la incineración en México.</span>
</p>
</td>
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:top; width:216.3pt">
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">El 100 % de los envases de Nuestras Marcas serán reciclables, reutilizables o </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">compostables</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> industrialmente para 2025</span><a href="#_ftn3"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; vertical-align:super">[3]</span></a><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">73.4% de nuestros empaques son reciclables, reutilizables o </span><span style="font-family:'Times New Roman'; font-size:12pt">compostables</span><span style="font-family:'Times New Roman'; font-size:12pt"> industrialmente en México, y el 59.3% en Centroamérica.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">20% de envases plásticos de Nuestras Marcas fabricados con material reciclado posconsumo para 2025</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">12.1% de nuestros empaques plásticos fabricados con contenido reciclado posconsumo en México y 5.3% en Centroamérica.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:top; width:110pt">
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Reducir la pérdida y el desperdicio de alimentos operativos un 50% para 2030 (vs año base 2016).</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">68.3% de reducción de las pérdidas y desperdicios de alimentos en México y 32.1% en Centroamérica.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:75.75pt">
<td style="background-color:#d9d9d9; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:45.8pt">
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Capital Natural</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:top; width:209.25pt">
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">100% de aceite de palma en productos de Nuestras Marcas obtenido sin deforestación ni conversión para 2025</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">35.8% del aceite de palma está certificado como sustentable en México y 61.1% en Centroamérica.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">100% de productos de Nuestras Marcas fabricados con pulpa, papel y madera procedentes de fuentes libres de deforestación y conversión para 2025</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">98.7% de pulpa, papel y madera se obtiene de forma sustentable en México y 99.6% en Centroamérica.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:top; width:244.65pt">
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Para 2025, nuestros proveedores de pescados y mariscos frescos, congelados, de acuacultura y pesca salvaje se abastecerán de pesquerías certificadas por terceros como sustentables, que estén trabajando activamente para obtener la certificación o que participen en un proyecto de mejora pesquera (FIP) o en un proyecto de mejora de acuacultura (AIP)</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; vertical-align:super">3 </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">78.4% de pescado y marisco fresco y congelado están certificados como sustentables en México y 75.2% en Centroamérica.</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:65.2pt; border:none">
</td>
<td style="width:126.85pt; border:none">
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<td style="width:89.2pt; border:none">
</td>
<td style="width:7.05pt; border:none">
</td>
<td style="width:123pt; border:none">
</td>
<td style="width:119.9pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<a name="_Toc227102182" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span></a>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Resiliencia Climática, Energía y Emisiones</span><span style="-aw-bookmark-end:_Toc227102182"></span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En un panorama global en constante evolución marcado por una creciente volatilidad climática, estamos reforzando nuestra capacidad para adaptarnos y prosperar. Nuestro enfoque integra la resiliencia climática en la toma de decisiones, la planificación de infraestructuras y la gestión de riesgos, lo que garantiza la creación de valor a largo plazo. Mediante el fomento de la innovación, la mejora de la eficiencia de los recursos y la colaboración en toda nuestra cadena de valor, nuestro objetivo es crear sistemas adaptables que puedan soportar las perturbaciones medioambientales.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102183" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Emisiones</span></a>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra estrategia de reducción de emisiones tiene como objetivo lograr cero emisiones operativas, incluyendo las asociadas al uso de refrigerantes, combustibles estacionarios y electricidad. Además, nos comprometemos a involucrar a los proveedores y otros grupos de interés para reducir las emisiones en toda nuestra cadena de valor. Esto responde a las expectativas de nuestros grupos de interés y es fundamental en la mitigación de los riesgos de transición, como las regulaciones de eficiencia energética, los mecanismos de fijación de precios del carbono y los cambios hacia tecnologías de bajas emisiones.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Contar con un marco de gobernanza sólido nos permite generar información confiable sobre nuestro desempeño y, con ello, dar seguimiento riguroso a nuestros avances en materia de descarbonización. Asimismo, este marco refuerza nuestro compromiso de supervisar y promover medidas de mitigación en consonancia con nuestros objetivos climáticos.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">A medida que seguimos trabajando para alcanzar nuestro objetivo de cero emisiones en nuestras operaciones para 2040, el progreso no será lineal y dependerá tanto de nuestras iniciativas como de factores externos que escapan a nuestro control. Entre ellos se incluyen las políticas públicas relacionadas con la energía, la infraestructura física disponible, la innovación tecnológica, las soluciones de refrigeración con bajo Potencial de Calentamiento Global (GWP, por sus siglas en inglés) y las soluciones de transporte con bajas emisiones de carbono para camiones, entre otras cosas.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Intensidad de las Emisiones</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En México en 2025, nuestra intensidad de emisiones se vio afectada por la reducción del suministro de energía renovable a través de nuestros acuerdos de compra de energía (PPA). En Centroamérica se produjo una reducción de la intensidad de las emisiones de Alcance 1 y 2 en comparación con 2024, impulsada principalmente por un aumento del 20% en la capacidad de generación solar in situ, que proporcionó aproximadamente 6,7 GWh de energía 100% renovable al año. Además, los volúmenes de recarga de refrigerante resultantes de fugas en los sistemas de refrigeración disminuyeron aproximadamente un 20%, debido a la mejora de los controles administrativos de los proveedores de mantenimiento.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Seguiremos trabajando para reducir las emisiones, explorar alternativas adicionales para aumentar nuestro abastecimiento y consumo de energía renovable, e informar sobre nuestros avances.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<img 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" 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" 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5S0b6DOeBXYtYelitvRHbfAEhFKGvUE20WxsmOG9rFeAZRR7gHoX0vCWCouEfFsBBzHrBsV8P+8Mr+55rNq+3TuMkZs29NvIJyI0Mw/FAWTY8gCu2GJcXL89FV9p1Uy/vn/OrH+EZK0BdezVOASEWvb3I+x8k1QiL9VZo/2M/KKvyEkrAkACXJ/q4Qg51AoaXPmCsoA44y5YoF71LYru+CwUFHe+bvJgGPBqwLg/rj9OYcyc/mnwH3SQkRb9l5W0uRv5hnvNGbBGZ2PHGsmSqQlItrYKnvLNl1UWcVxztMv7we9WXaNiL75oEKgzVFuUBq5fx5RfDj2gfSDW+f0IMNExETpNfmkWbThQqisC/pNLRHR0Wh9VCqPaFYce6/cPp1wWCgMAI6hdYUT0YFjV81nVfdrh3KMwsTDPOT3LhEh8CBC/kZgWvBOaAEcHyumryWix2VS2AabuepcaIDOkv9Xcqy58MK7TJTGR4O32iAFjaqYHENIWbQJkgYDya4FAXzWHEd4shsF95S9T3hh8uIKsrBE9JAMfOsjXi/3sC6IHhMSIxIR/nkEH8cgInz/aFr2uvBSWdpg0IxTqqG6x5lIEHpaiAjN3gJXBNYb/UsbuvftP/mUGScTxRKDLW+IxcpakAUumk+D4wUyt2Cd5ePgWGDC8BtLRIuEpC3Q4u1YaijkYdchIpUyImSZoFYYjnI2z+AGbi9C8a0ye3XcuHVp0PuYKR8STjuuE/DAJaItQqK4+/gb96wFAt26cKuJdmyJiHdmTANcRpY4WbMo75B7pDJF5gVWnOuq5P2LtzqkSpQLKzBZr3MX+VGMOF5MLOO3ygWuyVU/ueb/QaXAuPhSFBmXiJqLhh0Jx6Su1luCe7OIWHH5RDG1cxJvBvcPJyIUFat8YsmEg/ndXuYL/YS1CVlYNzr97xJR5c5Ja1GlhUA5Bgmz9mLlCgprOD4KWuMpFddDAlAMOM447D4xSY5uFSvaRXqICAvIegUgohkyt+01kUoVka2WiLD0WXsCyBk2JnC84+iAmzuciFh+sWMgUnm52G4l9Iwgw0SEgF+2Jbkf1MIS0b9lMp0QIeQS0YfCqAysGxERv9HFzvEndbBbHy4m5nohPJeImJzWb8/1aEWAhWoGIceZFJaInhNT2Grb4URUX4QJ/6e0H5FohotgTyqnzS6xYnAFsviHC+CVoMDA7EaLtoCkOc572TUqtKJKYsJzHCKi83PVC7QL9cPV4z5vtFhV1p8MLBFBPNtlUIJwIho5O4mIlgSFFgvIlpAhItwdVvvB/Yd15T6X30H2LNDX6H7UvF9BJnNQgOFycInoo6rXExHtOSGoEHCt3RHFMxsJIU0VQcLflH5CRFgKa4Q0cTnRr/bd0BytkMN3/k2tgLb6WZX9IVcGY8Ru5a8oAsW1iHBLWAwQYuEY5NJb+gbBxN9Y48NEyLj1XygENnBakkVkFSzQTyw4jlMqdzmi1ou9rqFo3VgL/B8BgyVqQS0Yly4RbT942bwmhMvfBUUA01ZgpygO1rLApRtaIxJys5Z8OBHV6R18rrQdyppbH8btHhm3zDnWr3CxMjfte6N0uLBElLPGgdACNwLGWtVVpd6sUfL/t8vu0f4D9NHzQeFeWkjPEhHPGS7PjQTGCdekVCB6LHiXiCaJdXpY+h1XOccKiqXs7uqiHVnjQeBDvLjNIBXcUFwfTkSsZ1q4RDRtxbmQXGFDiu0fwP+/qxfcUCBEyvPC2xzXnouDx6+G1tSs+x+3ZjhSIqJdYpVyjNIpqOixLsx6MscgIuauvaZo88Nh7yRze2OSa+7R3NK2QYU2NSJCdrNEgPX1WlBGM+eYU+69USgZAxlBhomIDm488JgZMedMqOBSQROJBhHNEZMPf+TW/VcCu+dEm7ACAFeYS0RokKxF8TfrMbNWntcdX++VD1zzgkzYRHmPtBAR6wN2guJrXymTiZ1oi+V+bL1mJ1cVGdj4oHkvfOH297j1LJiE1mpijQnyHD3vjPrI9R1kUqg/fHhggiHoEfrcF/N66rJz6lp0kRYiQlu0788CJwuX7noCRITlhvbJ3/yLq4p2xoWB1rZpzyVTS0iBdkTz3CGCkbUVrn+/4l4VqBASfyMo2JLM+7hENHlZgIiwWOy1fAvB5MSvzN+UXhNOmpYyyXlvhAMuILtY/Z70qRVyQH3qUjeEPG639dJWuEIQOLQ1O3lcIuJ5kApjAc2YY0xaJp3dqIHLAoXF1p9JumbHxWRrRJuCkxXgcuLYo7l3mERpR3Zx2usgoqlSb/s3vnrGzQoZCwhSXLEuEfGdTGXpI/5mbQIrDEK27lo8ALx7WogIN4lVFlgvRYlg3C5Ye8F0HHNCf9dIruP+jNuJQgDWmusk511YIuJ+XaU9sL5r9Tiilj/H2W3Fui31pLQeesJs2n1Z6nY0VHeUAJeIRomQCocK3KAlxzoDa3W2oLDY37KBobuMbf6mYMXhmizSPOCqfUiULNZ72Q3G2heyApcz55Apu2SeMUatdZNWImKH3Tsyhvj7KemvflNOyhgJ7MSkflj9tg1Y32Xubt13RXfAssvM3aFpYV3zFH6H2ywcKRHRYSEy68n4rPo+HVf2cxAKRIQctdY0a664lBkHfCzM3KYv00JEzHHW8vmbOYKnCQUJq5pjKIvI502iJGyWgmwbLkpwRpFhIopUmFws1kaDiMZIxfg/Ggmaj/WHs8kALcAlItwlNLgV8ggiOpn/o/my3ZWGTQsR8a5FZYDb3yPkrBsHLXWvDGr+zzHe67HgM3nPpZsCQgKgsRcKrmlQmNSQtyUNS0TUGxekve4ergtqTQhwF2khItrf+rUpvD8Cy645QESAhXXbppT7ZZJyLf9nrQx/L23Apgh2Ttn2wL8O7FqILe6uOZeIropSyPZRjlN/6ureTzcvCFHybDRWzt0tv+d8je5H9B4WKAFMDrdv9HnyL7vdUIJcIuJ+vAv30+vk37ZC/Ex0yNCueVDoT3s/FqFTIiJdIA/+5rMq+3Rnl70OIkIjxHVrj1H4PxM30q45drwxpvVauc6+A+Olpgh/5kpaiIi6IyTs7/nXjluEKu5riEfHrQh9u3njEZkfkJYLS0QsVnO9HY8U+wE5il2yvgi2MX/nbnBA2+FGRMQ7W1cP1rALNpTYzRW5Gx5Q5dNayhQsRTaOuDtw7buwa47t9fyNgsJaEtel5JpLiYhYB0K5tnKFYp/BrjlcVazt2WP3SBvYtkIJsda8Cz7hsPdifLrroBYpEREWid0MQaGPkTusrfI3RAT3odBAzhzj3ehD5gTXo9ikhYgA63O2bhQsbRQAaxVRqK9t11qiFGYU6SYi/OWfVt4fseSqe1A6+IppNzxR/y4smhk+TPzM9Xod02N8/4CmgMnPnnyO1ZVz+KkxJfm7w6gTKvAJa/FW6b06iN4Qds8v2oSdNJzjWlwhDHo6ACHEtkO0XX6HJYBlZTUTdnnwG+5jv+HAbfa5CEeOrwh+Y8M7o/Hhe3212B7VCNCMasizLlz6j653vCt/Q7SQJ+s8aDbWJWiB2wg3xpsiaN4WjZyORDvlWfhd7bdLWB0IKCYM96Twf749cTFs9mn9LTvG+A1AS/lBCIvjLJjyDnxfxII+u12+qbVf14SIVsE1nAN85If2yPEcpQLXsi7zQ/0D0vY/6caJL2SSUT/an/rzfcu54MRBkUB40M70DZYNgoFnfCHt6W5fxUXFDi7qheXKDivcblw7ceFZ3Y3zda0DOsD1GnkW7RG+dgGoN1tmWWvEPQCxQYpsYgEuEaG5oxQxHj6osFfXduz7MyRYaGWhnDrY+qPYQPLThIxwAfKO7rZUhBNjj/fk+m5CpFhwXNdb2gAwftg8wGYWXLf0P/WHeHDhcC1zhXdmyASUtwQdI9yT+yFMrJBifYvf0JeWFBlbjGOO95saeC7uM8YtbUK/IeTpNzbwYH3hIsWy5d113NYIjJlwgWmJiLZhuz7KYw45Rh1Y17LgHdDIsVzpi0+kvbDw7ToB2jfvRzuipISDduU84wX3sQtcQXV7BmRGgcaHtN37TDllPpJ5QXuiKDDW8TSwo4sx/ErRPepOog0gMnZz4iFhFyJzj/twPzb1sPGmYPBvvqmxYBMHx0qIVcrWeitXaGvq+IrIA9YkUXwBcxh5wHsxTyi8A+MiKHaSAVe7Fe6M8Ujgd+2DMhQF3nU7QiQo4YxXNg4gE/hWjWurdQsQAco0HpVcohDYuU2bUQcUGOY216PostQA2A1sZcTIuQGXNgoHHge8CYxLKzvw2OBtYSxB5rQJRgXzOKNINxFlJRhoDGpcCQiltHwdzc4OtDV+F04M6QUTlMlG5yF4XSAk0NAZ0OEfBLrgHehQfZ/gsZQAoVJXCt8XZRQ8k91OvDfWYmqwbYxQYLK72y8Z0NSP90F7jQQ+TkxL39i6WSEVDtqanXBcQ1vfqO94H54bLkRdIsLNinbJeLBrSuEI1V/aijaL5E4JB89EsNNeqYG2t9fdKGIC78HaY6APbvwOqUHHrfQbpI0W7bYl7cY7pTZuLREhuCAExjoCNKU+4Z5sOnAFZmYBVy1t5PY77wWp411wLQze53Cw/VN697SCecF4Y23K7m50QVvauZvSWAOQAG2Li22zWCEZAfMDb0r4GlQ4bLsgB5BB7txOK6gp8yPSuMSYwLKkTZjfN4NsTUQeHulFOBF5pB/hROQRHdCSdv2Tf33LJsETkcctBb5Wxz2Ei4WPij3Sj75TTmr7EYUiI1q0R2RgxbHAT9suC4u88EuHJyIPDw8Pj5jCE5GHh4eHR0zhicjDw8PDI6bwROTh4eHhEVN4IvK4pcB2bWCDjMYz2C17s9uOPTziAekmIvauE0adkD72I0IX7DfnYzPSGUQSBHyQ9V3dg2neWkuMLHZB8YFrdgDfEBDWhbAjhDgi0vHyzckjCv+SgOCnfwo0PaTfpqQGvt4mOgTfe0QbCGyiOxP2hY8ZSVJG3MCbBSkLpi87p+9NwNqRc07rdxku+JZq9srz+mEtoWbYbXazdWSckZCO+/1Sx5bHLwfpJiIS0OkHWTm3y4RLinRtwde3nCd1OB+DuuDDKPLgEFI9pQ8kw8EHYCTv4uvyWIOYTURuIGYVoV0Ip/9qiT0aOiWa36wcO0U8towHEMxKEJeNUDmRohOHg2CjhJYJ/4o+GiB1AHHkICPI8eOK+0zRZoeDZ68HgXLJCpsS+HiPAKHE6yKMCkn0SLxIRPQ3Su8JfVBJfDFC3RBUNkeZveb98vvMI9/v0N8RHuZmQCwxQh4RosrD41ZGhomIuEWkPnCBFkdYEEJYRCKi00JEJFBDY00r+HqXkCuXI3zNnJXg63yCaJJsC4uQr9P5wpkQH6Q4x9KLFgjlTiicSBZndsOmvZc0NltaogGgfNCX0f5Ikq/ayStEeB6egXWUGhFxnjiARFROCQSChVwIg7Jq2yW19LF8eP8G/Y9qJAnGBAoJIXPIZ2SzFHP9p1X3mcdFQVmyMWWyuxF4BmGUyP0SKdyRh8etggwREcEr36kQEMquO4YYZWTszFFuTzIi4qM43FmVuyRonhKSapE3Bs2VWEfkXCEasAXhZmr1OmJ+3HxBn1e5a0KydMZExW017Lhm+iSabZvhx0PvQYgPovcWaXHIkGWUOFA2D7sLnlu1W4JZuT25oIBYCLq6eV9S6H9+S7wuwnJMWhpZy7X3P3P+Z9Nr0knN4sjX08S4Ivw7IPRHa3lX8tQTvJKMrcT7IrglIWYAdSbGHQFWS7Y9bOr3O6rhUwha2XTQMX1v3IHEsqJdcX9iBRRvHahvvT5H1TqwayUIT+KW0U6fVNqn70WcLBuSZ9DMU9p+5CUp1/6wxoAjiCbx0rAAK3RK0GPEd0MYWxC+hsCphaWdOV+/71H9mBQQWoWYegNnnFJ3HIm/CKS6Rp5BxlKbp4V3gMBrSP2/r3fAlJA6EOcKS5BnUU+SIhLHiv6cuYK4gfrTZODdsUpxiYFIRIQVRtI9LKE+0j9YOQj4Sp0TQnHLLEimRlyxlAjAcm7j/sc0igOZYcPBGCZoKPG+wseeC0KkEEiW+n9f/4CmmXC9BQSZJM0AQYA9PG5VZIiIiOTcSoQXkVdd9xwpcAkQCrFYImISDp9zRpNY5WpwUNNME52XiLGEFoc48OsTOI8v4bF8iJJNDhziRBHGnsm+KpjTZ5kIaoJjEtCR4JMU3CAEY0XQF2txWKPllm6ToAmzsCyIcst9XPDcFwrvMuXaJYSENsDPj5ByrRE0+Kfy7zKf1yCDZMpSBQFCCH6yViL0CAiJxvyFkA2CFdck9XpPytvyXqRIJ8vjY/I8Uk5gURIUk7bA3UWuoCpdjmg7kkaAqNqfVtsXuL8cpw4k8ntCBB7Rp6kvgTaJoktaBdqevDq0Fdka6wlZfCaaOunUUQwAbY1LC3cTbYnblCjCpKTIIYKYvDJlpY04RoppcE2aBmWCdka5YK2MoIgIbmKcUQ/IiXq+Uny3FkiCvPxEe16z45K2I1GAIRCIhuyqhZseUquTOFptpb4E5qzc+Yjm2iGoJGNoVTAwrYtu4xO1TVBQQDgRkYOFYJTci+CO9DmRnN8stdcUb35Yk4y5ZIE1RH1v5G6k3YiG7I4fC+5H35HeIaW1MxIWEuWZALVEhIYU6cvq3Y6G7nn2wjUNYkpaAw+PWxUZJiISWiF4rHvusmjIrJ+UEsFG+mxLRJRXRKCUkclvAxKipZPsjlDpCC3y3zwv1yMImfz44XFPAZeIEPRYGTx3q2jaTHYKGjYBHnGZkXBKNf4gYSAEEBZErLXPt8BagnSOi8UB8PsjUCt1Sp5+4Oipa+qOrBsWqj4cvDtCnnwkPJ53QwiyxkWuDktECONpP57Va7AK0KwDKdQDgpRU4URNdskQIsLlCWHtEMLGLUg9yQQ6RKwau2aBBo9lRBtBfiu3XdL7Wv4kWvcTuXdpJGZgU2MQ1gXhx8L4F0K4hHbvOOqEtiOFviXtACD1OYIacrH3JYDjI6K5k5jQEhGKChsZ6AOsHJeIsFIhIaL44rIF1AELiuCfC9afV0FtCWK1WK5kpiVydzgYW6zfYMUBfmOJCOJCcSnbNkHbHxAF+4WCu1N0zXUcGQiTb7PgRsJ5UXpIMUDU7JTQU5QK5gopp8NBXVEOUFRsBGTaudu4RCH4XaEo29SltJA+kY5tH3t43GrIMBER1p0w5uTVOSJkw06iJ0UTnyDC0SWipaJ5s57E7h/IxRY0PHzr7EpismEJ4JNHUJE22e4UcomITI2klLbhyMNh3UThhANBIDh5dxek6qYuuK4AATN513DBQf0QTM1SSHcMyLuDwMBdSQh2W0+SaEGyWCuWiMhh4goVrBc0Z5uGIiUiIq8IeVksyPb6foV9ulbhAoK67+vtZkVwMR4BR6oBNH0sJ9qiuvwWQETkJbE5/0ElIQfawT3WSPqa5wNysUD4bj0JAY9QpV8tEaGA8H8Ll4gQ0uTk2RrWJy5w8UFwuKUgQt6pqVhf4fih/kHzfZ2k/C+WiEirQPoCrGTXrXgjIuowIkBE1sKKhPOX/qNEVCMYej8SSENBXqEFG6533eHCxVLEJWfbkIJrjnpOXpK0+QWLEFehJVIPj1sNGSaieWvPa24gJhrClvUCMqFiPbhExI4fJhYuF9xKtqDBkvAKIgJMevJmoEWT9dTCJSL+zzrNonWRNwaQzK2EWGjWGrKANHlnm+/fgstYo+F9EGLkIMFywvXkgsVwBC+ZVlMCayZYa1gFbj1ZtMZdRptYIkL4u2DrL0nqlgfdjykR0XO4n5xt7Aix3PUOXre9l4RkWEpk7WRtjXpBEuQxIkvj02JxVnOIKEfZPaGU0IAcSrgz3V17TfsfN/cJESHk2ZCCaytSPRGalojIbeTCJSKImeywuJ4iAYIifTa7Elknwv1H/VlvCkf+Joc0GZp9X0tEjLt7ZLyE7167ERGRNI/fkscpNZC4jXTRyVs/CY3F4qadUALCgeUKsePei9SOjAkL3LwQqrt25OFxK+GmiIjEUW+V2aML4YSML9nmkF7jEhHJx3DzsFuOb5DcgnsJd5B1T2FNYD0gYHHPAJeIVm2/pILeWjDhyCNa8+cymW3yMwsyXCKQ3A0PFrjzIFM2A0AGkawtCItdWWzLxSUYCZABicPItomFEl5XNhVYImKtwkVaiYi1HpsQD5BNEpdNuEWEVXqv9BGptPm+h8Rga3dc1HeAcHUdzyEi3sn95gsielGsVTdfTYiI5P8VOhzRrLBYGeH1hNAsEbFe5sIlIuqDCzaSkOYeJOnCpYp7jPuR5wUyjURE1cVCYy3QWj2WiL6ueUCz/7I+RIpsixsREa4y3IaaBiGYHTMSyIjKVv5IlhNuwtdKBJKyRXKpMRZY1yrf4fB1bUixygWbM1g7+7TKfq2Xh8etiJsiIgR0vT7H1EWBBj5eyAa4RHToeCCHOpoj21stEC7sdgLsOmLzAlYVQpT03qw1MPHC14iwpBA6rgBDEPOsQfJ7tMxR85LC17N4/n7FgDssUrI5BAKL7k8X2KkbBNh+GwnscoMs0Fit/x7wjuxsYlsvmzWw6PpOZUdb0rMQorRDWomI1MVYC/uDu8tAJCKaIO2Nxt13irtGdNXkrLVfn5N45qquFbE+YhOzrdh6Qckgo0QEJi45p+tVHUafUCXCgt197BZLCxHR97hicQNaTZ877TtyRd28ZIVkh53F7FXntG8jERFKDmt9ZOsElohYI6K92IXImGF9DJwSQU9mSerpdFMI/J5no6A0GXhcFSYL2oTt6ihQrFvxTmwbt9l2Adez+eKenNvNRGeXJWPSbl3H7UjbP51vV7JU3Twba9AqYnxThnLDrk0Pj1sVN0VEYOmmiyqUnhftzn4f5BIREx1iQMNkQiGEmaQfi3DA5YLgZNdU4WaHVBNmorNpgbUnBLxLRIBtuFhNuPFYpCYdMIm8RsozWBtimy9CqWDTg7pr6TV5JteG5+V3UaVzgq4JVO50RAVBJHCcekCYrFOx1ZaF9q/rsAMwsHUYAYTlZL8/4RuQYq0Om5dEqE9ecjbNRETacbbIcw+2NkNkkYgI8mDBG+LGGkSwYqFiWWKJAlxgWC8tRftnEf7r2vv1WTdDRAhTdvtBupAe9WRtiLTMKBNpISKIk9wstBWKAmOCb3uw8FAyKki/soGj7bBE03roCfNRlb2qKEQiIixdiJsU88AlIsAGCMZIzhr7deME50kjz/3Yst51XOJ1hAQ5Mr4gI8ZtidaHtY4QGjsosVi4z9BZgQ0yEBvnWbejD1AQ2JaNQgIBsRWdMcMOSnaLAogxh1zLWllRdj0K+eVpeEDXg3YESZNU91ji0fxOzcMjuyHdRATZ1Ox21Gw/GLAKmLDsPsOCsZi54pxp0u+4uu4AkxHhw3WFRDjhamgk/2fnFJZG7R5yP8fC4XuUOjIp0XSxNKqLYLRuNSY/xxDMxUToF29xWARQYsg9xfsgHCqIoOQ57A5zd19FAnnfIdNIu5tccA+EB9/zsE7CmlBReYdBM06F1lh4PlER2FaNsGOrcJ/JJ5WkEPbthKT5Yt8FOeDZAIA1ARDk/KaICOZa0ja4nGaJRdBU6hLuhuO5RJ9gpx+uQdoYd5YVrPRBW3lmgcaBd2EXGZsuRsk7AtqKd3I/Mh0l70e7uS6lyYvP6TtaUBcs4CoieHGjlREhjECHbPldlzGJuvDugigEdXocC5EpwhyFhm+fCgiR0meQML/HfcYGl/xyvLIQPrsPIVMIPRz0C9ciwEnfzt8dhieaAVOStl9Tb8Yt1gy1oq0Zd2yRHzoz+XdEFqw5sQMSUvxWFA4K9SXigb0cy2jTHuk/udcP9Q6a7+SamtJOC9fzzVPgKurJTkP6ca3Mg3eFbEMWuyhrnccm6kYXxhTb8iEq2gDFijHERo1ofwTs4ZGdkG4iulkwKa3/+2bBZHWFpQu7FTktYB2FBeK05tznKoQU3y2l9AxkENfwHhkF9w7feJESuCy1+iLI0nqv9AABTj1v5t78kvcLbyvujVWWlntj6fC9TY3uR0KbFm4EbstzI5GQC0iDzSiUlF6Fe6BAXJJrUrsfnxq8LtZZeF2pI+9tf8tz2HWHNc3uTg+PWxlZTkTZDSxM4x7qN/X671M84gtYyn2nnkq2ySM7AdLDdcfOxRsBUuIjbVzfqfCah8ctgV88EbGZYcqysyalbcQeHtEAEUNYryMSRazjJnp4ZDf84onIwyOzgSVEGKtv6h4wC9Zd0M8QbsZl6+Fxq8ETkYdHJgM3W+N+x7U0G3DctB+eqOTk4eERgCciDw8PD4+YwhORh4eHh0dM4YnIw8PDwyOm8ETk4eHh4RFTeCLy8PDw8IgpPBF5eHh4eMQUnog8PDw8PGIKT0QeHh4eHjGFJyIPDw8Pj5jCE5GHh4eHR0zhicjDw8PDI6bwROTh4eHhEVN4IvLw8PDwiCk8EXlEBVevXjM/+eKLL7d0+TkN2ZIzAk9EHjcNBmjJqr3NF/lbxXXJmb91xOPxVr4p3NZ8XahtxHPxUH4o3jHi8XguhSp0i3g83srshRuCsz668ETkcdO4fOUn89y7NcyfHiwc1+UvDxWJeDzeym1PFDf/fLx4xHPxUO5+rkzE4/FcnshRJeLxeCtDxiwKzvrowhORx03jP//5j9l38LjZueeIL9mg7NobKJHOxUOJ53dPqezedzTi8XgrZ89dDM766MITkYeHh4dHTOGJyMPDw8MjpvBE5OHh4eERU3gi8vDw8PCIKTwRecQUfJdw+fJPugU8JbAZ4vKVq+bazz8Hj1wPvmPiPqldkxkIvNtP5spPV4NHIkO/s0rlmmvXfjaX5P2vyr+RwHHOc100caPnAr4c0fZP5RrqRvvTHrGCHUu0dWqgr1K7Ji1tktmgGXlP2j21NuVdr+g1wQNhSGubxBqeiDxigpOnzpuBIxeYAuW6mU9ytzBfFWprmnUYZw4cOhG8IiD8Js1cZUpV72M+zdvSFJRrJ85YaS5euqLnmaBbdhwyjduNMd8Wbmc+ztXC5C/TxYycsCx0zekzF0zLLhNN5fqDtPQcNDtV0ksruP/4aStMsco9zad5Wpov8rUyNRoPMdt2Hg5eERAmO/ckmLotRup3PTkLtDGtu040Bw8nhs5T3/Y9ppgfineQ92+u39DwjmfOXdT67dl3zLSS9/++WHs9n6tkR9N/+Hxz7vwlvUdGwTt07D3V5CrRUe/7XdH2pvuAmebU6fPBKyCXa2bGvHWmbM1+Wse8pTqbMZN/NBcuXNbzkP6Pq3eYag0Hmy8LtNZ+LFapp5mzaKMKQNqoSoPBobZ3S6/Bs/Ue0cDxxLOm79C5Jp/0/ScyBmhr2jnh6KngFQGBvXTldnn2QPNF/tbSnh20HU869aVNOvWelqxNuvVP3iYAxaN5p/HJ6rN9V0Lw7M2BsTlv8SZTvnZ/HVO0O+2/bNUO87PDNtStdddJ+q6f5W0lY2yE2bL9kI4ZEGqTsk6byDg6fCTQJhOmrUz2/rbUaT7cHDl2Wq/JSngi8ogJ6rUcaf7fbbmuK29+2cCckEmEEGNi/Pae/MnO/++deU3ZWv3M+QuX9Lrn36uZ7Dzl13flNc07jlchg3D61R25Q+c++qG5ars3i8FjFpr/vj35cyn3vVDW7A+S6cz56/WbmPBrnnizitm4Zb9qqnwkGH6e9y0qAv2UkOh73za57vz//CuPqVhvYKoWyo0Q6bmUwhV6hKyB2s2Gm9/fWyDCNd2VCHfvPWr+8lDh687/7t78ZsL0ldo/4eds+Th38+Cb3Dwq1B0Q+Rm5mksbnhdS/Nl07jPd/PXhItdd87kIe0tYkGn4eQr1vXQ5oNiAfsPmmd/clS/ZNbMXROdDz5Xrdun4de9N+cfjxc3CpVv0GsbOs+9Wv+6aO58pZabPXafXVKwXuU0Y/7RJmZp9I57/y8OFzebtB/UeWQlPRB4xQYU6A1Sg3vF0SXPHUyVFqAfIgmPjp64UzXu5+e3dgcnOpL/n+TLmN8G/ISOsKQTIo69VMn+4r6C5J/gRpJ1QT75Z1fQePCcZCVGiRURd+8/Qe9/2RAklG/c5bbtNMqfPXjCPv1FF//5vKbc/WcL87dGioWsgmDNnL5q3v2qk9eQe7nk+SP1RtOB/f1zH/E7ImPN/fSRJkFJfvk3JKHLkbKjtedezpc3fnedC/HwvgkD7w30BEqK973m+rLxnklLQfcAss2nrAX23PwsZ3SsEzP/t+Q++aypW7zlzr/yOwvu6bfR5vpbBN7l5ELWAd/zX06W0P+xY4tichRvN6g17tP05xviizv93f8HQu9RoPFQtuLekL5LapJj2G+d/e08+s2P3EX0WSsaDL5cP/daWaBHRgmVb9H5/e6RoYMw7hAchXrx4xeQs2CZ0jOtul/lj/2bMHT1+2hSu2D2pTaTubpsQHcESEX8ztu57oZyWp9+uZnaIFZ/V8ETkERO07T7ZdOk7Qz9eXL1ht7nvxXKhyYR75JM8LUJ/Ez7o8JGTyTTfd75upEKhrEyo6fPWqcuha78ZoQnHBGzTbbIKHiuEKNEioqFjF5sm7caqa/BgQqJ55u0kDbWSWCsjJywN/Y1gQ8ucv2Sz+UNQAEKeuLAq1R9oRk/6Ud1C0+asDQnrPz5QyEybu1brjBvlUMJJM2ristD5v4oAWiMCNqPgvsPHLTEHDp9Q96dL4hDg14Xbhv7OW7qzSZD2rdV0eOj5z71b02wQzRzXJG4j3Dmulv34G5VVuHMc92KtpsPMr0Xoce6+F8uqyy9aaNJ+rLoz9+w/Zpau2KaWgX2PYWOXmKoNB4f+fvfbxmbvgeOmi4wVa3k8IMRC+9Mmw2gTGVeTZ642f3baZNnKHWqBlqzWW8fYnc+UDilGlGhaRKVr9NW+ZczjHrTPeF/Iff3mveZ/ZUzz91/EwqMd123aax76dwU9xnhHSWsaapOj6pK8S97X3mfomMWhvuJ3G7YcMMdOnNGCFXszlnZG4YnIIyZg/cGCyYLWzMRAOPQfMd889VZV/RsNHYENEHjWVffQKxVVYLgLyn2GzA0R0bPvVFeLKE+pTjIpx+kxSrSIyF1nYs3gqRyB98Vd17nvdFPfcT0WKNdVr+O5b33ZUI8h0FmjcO+DNvyrOwJC5o6nSogWnpBskRnhaIngfiHu/QeT1tPSC7f95y3ZFCIiLAWUg8der6x/U6bOXqPXQTz/90CASHG/JYrFg9vLgnUN+5vP8rXSY6wnfV+8Q6hfsCawUKIJty6btx1QJYRnYWnOX7pZ167se6H8gH1CRlgAHMPqWL9pX7L7oDTYNkF5gORmCdlQf/oAZQlL3t43WkQECUDggLFB29lnlKzWx4xwFJyXPqyt7c/aUdFKPULHqzcekqwuW0QJutNpkwVLt4SI6O+PFRNlaJBp0Ga0KjxY8rGAJyKPmIKQIWjVdhIRsw7CsVYM7qhV63brtZtEyFj3Fe4GrBELtMJHXquk5xAUtZuNUKI6cfKsEoO9f7SIyAJh0aTdmND9cens2ndUN1bYY9UbDw1d+22RJA23eacJehxg3b3+eX09jtBmMd0lITY9vPhBrdB51pCiobmideMetO/0TZF22m5WmFNWrw+0P65QtHB73HUNzpi3Xq04jqOVY1mAnbuPhK6n8HsW17fuTOq7aIENMCge9lmvf1ZPQ0+99EHt0DGsT8AGBNbq7PHZCwPKDsC6fufrxqFz3xRup3V/5ZO6+jfrmKw/um0ULSKygGCI62bd07Qtbdyy88TQM9nAY8F6nj2OBWvBe/K3PfeatAkKBEREP6F4WOWHecPmBzbKZDU8EXnEDExuFsftRMAnjk//YMLJkB8ebXTxim16PZq09e3jTkF4oz0uFEviyaBFwmRiIZ5dQxaZRUQs2NdtPlwnNPf+04OF1GUHWAOzz2TXH2CbLc/nGGTSZ+hc3eWE2w7hFjge0HStkOc8bhrWiuzvcohVBVncLLYKkb/7TWO9J/d+/r0aZrtYYSzMs+mCYxSsA4CFZq0EBCQC7eq1a+oyZDGd47QFm0ksSbIO1rbbZNOo7ejQmhmF59odXtEA7ZG7ZEftf+6Py2nJiu1qGdBe9rlsNACHj56UayrqMVyG1kqDIN/7pkmoTVCMtu06bCaJNfrr4HpNnlKdTYdeU5O5M0tV763KUDTAJpYeA2eF7s/aW6O2Y5Sceg2aE3pmDhkztgnLSZvb42zyAQcOJUqbdAq1CXNqSXAuLRBLkQ0li5dv0913dl7hkWDXXlbDE5FHlgMBtHz1DtXOGPxMetZYmBwAK+kNxzpg2+nVq4GdT3an2isf1zWJJ8+ZLnLMWk8Ix0Llu+lirYvMICLcV5+JRmrfh3WgsZMD2jZgDcI+8+l3qitpoZ3bd8W1xa46NPQHXgqQLkKc3WS79gZICCE6aNRCJWjOs7DMNtybcckBSGLc1OXJLEg2F7hbzy0xUtgazG8gTt6BY4++XlkVCdxAdmcdwqxuyxG67R6w5rBs5XZ1XSIw+w2fH7onGn40AmiiiDBuIG/uy3h5Wf6/TMaXRUEZE/a5uElRCFiPs8L3buk72nzc1BXJ2uT975qE2oR+sgpHSoXt8DcLxm6JKr1CpIeF3b7nlJALFzeqJcl/PVVKx+EJmQevynzgGOOxp5AYypnbJvwfTwPgm6+9+4+F7onSY8cgZWgmRdhODZ6IPLIcrBu872xLZqKwW4dvJigswLYRLc0KedxxuHP+8Xgx/RsLim+OVq7bHXIHURCIuFS4B98nHRVBCDKDiCA8e0/Kg6KB2/fvN3SeWmvWjYVQQyt/4f2krebPvlNDd6exO84eQ8i//ll9vQeL1GxWYFeUPc9aRo4vGuj5XCU6md0iTDICXE/uzi8E7Guf1gu9/w55L76f+d87A4KXXXFsc3Y3fdQWS3Dw6EXJhDP1ZT2Ge+D6waXKb9+VPsHVyLqWvRbijsZHlqxp8O72vrT1c+/VDNVl8fKturZmd/T9/r4CMgaaJRO8+ct2UcFsF/wp4W3Sc+BsVX4Q6JQXP6gd2nxBefTVSmbEhIA78mbQptuk0D0ptPmneQJtWr/VKN2JaLduM2+w2N7K2VDrzTF2wC1fvVPdkvYe2ibvJrXJ6EnLzBvBcVaiai91Of5P0CvBGLNWU1bCE5FHlgPr4M3PkzTu8MKHeOy2gqwsGdnCpEKwoTmi4blbht1y93OldXcUyAwiylW8Y7LnuaV6oyFq9bXrPvm676AouLFwixw9fkbdeeHnKbhlWCOwWnt4YZF53aZ9wbdJH7CorJUVqaxav9ucOn1B1yCsgHMLa1W0f99h8yKep6BYQESRzqHt85FuNMAayIvvB9bOIhWELooP65DWmnPLo69XMhu37lfXnt0wE6msWLtTidMW3Gd3iEViz8+Yuy7ZB6cZBTsA3ee6hZ2kPGLslOXJtvrbwljp0GOKrn/Z9cRIhY0WjzubUWxBwWM96WY/ls4IPBF5ZDn4WJWvxd8U7T5SmTJrtV53KCFRv/HAbceaEBYFriD7dTibF/DnR7rH14Xbhb4QZ+La41UbDL5hOJ60oFGb0cme55buYk0A3FlDxixWK+2BlyvoGgm7ydgdB1EhRNHOI93jo1zN1XX3wfdNI57HLYhFlRHgMvu2SLuI96Vs3xVwRx0/cdbUaT5Cte77xYLgX3bGHQhGhpg8a41aepHugTvsjFgrZWr0FQ2+hnn4lYrmqbeqSX2a6bbxaPQBOCtCE5KJ9A6U+UsC6x24AbE2WGvDGmJM8V0OO8oQ7oE2aR/xHpRtYZsrWK/5qmCb0PmVa3cFz9wcBoxckOy5bqkmCg7g2bNkbHyZv7V56JUK5hGxxt77trFGvcDtBpEUq9wr4j0oU6TfGrcdo2RFv7Bpg37s0HOqurtjAU9EHtkaCAkWxXF1xUJTiwbQnnl/hJ3dmhtPQMPeJ1YUwjwjb8+GBb6Doh+zOhZgOM6eu6R9QZ2iuVkiFsAyQ1ljrS69bk6qznxi1yQbe9L7+2jDE5HHTYMJzWA+cuyUL9minA6WSOfiocTzu0cuuDIjHY+3YmM4RhueiDxuGrhZPvy+mXnstcpxXfCbRzoebwW309NvVY94Lh4KGwEiHY/nQvigSMfjreDmzgx4IvK4aUBE+MtZNI7nwoePkY7HW2G316uf1I14Lh7KWzkbRjwez4WNBpGOx1uZOGNVcNZHF56IPKIC1g9IueCLL77cuiVam0zC4YnIw8PDwyOm8ETk4eHh4RFTeCLy8PDw8IgpPBF5eHh4eMQUWUpEfERFXo91m/fpB2W/ZBB4kQ/K4v2jumiA8P2LftxijicGYsNZEJlg7aa9GsAxVOQ6gjxa8JU5UaGJT0e+GD7uc0EkaaJXE62BuGPnL14Onsk88A6LftyqH3KmBNJTUB8+KAQsApOQzq0rCc3YBEImVPc4hWvJ1hlNkG9o9fo9ET9uJO/TRnkPchPNXbwp2fzl3PI1OzWfzSJpYzettgsWu3l3PijNShApYoW8H8FXw8EHxtR7/LQVOoboF5Bw7NR1bU6hb8llFH6c+tuI45kF3pWxsGLtrmRyg7HDsfB3oi/pp/DjFOSwCwLyMrfoo1gg6kTEl9ON247VMO+UYeMCYfEBA/y7Yu01ThbhKOIJhAL5PH8rrRPBHjMKJgVhTwh3QmgOQmsQ7ZZw+r9E7D1wTOO/ESdr5IRlwaMBnL9wSdubbJ822ORLH9XWVBGAj+uadxyvwSo597S06Rf5W4fyqfDV+Q/FO5qHX61oXv6ojrZ30w5j9VxmgRxJz79f0/z54SJKrpGAEkIUaOpsE7URd45kf8Ros3UlCy2pBao0GKShaWyhHgRZ3b4rOimdEXADRizQzKYvflhLQw+5gFAJ7cMz/y3tSEgYwupAQESNIAAsIZjYds275SzYWiMYuOAZpMMgrUezjuOCRzMXCGvSNxDglUR/jDUXvD/jhzA3xDUk5A3tu3HLAY0F6Lb5c+/V0ACuZD8lunVoPEohQR5tkpmRPyC5waMWmtufLGkef71KMmWBiBWEtHLf967nSmt0e2LkucdfkDr+7dFipkHrUcFfB5Sit2WsMR6J7h0LRJ2ICGPCxLeB9D78oZlqrYCw4/zN8WHBvC3xADRqYjrZOpHxMyNg8JC4iwi3EBFChyi/BL6cHIyv9ksCAu7jXC3MeyIEiBpMCmMXTGy+iUGZYVzZYjVb0nEjPEnChpXEF/mzF2xUSwHBR9ZKhAuJ3RCuhMzHUsksXBBrC1IkhhkBNiNNaoTj4NGB1A73SJ3b95iix3n3R1+rpL+x9SRaBXOGduL/Gr3i+GmTv2xXTZNx/kJ0rLups9dqZGy+BUOgIthctOw8QfMTYQlhvWLFEQfPCse/PlpULTT6i/h33KtTn2nBXwcwUQQ7fQVhuUIwM0H8N55H5G/a203kB8jmascdfUf0g3e/aWKKV+mlf9s2p0BABBol0CztbvuIMQgRkabeyrnMwPS5azUoa07pI/51iYixzvi278o4h3DIUUTsObcesxas14jv9AegD0mqB1ETPX3Wwugm+Esrok5Es6UiROR9+ePa5nbpIDrJBlFMjYjoVExGNBFymFwKhpI4JaYiEwBtmWB9h4KuDIBLZu3GvRpNmf9jXnOt/a0F5xFGfIxFR/AsC9wIS+R53J9glAxAFwiO4pV7KVm8IhpFOBFxnlwmvIdr1pI/BzOapGcWWD01mgxV0kELIT98IRFa3LNktV7Bq345QOARbRjN/tHXKqdIRDZVtQusIawl+iZS/DIiKpNBc0wmfQkeCbjRakr/kn4iJSJCUENWWCCQpEtECIMbJVcjPw5CFcEYLUyauUoFE6nWw4mIwKUIc8jIdQdZYN2Ty8hN2V6mZj8N1mqBOwurhGjdZKHNKiIiJxHPJPdQJCJasWaXEhEuR4syNfoJIbdNJuipGykTyF6KNWuBPKJtCHLrXp8ZmCCya8IM+mjOdUQUDuTcHU+XVNecCwgLckKJsV4DFAoiJgwfv0Tb4pYgIgZq+Tr9VcvvPXiO+apQWw0tTm5+EImIaByyWhKZGNOQCYzQZ4JulUn3/Hs1zR/uK6C5Nwgfz2QlTD3ADfPXR4qaei1HaiP+rzyXfCOFK3YXMgpozZABEX9he+5N2gBcQWjVpAng/3+U53F/ns/fxx2iok5MLLJQ1mkeSMcbTkRN2o3V93BTP5MD/7YniqsF5CKc6Nr3nKr3zOOk9/2lgLD5jIljx8+kSkQV6w40NZsOM807TlCCAWSffPDlCtr2RHp+4YOapoj0+46guwohQc4bNHP6/9VP62qWy8x0nzAW0ECZ5JGICIXo68JtTYmqvVVpCScihBrRromyTAbQ8Cys3J8kdUTBjmaUZPqAedhv2PzriGjDln2akoKMocxn3pk5bucI74pl76bWYF7iogPcN2+pzpopFAUxK4kIbZ/C2mEkIsLSJNEgkchRDnsOmq3vjVB2gYL8j8eKJbOmSduNZcFSA+5Y+iYzwToQzyBFSmpERMqLT3O3MPnKdLlOQUOJuddRYg6LgkAuIqJuo8jfMkSUePqc+ulhYxbDyOiIkGUA6ySNQETzl27WLIT4X0lxO2DEfFO2Zl9tnHlLNpsX3q9l2slkJUPid0Xb6W9xudDvNq/8nc+U1kRpbbpNNn+R+5DulgVIJjsNTU6bLwu01jTBzTuNN3lkUmBec4zfV6w7QJNBlazWW69FGLgg7YAVAlwf7ppbv3mfJsl6KkdV9ZkjYGs0HqLvMSJsULuADEmAxj3xVf9SkRIRXRTSpi86CpmgzOA6Yp0C9wj9y1rjMyIE6Ve0XvLnvCSCEtcRfvzf3J1P0yWQGA132MMiZEjYlllfh1tEIiLGT/cBM1VoY5FDiC4R4fJi3JOAreegWaq1sq7lbr5gQRlriky1mYFIRMQCPjmV3viivhk9+UexnFbpezOPIR+sCtYtWDNi3bdqw8H6N+tdgPVP0i4g9BCeWUlEFikREUDBvO2JEuapt6qqBU0CQJQCC/oNSwiLyA34yXiDhFEg6ROIGtLLbNyIiEjzjQIMebqgHswl0sHjjeH3pLNHNpNKA3feLUNE7PLBGmLyU3HcEAgLBgGTKBIRkSGQv3HR2I7EFMZygEiOyqBAcJB7pkLd/koU73/bVCeBJaJAPvf/6DPRxjg2eeYq3SmFMGJS4+KzYCEVDYCFUxKoseMF85z3R4BgncmtrkNKRMS74FvG2mLQ09EP/ru8TsaUdgfyriQ+Y5IzALaKVvVLRUpERBu5Ew6CefLNqqZhm9HaX4ytbv1m6HVg/eb96grGvYt2+1exglESLHrJMfqblASZiUhERGZNBF6Rij3MkNGL1A12/0vlNBEZ14XXFcvvb48VVUFp0brrJF1HSjiaOe8fkYjmr9cxigvHAvf77+/Nr2ssNP2Pq3eY/KKBk52VPE1FK/U073zVSFOdQ0p5xCKizmjij7xaUa1C936ZjZSICNcVig2bj5izbGb4NG8rXeOzygoufSwfLOxIQKZhdbM5JbPHFUiNiFBsWQ9jUxXv5YKdfq4SQxZX5g+ZdukbkjiyiQHPA8sMWY2oEREDkkUvBPWrn9YzVRoMNmVr9VPBgMtsxISl1xER/ta3v2qsAz1SeloEfI8BszSaMI2G64IJ/o785sLFKyEiQguwsPnpx01ZrpYU/6/ZZFjwbBJY/MOKgThx2/31kUD5b7melNRWuLlIiYgAA4RzTMKRE5eqq6+WdGokQJqsSWEJ4g6EkCI975eClIgoHOyiw8JF6z54OFEnlrv7ksyj971YToU360psBrBZWsH4aSt1POLWy0xEIiKUKlxA30jhX3aWMe6eeae6WunhOJiQaO4SS5+1JICW/qRY3ChsmYXIrrn96q1wCX39ln3qLncFFkokrjeUSJQFvAwQkVtnCIgF/ydE0asjcymrkBIR9RDrkzZlk4IFCgJkb4/hRmVnK+t/KYEt678TYt7gtFFmITUiYnPGbU8Wj7imSkZc5pglS5Q2+sX2DUsSv7u3gMnxRUMzZGzGdwVnFFEjIvytbO3EYmFXmC02731e0ZjCiQgfJpko2dyAyR8O3HO4t979tomZu2ijalF/fKDQdUS0al1SdkSXiNCKeR80nPAdLeyZx1p6TCbFgqVblAhtIQV1JKRGRAiK254soeRCbvu/PFTErNmYfLEQQL7Ui8mNIOo/Yn6WmPTZGS4RMcGmyETavO2gWtRtRVPDEoKEWHdkLQ7yoc0Kle+uWjiuLtqVDJy3P1VCrOeD6tLCsm3RcYJqiuyqY8cRGxwyc50IuESEYCYjKes91I05QGGXExlneWfqMkfG96BRC/U9saJZ92RdAo0cYM3d+0K5iO6laMElIjYFDR+/VNuKrJ643ugD3FPlavcXwV5a5zxrVfOXbNY2RlhjraJY2g1Kbp35LVuK67UcIe1yvSDNLLhExPtSLzZhIE/+LsQ4atIylUVYRV/kC3yice78ZfVSoLi4n6AAttyj/OK1oa+KVOqhll/4tvfMgEtEzIsRUhcUdv4uKn301lcN5e/km7VCSky7JCUGxdf2C4UMtHc9W8ZMn7cu4uafzEbUiIjdPpDGG583UCFA5SmLl28T8iioC8toeZ/laanCnLz+dDwmIX/jD8dUpnPXbNirbjK2qXKOgQLww/7PHXnSTESqzYmwZ/MDC5BMKjQCdtcx2VjMxlpj6yXPpTNxAU6bvTZ4t+RIjYgQJmz75DwFwsXyccGaR+nqfbSdeKdu/WfqAiJuwiPOWsAvDS4RQSqsM2pKahHepDPAQr1dSB6iR0Az8cAOISqEBsKCyUl/onxYpYMPLLGaWKBlBycbX1auiU5K59TgEhFbZlGeIFQXukb0YdIaER9cshEHNxAuPARnoC6Brbl8A4IlmJmWs0tEuNF+K4oaO0JXiKb9rFhutC+FNR922vEquHxwMXKc9+b/KX0jyPxirSmWa0SQz+9F82cNhfVc1k1oc8YJ44iNIOzaBbipGDOuhQi69pup6+CsKVHne18oa0aLjMoKr4ZLRCguKL589G1JM9KadG+x8th+T1+mhFtmjahph3FqfdiJZXFeJtxbYtqy423SjFWmfquRKqixlhrKgGQLMwuBuLKYsAwK/m0g1+H/x1rCr4/lxBZQ7pNWImJgtOg0Xp/FpOLefxONmsRbaGe40P5wX0F10bHAx8Bih1DhCj2Cd0uO1IgIsKuG9+V+LNKGgwXb+0Sr5R5ch1VkS8HyXYNX/fKAsMUSgGDoV8ZDr0Fz9Bzreezcwu3ANzTh1iNaOuspWLK4U1zyp/+5L2sYuJHQ4LMCPJcPVFlnQMFhgwKL2y64BgHHefs360goY2vFkua92fQC0FAhNHexPDPA/e1z0fh5b/4GWBBYZ7Ql7837Av5F4aT9UfxSWhO1YFMGfZaVwFqm/Rg7uBip13ZR/gDWwN79x3XTFJtgqGewaupOZW05nF64D8r2UqnzcmkPZJhtj8wGfURdAPIGq58+YrcmShz1CQdKD5Zgau9InbhvZm/kSQlRISIq0XvIHFO1wWB1p4SDrH6Y83w4x0DFX8kX73Yhlg4fOGqBKV61l+7i4EvyrWIqMklZ52EDAubvjPnr9DscFtzwP2Mic193mysLjxyz32OgOTCpqjceoq4Z3HRs1URgMeHQJtj9krNAG31OpXoDdUJFApsfuDc7iSKBwcmuPT7oizQhEYQNWo3Se4QXdn55GJ0MWA+MiVsBhLNp3XWiuujiCYz1qXPWZJmAzSoQ5gnvSLi3Ih6BHMONfSsgKkSUXjC2mZjhg5zBAaO7x/k/pBOuCacX3JJ7pzQAeQYl7JXSBcgEq7Baw8HBIx4eHh4eN0JMiOhWBCbz21810rUfu8Ds4eHh4XFjpIuI2KXBArsv1xc2PDRoPVIX0/l/pGtu1cKHmoRSiXQungr1iHQ83grbktnYE+lcPBTc/JGOx3MZMHJ+xOPxVrbuCOyGjDbSRUTsRiKgpC++XFfEIox43JesL/RFPPfHLTiW+MYq0vF4K5m11pkuIvLw8PDw8Ig2PBF5eHh4eMQUnog8PDw8PGIKT0QeHh4eHjGFJyIPDw8Pj5giU4iIj0bZXRH+0Sr/J+UCXwRnRcj0aIOPaqnTrfBVtoeHh0d2QdSJiJA6hNEhrhvFDfZIZIPwfETxAsIEkWKAOoXH0/Pw8PDwyDiiTkRYOnc+U0qDmJLbh9xENhBfvBIRMbfIG0SdUgt66uHh4eGRfkSdiMZNXaHC+uPczc39L5UPhCkPJtBKiYhwdRHGvO+wuRrFm0RxRCLGlUfKcb4Sr9NsuGnVdaJGyLXuPqLPkuyMAKNEzyVpGNfaiMEWRMcl8CoJyAiYSkBVC4JsDhq90NRpPlxTmx89kZQkC/CsguW6mX8JuZJG2BORh4eHR3QRVSJiDaVQhW6ab2f0pB9D+YQ69pqm5yMREYFGSfVN2m6ypZKu4Vd35NEo1YTEJ6Mj9yMNN7mI/u+BQqHo1zYNRL4yXfT3XMffxHwjfQAgrTHRsLFmuDd5Yl54v5Z+vb1q3W7Nk8RzsXj4l793ORHEIaIajYfqu9woDYRH9gTj0ga1zcqEbNEGkU1C9Qh6GeIJvLN9/5sNYpwdoEGag/WxXp94BFkI3HpYRT8rEVUiIh8MgvyeF8rq/yEjolG/922TwCSKQEQk0YJk7nymtKbpJZc6sdqIZL1QLJ6vCrbRrIHknKlUb4De74fiHbSxLBGRqAtLjJDo/3qqpB4jmRdpGchJD8GQVIzMq+REIl0FRPXyR7U1LxAxlI6JJdSm6yQlLBLcubh8OZCjwxNRfIIsqJ/maaGFcYASEo8YMmZxqB5FK/XQ3D7xAoindI2+offv0Gtq8Ez8gmR4tj7IJJtbKt5Aagxbj28KtzN7DxwLnsk6RJWIyH6IoP5eOoUES2QExKVFds0tOw5FJKK8pbvoWhJpoMNx+cpVFRqQGnnYvynSVono3a+b6HFLRBCXBc/m2IRpK5QIsYBwqV0OS/i0cesBzTNP5kbce5NnrdF/uf6Bl8tH1Ao8EcUncOEOGLFAy7Q5a+JWe8UtbeuBqzmeCBWte+L0laH3J5FevAPl2NZn2LglIvPic1ztO3g8VA+UnRslN8wMRI2IMFPL1uyngvqR1yqZT3K3MB9839T89eEi5ldiZWDthBMRqXpzfNlQCYHU4OEgqyBWEPcgsyppo3GvhWdohdEt3AytrcXC4f+1mw8Pnk3ClNmrNZMqxPOXh4qYv8gzbGF3nCciDw8Pj6xB1IiI9MFPvllF12nIqU6OdAp51BHeZD/FSrJExIYEhP2XBVqrlTNo5MLgnQLgXJ0WgbTihSp0100Li5dvM398oGCaU4XD8Ljevi3SPlkKXO7N90y/vTu/eeyNKmanWG6kuLAlpW+cPBF5eHh4RB9RIyJIAqH/Wd5WwSMBkDr8H48VM3c/W9rs2ntEiQdhXqBsV7NjT4IZOHKBWCV51AohdTi55HGpTZi2Ur9H4lp2s5E6umGb0bqGk1Yi2nvguG4lx+phQwS75Zau2K7fNp09d9E89VY1vbZCnQFm+64Es//gCTNxxqqIbkLgicjDw8Mj+ogKEeHFqt54qBIRLjgXuN9YBGPDwPBxS0yXvtPVvYZAr9lkqC7wla3VT3fD2e902DXXrMM4M2L8Et0Nx462x96obJ7MUdX87t4CaSYiQH76fz1dSnfccZzy+mf1zaXLV9QdyHoQ7x14bm4tuBgjwRORh4eHR/QRFSJiR9ysBevNoFELzdHjZ4JHk7Bi7U7Td+g83S59+cpPanXwzQ+LyIBtnZBCZyEphH3/EfN1gwI7babMWm1qNh1m2vWcYjZvP6guvWlz1uq5aXPX6n3d74YWLNuix9ydHzvFEhss78a3Qh3kPus3J32LdESew3uzjlRLntN/+Dxz+MgpPRcOUoBzb/tdlIeHh4fHzSMqROTh4eHh4ZFRpIuIsCLY+eaLL7744ssvr2RWwOd0EdHBhETTqfdUX3xJXvpMMz0HzYp8Lp6K1CPi8TgrrMNSIp2Lh9Kt/4yIx+O59B4yO+LxeCtbth8MskF0kS4i8vDw8PDwiDY8EXl4eHh4xBSeiDw8PDw8YgpPRB4eHh4eMYUnIg8PDw+PmCLbEdHVaz+b3fuOmg1b9qcaBfZWyGfiER0Ev01OETc6nx0Rj+8M4vW94x32A/2MgF/Gut+iRkRXrlw1rbtMMkUq9tBSslpv07LzBDNv8SYN85MWsEed6Ap3P1fa3PtCWQ1aGgmE8v+2aPsUg5NmFzA4Mmvf/a0A2mb+ks2mfJ3+ycI0WTCmyDNVrHJPk7tkJxkP883584GEh6QVWLNhj6lUb6DJWaCNKVW9j/lx9Y7QhERRmStjr2zNvuY7GStk5j1x8qyeixV4N6JyVKo/UPO+1Gw61GxzsgWDQwmJpkXH8frOXLdiza5kQmbTtgOaU4l2ySqcFIWQ9vuheEdTuGJ3zSH2kxNEmO9LSEtBjqRccg39RAgtwKsTuaRc7X7JCmldshMOHko0zaTdv5d2ZywxdhhDi5Zvve7dKYw1gLLcuN0YjfRPYrmsBhFkGrQepXnbmCe8dySZs14U+wp1B4RCnwHCpA0ds8jkLdVZx1vX/jM0pmcsEDUiImbcu9801uClRaVB8pburInn/vJQYWmo0WkSyEeOnTaPv1FFg50Szoc0EJFAzDqS7R04nBg8kj3B5HRzJXkk4drPP5sxk37UfFC/uTufGTx6UfBMAAiBFp0miFJSxpSu0UeF74Mvlzelq/c1ly79pBPwlU/qmkLlu4kQmGg+/L6Zxg3ctvOw/h7hd9ezpTX2IGGjHn+jsvm6UFtz6kzskslBnHc9U9p8X6yDZi3+Mn9rDbxLsF2AYvX65/XNyx/W1gC/Xxduq/Np5vwNev7HVTvMc+/V1ESSBOrNCly58pP5oURH89jrlVWxJD7knc+WMj0Hzw4RJHEhb3uihL5TzSbDzJ1PlxJh3lvPUwhwTLqX6o2GhMr0uWv1t9kBx06cMW992ci89lk907bbZBljfXTszJi7TgmHEGO2kIGa8QoZE84MJYjUMc9LvyDYsxIoVq99Ws+8/21TDQxN+xNcerq8twsUiY9zBeJ9lq/dX4/RdU3bj9WkoswzEhU+8WYVU0YUNxTArEbUieibIu2CR4xGuEaDwsLZE4z9huuNRExohqR2sC42Kj9vySbzTxnQnXpPV5IhBh3pJRKOnVLBRcdzz3OiFfNb7mVxPPGsuvO27jikFhiNT4ZWV5s8ffaCfpC1bvM+/b8F2tu+A8f1ftwfQgSkjiAaODHyIEY3ERkkyf0hWN6F+vDBrwXt8Z0IHAQlUcB5Hwv7HsS8CxeMZ85eVK2XcwioeEwJnRbQfghdtNCHX614HRHRj5AQ2XNpY7oRLfr2p0qaWQs2aNvPX7o5NH5I7871WNFHZLw8laOqxha0mjup3onETrT3WAALjgylb0idLwU9BGRYffGDWioIqGPjtmPMw69UNAcOBYjpogi2vGW6BFPfXzS5hBAQ4m9/1TjLiAhB/KcHCydLZNeqy0RVGBG8RNcnX1hfEYR2rs2W/vnNXfnM0lXbQ0TUXPo5u2LkhKXmLpFRW7YHrFPGVImqvVVRsH1lgdJDHyEjsBLJu1ZNlKRYENF8kZe3PVFcMwcA5NUX+VqZYlV66t+AuqAo5MjZ0Lz0Ya0QESFnnn+vlhKvBe0AMSGfsxqZSkRg0KgF5u+PFdPskghjJhLa1UP/rqAdirbKbxG+T+aooqxNtOzXRTthrQizM6eYnQx+tMdhYxab8VNXmJdkAlvXHEFUmdC48x59rZIpXrmXambkQDp/IZC+d+GyLebNLxvoebRMkuyRlhwsWr5FtW3STxCZm4nDxCeP0QMvldP73vZkcTVfIUEmV93mI3QQ8l5oEuRdol4IS4iwXK1+5reiuf5ZLEKe2bjdWP0d7/H2141U+N4vnY5gIiU6gEiJKM5x2uaRVyupZnwr4oL0C0FvCW5Lu4UTEanisXAOH01yv14QReCNL+qbao0GB48kAdK+X/qV381euEH6q4TZtPVA8GzALYZmTx9a8spKQIhkCsZtbXH12jV9HywkxtUbnzfQwLsuFizbbP75eDG1pgjoy1z5NE/LLCOisVOXK9FgNVgQdJgI+igDvcQyguDPnb8YPBto6+feraFz0BIRwhDlg8Kx7ATcas/L+6L0WnTpO0PnrVtvzj/2WmW1JFAsCIJ8VAipQ8+pMSEiZOodT5c0S4NKAkrtuyI/ajdLSgS6cNlWnV/InY9FXlkiQkbhVcLKC4Tu+dl06zfDPPNO9YiBqzMbmUpERMXGt/+sdDIdivAmad6oScvUhYI5iQU0dOxiJQyO/+3RYqolr1y3Sy0QGo40EAxsBsDmbQfNEBFapB/HisHHjibMhCbZHZYE7gPIDHI6e+6SMvx9L5QzBcp1lc7bqx34Rb7W2ugMHiKHQ4AIMiY4Eb/R9HDlkP2VNOekAiajK89mIuEiIkUFQoHI4UtXbjP//qiOPhMrBpIjbQVrAWiTkOqe/UeVXPKV7qKChYL75aUPaot2fM6UrNZHCRILjGeSk6lRmzHB1rw1cVzGRSQiwprBtRtOGrh8abNw9BcCYkys3bjH9B8xT4UIgtJFg1ajVNFgTGQ1sHgq1xukdSX5IqCPGZdoq7QDCgjrKy7I4fWPx4trGn6AwMhKIlotY/TPDxbSqPfUgTlZRiw7UrYw12o1HaruIYSZi1wlOumctETENV8VbKv/Vq4/SDXy7ALI9h9C9nMWbtT3Zd2HNmY8ue7/noNmm3tE1iB3XMSKiMhkUF/GNG7n/CLbsJwhor1BiwaZy7GmogTQdy4RATxQKPc5C7ZWZehRkU3khOParEbUiQiff14RtBASPnyEyYx569R6eVCsIMiIjqYw+UgnbsmLxHW4XkZP/lH/BjTcn8SqWLB0c/CISUZEmMf43XeJoLe4fOWqWhaWiBgo/xQTFneYffZMeSd8vSvW7goRUf1WI0PaGq5CXCMALQ5BABHZayAiCBIXkgV+f3zliafOq4YLqbgd36n3NLWc1gsR2vfAjfGnhwqpmwmN/dVP6qllRHuCWGjvWYmUiAirh/GD5ukCZeKL/MmTL64SzRSCr9JgkFoeCAwmp3WxWmCVcs9YCUGUEdZKnnyzqlr5EBAurs/EUsIyZO4wtl3wG8YUVgjIaiJi/GGVo+x9Js9Fi2ZukcwSl3QVIZUcXza4zoWMsgXxACxfPB77D51QWUB9mnfMPjm98H6UrNpb3VKfy9h6K2cj86b0E4opywKA+fzC+zVNtYZDdJnARayICPnBBgVc3NUbDTXfihxF0UKm0R9YRh/nah7agOASEeOIsfbcezXUDUlOuOferW7a95iSLJt1ViHqRIQVgJvroVcqqPA+fiKwUwk3CeY8LqeXxXKw5fanSujgRrinRERYQ5CBhUtE7JpikZHB5IIJYomoaKWe5g/3FdC/7XOfFWvod/fmN1NlglsiWikdaIH8w5LJV6aLanEIEIgH14klIurpAq3xH48V13xGkYioeJVeutAMOdv3eObt6ub38m5TZq/R9qL9aAN+W6FO/0wLMphdkBIRde030zz6eqVk7hJI5t1vmiQTwpAQFjcanc1LNW32WiX8HbsDvnMLNsFAALFcd2Mtc9KMVWbgiAVqEbPJokyNfkqOL35Y+7qki4xJMhxTT5DVRARYO122aofm6mKukJPrzw8VMWdkzqFc3f9SOXPJWT8FuNaZg+FA24akmPPZCZAIay7UEVdX3RYj1cNhhTgbpJiXruJpESsiYkMOZGmXKFCei1Tsbj7L21KtbrwClA++a6qFJRIsOjYk4PFBeWPN1CrfeIJQOFAashpRJ6KvC7dTk48KFavcy5y/EHCD4FKDDFp2mqCM7RaELW2REhHB8nbbLnCJCM0KQnCT2TFZSUluiaiEEAAdgo89/NmsW1kiYsHbYu6ijSoAyDyLwEDIcQ+XiLi/ixsRUalqfVTrWrJyW8T3AAwq1sCqNRoiZF5RtOZGqvncqggnItqWQpuwzuOOBVyvrEewlodAw0pgfQ4riftY7N53TCcoQtK6GdgwQtuTJj5W4F3spAdscPn7o8XM2MnL1fJgrDCmrMUGYeLGQsjZTS2xICKeaYGwY26xKM52ZdZJ/nBfQSV/i41i0bM+OlkEG9V15ya/CXhB2gePxB70ieuOYi5iKWBhc5z1FBRRFMlISkysiAiXG3OHXaSAevBJAIoZ8meWKLbs3LWFdyRbNlu8casiQ7FQLZhfjMfFy5M2pmQVok5EuNlwp0ycvkqtHbQidp6gCWKFoLlacgIMbM6BjBARu3pgegYNwoZ1gR4DZpl/PV0yREQsYGPN0DGuILC73iIRUf2Wo3Qh0A48rv2/B5JbRC9+mDIRsebFRgS0cAs0GDYv2AlqAcnheyeTrOtrJ6sswpi1hFsVLhGp0lC1t2ppjAt2mbGpgy3wrJ3Q3ghArF+sVdZOHpXf4k4gRT0FIUjbYlmwlbVllwlmxPil5h0Zm698XNccDls3ykqg0EAs9H//4fNVYHyUq3loNyb9/MDLFfQbObYH41rBsnOtxVgQEd+fMBax5IpV6mn+Je/E91+AucD3Q2wA6jV4js4B1h1wCTF3INjnRagjrCdMX2nKSp/+6cFCusEou4DFeeQH6yNjRClgjKF02k8BsBT+KWPNWqXhiBUR/bhqu8pLxsLcxRtNz4Gz1b3rblZw4brmmEOMI7w9KL5TZq3RPnvhg5rXra1mBTKFiAB+1MGjF6pgbtR2jAoWBjOk8dEPzUzHXlNNOxEgXxVqY9p0m6S/yQgRMdA7956u+/7Rgp94o4oulOIvfVUaGULAvMYFAjnxPQprCHTWUznYgno5IhGhQeAHZ12BCUS9/pgOImISFhIS4j3Z+YfwYbsunY9Wj0DqMXCW7lrBbN6+67CSNJs7ELxsW4bIGChuKvRbDWj/+OfR0pgc+OdxtwL6jY0rb37RQNuBdSOrXS9dsV3bMryMmxb40BPh3l3aEFfevz+uowS3Y3dS/8YCbMv+vlh7dcmyzsKGDHdXFuNq9YbdJo+MAZQodmUiHN0PJbmGTRcInawC3w/RB1j4PxTvoBt43LU7FAi2njNP6acqDQaHlEsuY1PSe/SD1JudrOOnrUxmZcUayIjqjYeoi5864MoPKDSBOiKnkBesPUcC9UFOpXQ+s4CMhUBwxTHG3/m6kW4vT2kNlI0NKOkWrPHhpqNfqTs7OlmfjgWiRkR0Aluxm3dK+l4AYYyW+kOxjuqG4G8W5wuU76YDm8nIx2N2//7Bw4kmf9muZnFwOyJAy2LLt7ufH22M6+wkxqrB5zln4Qb96A8tm62w7NqxFgbHWsi7Iaxe/bSuTgiSh0Fk7KTjw7QjjiaAOc71CEaIYvj4Jbqgh1XDAO0uHVq5fkBgWuCS5CtlNisABB/+8BxfNDS9hPwAi9Js+Wbhl0nLtwqQDvVbIaYx5v9bORsGrKmK3XWH3y8FCC/ae/bCjcEjASAocDVkBBASaxlWqMQajDcIlvGVEhDSuGNj8aV+SqAPbtSOqfUTO7wQkOEL/dkF1It3pw7ZZKikGWwuwJ1oLev0ANlJv9C3rnsyqxE1IkoP6GgskfCPxTKCi5cum6YdxqqLjg9Kt4llwc42/NYjhDzCYT9aTatGRucyiTIKJh4me/juL0iZgY9gcsGE4JlMiFgOjFiAdsYqdj9U9vDwuPUREyKKJhDaLJ7i0sNPjdsLPynfHNlFPA8PDw+P7It0ERFaPCZgdivEHePLYbZYEmcJNyBxmCJd64svvvjiS8YKa/2ZgXQRUcKx06bvsHm++JKs9Bs+T3d2RToXT4VvSCIdj7fCDkOiS0Q6Fw9l4KgFEY/HcyF6TKTj8VbCv82LFtJFRB4eHh4eHtGGJyIPDw8Pj5jCE5GHh4eHR0zhicjDw8PDI6bwROTh4eHhEVNkKhER1SD8g83MADG8iA6c1WFDbLh06kgah0iReS34kp6Pbt2QLh7RQ3aJnJCZ+CXU0eOXiagTEdESSBv84Q/N9APTe54vq/8nJlJmoXCFbuazvK2iEqkhJUA6bqSDzdsOaPbWEROWaoSEF96rqbGcUgJx8UjrO3TM4uARj/SC0EllavbRuH+EuSf6RNvukzTg5H0vlNWYWzbrLkBwT5i+ynxZsLUGsSRJ2LS5SVGiYwXyJJFe5KtCbVWJIcjrG180SFao45kzF7QOKDlkdyWrMSGQSNKYFQpeapizaKMGkiUfGCDldHgdOAd3Nmk39rpzxJ/LTiCg6acyfghTZgmfiCjEmaPNSRpH/Eq+WSQ+ZHh9KDa0VyxBzMb3v2ti2vecEjwSiNlIvE/i6BFgmNBhBDYlxFmkesQi3lxUiYiYRWQk/eMDhTTmWvcBMzW46ffFO+jEyyzkL9vFfPRD80wjIkLOEBdv49akPB10ZImqvczaTXuViJ5+q5qp03xE8Oz1IMAgaTDIQ+ORfhAhmTiBBLclqjaxBYkaTMzCQaMXalBZYgISLPRYMOBm32FzNeIGAS2JBk+MPxtgN1YgWzC5eoiqTRZhvAbk6uI7E0rPQbNUgXv/2yYaNYQ4iEQKITAs+XIIQEobkJI+Vhg3dbm+OykDiPyM3CYIMBFObD0oZBpGqJOh9YfiHZOdy04xFEm6SZR3ImyTzA+Fk9BcRM5/8OUKpku/GWb8tBWmXK3++uH8ouVbVQG1Bdn210eLalDjWAHq5B1RyP76SBGN4QkIZ0adiIjee/AcTTlSukYflVt8+O/WgwjkfxLZzbmsRtSICLcYeekhIaJju+kMCN7oZsukcdDyyCuzbvPeZMEd+XqXvBjnRNtlIBMtYd3mfTqgCdkza8EGjUh84PCJ4C+SiAgNmbTdQ8ct1nu4ARbJv7Frb1IWV7BzT4LZHMyFBGwuoJHSKbj6bB1IOfDbe/Lph4IcvyACAguJ47yvS0RoUeT4IEgqce8sUiIiIjJPnrla28Ktk0dyzF64QS0eIpxbIjqUkKhBZC0Ihc8k3LBln7pAn8pR1dRtOTJkPTCGsjpCcjgImpurZCfVRi0RWaC5kqWXKPYEAAbknHnqrao6tgF1KVium1pTsUJOeXZ/mQsQv0tEtZpen37AElHzjknBkLMbytfpr++HpWCJCHIiUwDjzlpIKKREl3GBHHjpw1qmXO1+Wb404IL3IsAyyj/WsyWisVNWqNKDPLTg2nCLmrphMBCEOTM9SykhakQE0dwpAoI04alF2CXjJFrr7U+WVDPxb6JJkEzvaJCops9Zp/chBwqaIJP1b48U1ZQS3xRuq8nN+A1J47bvCnzlCxGRuAorDHfZAy+XV0IsUqmHEgN4/Yv6oUljQcK8979vqsKAiN6kbMD9QUZYBFrxyj1VI8Wl9v9uy2X+8nARc7e8E9pcwtHT5k8PFjaTZq0KEVHhCj30PdCu0Fp5TxKx8cxwImKwkyeJBIK4jR6RcuczpZUEPa4HhE+2X1wPlojCQZZbhAfKBZHQyeWE4oCmCIFl1lfh6QHkef7iZSGkBcmI6IRYcUSEx63iJpJjHhAt3kU1sfCee69mTAQG2LX3iApd8te4RITLaq+Mc9KpWDe2JSIIlbTnFNfFnR3A3CT7bykR3paISLVBagSylRI1ZJwoqG6WaAtSQPxFZEVq68NZAdqZtmU8kYXYEhG5okiGx/uhBOE5INJ2OCAqvAc2JX1WI2pERAqDX92RO1XXE3l1Xvm4jg5gBiwCHM0DcxI3FwOAtaT/vj235pHBH4uV8tKHtc3/3V/AVG0wWO+BcMGMbtVlgt4XIiKfEJOWVAJYXGgGCH4SkAFyBzFZXCIqRDqKLxto56GJfiaaxJmzF1T7ZE0HokBTmD53rfn1nXnVLEdrRZtAWPyvHBs/fUWIiCC/HvJcno9gKV+rn5LoynW7riMirD2Ij3xHp+WZCFq0qsffqCKkHrvkbdkdKRERqaqxEnChkrsK9w+kRJ4WUnywPoQSQW6p7IBwIurUZ5om+sMtx7jcsz9gvVOPv8oYsq44/PcoLihxkQRjViKciJ5+u5q6T1EEcT9i4VsiQrkjvxJpxUkTHssEhSnBJSJkysOi7JKrhzxhzG8snx17kpQZFG7GG/ULt5RiBd7dEtFPV6+qp4gsxigz5JIiPTjK9+FgenFAZoBionRjiVvLO6sRNSIitfZv7s6nWmlKmLtok1oVuM8sGMT47pmAkFOAiHKZiY7AwD9OUjsrfOj0J3NUU58tYNBgybiZBSELhA+dgvl8IyLKI9YUA4/FbMgG2GtJBAYR4VO1iERETDRX22NBHcuI5G7hRNSozWhN5Ldh8351z1GmSt1JvmezX3pcj0hEhLJAtHWIHcUGdOo1TfsM1y7aLtYD+aTIEhxrAQ7CiQiXIQoMac5ZT3lG3hOlCou+TrPhmtn3XlHYEPYQABs0biY9STTgEhGkwzxgdyjzELIsKsIN7JexjYDjHHMcr0bFuslzeWUHuET0ce7m6q3Aukbe0Be0eclqveV8wOMzZ+FG8+cHC6uimV3gEhH98dqn9XV9aP/B41oPskBDRiTrtCAJ4L+eKWVGToydNyZqRITph0VE9tOUQHZABiFWjgvWfZhobMOGiEglvNZZzCT74Qvv10q2GPj029U1uyAIrBE1E2GTPDFU2Zr9VCNmEkQionylO4eIaIsMOLSbX9+VT5/P7hHWgEBaiYiMmy44ToI7Bm84EUF8ZIBFeNryzyeKmz/Ks2fOX6/XeFyPcCKCZPDv//OJEko61p+PixPXLkLQYtLMVWpJY+3GGuFE5IJxRmp71lGBWuAi3DkOibIWQNrnWMMlonCw7vLCB8kzGAMEJe6it0RJzG5wiYj1Ilylbv9UrDtArTmbgO5LsbSxtjMrInVG4BIR4+aTPC3U2nHxbdF2auVZVG4w2Lz8UW31ysQKUSMiSOLJHFW1o1LyXSMobnuypGoZLti+ivaB7xkiYm0F36wFRPTqJ/VUY7QIJyKIxloyFuT+Z7KgiXGe7KfupIFsLBEBNk3sEY102LjFms4Za4aOTSsRkRrcReKpc+pqq9di5HVEVKpaH11MPynXkCTQLeELiR5JcImI8UA70k+sA1kSAqtES2XNbdmqJOu7TdfJqg2yAy/WcIkIJQhCtWA9gjXK1esDu87c8cD65F3PllG3cazhEtEGZ0cpc4bdjAhqzrm7TZmLCD3INLvBJSK2nqv1nBiwnukDlF27Bs6ayp9EeWY8Zie4RARqNR2m288tebKzmZTtVRoO1r+RuVjavYfM0b9jhagREWBdBvdc1YZDkvkaERhLVm5X4YGLrao0ghX+mLwsCuJbhsAySkT/86/c6k+3wgjrivWZhm1G6zG+EWAjgSVJvjf5/b35Q0TEgHK1H3a9/eqOPOaEDEQ2WPzvv/KaOYuSBl0kImI7K5sbAM9kkfP39xbQXXEQEVpu5z4z9PzYKcuVmEg9EHxlBWsD3M8jMlwiqtVsuK4n4oItU6OvWsDlavUzBw6ekAn5s25WgXjYzcn6IsK9ZeeJOlljDZeIEObMAb5hYav5bWLd8c0KmjY7PbEeGrYebWo2GaruXHZFxVJ7tXCJCEUSIc33Kqw1/O6e/OpRQID/8/FiutMPdzQEhfcjO7mzLFwiYjfmc+9W180j7XpMVguCtbrFywNekgJSHzwoVsBnF4QTEUTDssVXcoxvoti4cI/01frNgW+FGkt/YUC4u5pjgagSET5rtP/fyiBkUfI7sUhYQMZFwmYAhHPPgbNVIGONFCrfXddlWNy01kZGiQif+rPv1tDvmNj/z8LvM3KN3d6LWxDiYB2HjRE8k00Qlog++L6pdgjnWJMi0ysCDrCZ4B+PFdN1rPxlu+q27EhE9P53Tc1Dr1TQelH33wvRsEDI/dm88PibVVT4tOk2WX3/RSv1NL8V4saKLFWtt374iwUFaXlEBjuDWgmZ4KKaOGOVbpl3C8Lcun7Z7t9r8BzVvotU7KFWU3ZZVGa8t+g0QbVrtppDkHlLd9adnz0GztINFwALuUu/6XoOFwvfRsVqQTkceDJQsiCiNVIfXFe5S3ZSLXyLs4sM6wEFIY+cqyP9s2P39TseswP41oxPT6wyizsURRYSgnBRMjmFMkvfuWvd2QW8O3Vw19h3izJDn1CPGo2Hmu3Bz0rwACEX6cNYI6pEBGBkXAps5aTirIWwhfl4MLQNDYXbBO2I7dPte05NtoNm++4E07zT+GShcKbOWWt6DZqTbHG2S98ZoY0RWBdsTTyYkGiadxynAp5nkqXVAs2MxE65indUbQGLacK0lfqFN8IAoujUe5opXrmXutj4MhkCsuD68rX6m4p1Biq5ISjQUlkbYzNE134z9GtzCLR6oyG6LsREdd95++7D0i5DzQA5DhgI7MirLoODnTeQ+KIft4Ymgkd0QHvGQ5um9p7xUAfeLuX3T/lcdkeg7YN/xDGyc/tHnYhcxKoDU3tkWt4nJu+cfceIh4eHR6YiU4nIw8PDw8PjRkgXEbEwh3/RF1/Cy45dCRGPx1PZEeFYPBb6Ip7rciuMpfDCulik4/FW+OA/M5AuIiKqwcSZq3zx5bpCaJBIx+Op8J1RpOPxVibNWq0l0rl4KKz9Rjoez2X6vHURj8dbcb/LiybSRUQeHh4eHh7RhiciDw8PD4+YwhORh4eHh0dM4YnIw8PDwyOm8ETk4eHh4RFTZAoREZaEWFgUN7IAH7gSK4wYbPEWxoYwPUR7IHQJ2TOzW4wpDw8Pj3hF1ImIcDcEPyReHIVwPRYIc+Kpke102NjFwaPZH8eOnzH5y3TVGHm8O+kucnzZIFk8PA8PDw+PjCHqRESCN1LOkmuHyMikU7BWUbwS0cgJyzSKNlljSTtAYFLqQODWeI2f5eHh4ZFdEHUiGjlxmQppQpE/9EpFDZ1OWmyQEhER/JO0DO26TzbVGg0xXfpO1+ymZN5cv3mfadl5gob5r918uFn449ZQfhayqQ4YMV9DmBNtlhwbLeTaA4cT9TyAKEiE1nfoXFO9yVBNzU1aB0sge+UcuUeI5N2222RNwxCOeUs3m0kzVgX/MmbH7gTNIks4e9JEeHh4eHhkHFElIkLs5yvTRXMSEXKf0PuQDgIeRCIiQqoTfZqUCaRE+MtDRcyv78prGrQaJYSxW3PI4BLDzcfxP9xX0EwIhjgnHwj3+qZIO01Bbl1n5HaxSfJ4D3Kl/M8deZQ4sGzI9soaz8JlW8y9z5fVtBV3iBXHv/y9+QYuN6KF/8+/8ugzT2WDvDAeHh4e8YyoElHCsVOa7Y9cRCS8I80C7jkSe0FSkYiIZHYQF/mBRoxfqhkoSenA+SUrtmtCrYXLtmqcIxKDYYmQ64d0E5aIcJXNnLfOzFuyWXMfcexHsbAIR0EOIe5Pwi5ywJCqgRwjZCp87t0amlOIdA2JJ8+a7v1n6vvyzJSAJdWh5xR9xiuf1A0e9cjO0JQforxQSLOBpR2P2LbzcKgesxdu0Gyn8QLmzXyZn/b9bf6xeAbJGW19CHGVXXJdpRcJoljbepAPzs37llWIKhFRCQQ0SfBI3gV5kMb5n08U13TB4USEd4xEWgh/XGzhYOMD98EVBmGRERIievfrQN54S0Qk27Pg2RzDEhoxYamuVX1duK3cK/kgWbd5n2aRvFPeb8CIBWbImEX6L5lY73+pfMh154JDkCPWGZYVHeeR/VGv1Ujz4ge1tBSt1EOTEsYjSPJn64Hrmxxa8QLc6blkbtr3b9xuTPBM/GLAyPmh+pCV9tyF+MysjHJu60EGXQg2qxE1IiK5HJlNIQEEeY6cDc3rn9c3f3qwsBJN9wGzriMiNDrSd0MIkbIdwtQIDtx1uNfIoor77J2vGqswsURESmKLguW76bFxU5abNl0n6f9rNxsePJuEqbPXmF+LNfTbu/MrWd79bJlQIVNrOBHxNxbXHU+VEgsrv1pVHh4eHh43j6gREdrZo69VUlIhRfezpO6W8sirFZUMSNHN7jlLRINHL1Th/o1YK1g5vUXbc2X/z0JsNZoM02vL1uqn3+7gVmEdKJyIyPhq4RIR3yuxlvNF/tbJ3Bjce9X63UpqD79ayezae1S3aNsCAbrAMiNFMxsv/vhAId0QgWvQw8PDw+PmETUiwv+L5fNVobbBIwHs3nfM3P5kCXPnM6XUVfdVwbZKFKzzbNiyz4wYv0TXcLBKcD2sWLvT9B4y14ycsFRz9HNtpz7TzOEjp0y1xkP0GWklIsiLNSLcc1UaDDY/rt6hlhDWzLnzl8xLYopybZGK3c2KNTvN+s37zaCRCzRluAt28f2vEBrPzl2ik77bKCk8w3/Y6uHh4XFziAoRYdlUrj9IrY+BIxYEjwZw+cpV86VYJL+6I48ZPGqh6TN0bmh3G5sPLokgr9V0mPn7Y8VU0HMc4mjdZaKu87AzjfWYB/9dQX2Y7K6zRIRfNjUiAhNnrDIPyW/ZlMBxyttfNdLdeqs37FbrjffmOB+qsruuUr1B+luAlVa6ep/Qb93ypwcLmUMJJ4NXenh4eHhkBFEhItxUrPFMnL7KJJ68/ruaDVv2m7FCDEQiwM1FmJ8ufWeECIRdTOyiGTR6oWnTbbJcu0KT8LHuhKXFd0R9h80zu/YeMZNmrtZddCx+4qrjvqdOJ2UNXLlutx5zCYLdc3xn1LrrJNN/+HyzTSwzuwakyf7kvTnXSp7Dbwnl42Lthj16PLzwOwjNw8PDwyPjiAoReXh4eHh4ZBSeiDw8PDw8Yop0EdHJU+fM1DlrffHlujJj3rqIx+OpEDIq0vF4K9SDDywjnYuHMn1u/I+l8DJz/vqIx+OtHExICp8WTaSLiEjvsHn7QV98SVa2SOGr/0jn4qlQj0jH462QqmTLjsjn4qFslfePdDyeC+vSkY7HW7Gh06KNdBGRh4eHh4dHtOGJyMPDw8MjpvBE5OHh4eERU3gi8vDw8PCIKTwReXh4eHjEFFEjIqIrsKuCCAvhhYgIYNi4JRoRm4gJWQWiNhDmfM/+Y8EjKSPx1DkzZfYaDR+UEmbMXWcKV+yR4dwj5GkqXrVXsojhHunHkWOnNHCtmzvl5OnzOt5mL9igY9HNO3T23CXNS0T7ZycQaYT32r0vKTMwc2n77gSzedtBjQBCWH6yHLuFzMVZFdWDDMprN+1N/g7S9ry7xR55f+YZySaJVuKCuI5kYCaiCrvHsgtOnjqfvE7BcvT4ac36HH6cNmfenz57wayWPnPP0VexCITM+2zcuj/Zu+j7yPgn+szWnYeSn5N+O3UmKZkn82jxj1s1Sk0sw5VFjYguXrxsPsnTQnP1EBfOLTWaDNVriAP33Ls1o5ZAavX6PWb/wRPBvyLjwKET5rYnSmgqCBvWJyWQk4jgpsvX7AweuR6d+07XCNwZFQKkLf/H48U1+rhHxsAW0s/ztdKMu7MWrNdjbPl9++tGmsLjqbeqmXueK2Pa9Ziik5GQTXlLdzZ/fbiIBtbNLkBw9Ro8W+MpFijbRY/xvihspD156cPaGjW+Yr0BoXwxlIdfrWgeebWS5unKChw5etrc/2I588w71c3z79cMlUNHAoKLXGJE3n/9s3rm+ffknJRNWwNZjvcdPK7BiR9/o7LW56FXKpqOYUGFYwW+7XHblfoR87Jb/1maLNOtK0GZqQOKzAz5HX+TWNOeJ+dZLAIgJwqZkpvKrcfdz5eRvqivyT8//L6Z9o1bFztnqD9/kyXhufdqqGymbrFA1IiIb4wIQvpRrmaqwbkFDQNEk4iwqj74rqkGUk0NTOylYn2Ep3aIhFMi4BYs3ayBWlOCJ6LYAuHdotN4VXAQ4ERTB5NmrDItO01QxYPxVrfFSM0WvEs0dSK9v/9tE/NPUUg695mu12cHkCySgLwPv1JB06GAKbNWaz6v92VsP/paZZ0rWBiHEhK1EDexQLlu5tVP6mZZJk0i3//90WJm7cY95sDhxFDB4uQdaFdiNfJ/0qh8mqelCmb0voLlupqXPqqtFh8WK8oeyiqaeqwBcdh2pZAhmndbsHSLWtC2nuOnrjD3vFBGo/ZjHeI1QeBvkzrYa7AsbqToZgZIaYP1ZuvAO0H4xSv3VEsUQkJRsO9Jod4Q6styXYmqvaR/T+o9KjcYpFmnI8ULzWxEnYi+KdIueOR6hBMRQmXZyu2mQt0Bak3xr5tCmI5dv2mfqd9ypPlWhEnRSj3NOBkUMD2pGYh+TX6jCnUGqMmJ9lWj8VA1k8lF1KHnVM3wWqf5CA2eakFDd+s3w+Qv21UzurbqMlGjRqBVV5R3sEFU6bDuA2eZ74q1V2E2atIy1eYsEf3001UNflpAJtt73zQxect00S/a7XikfgvF5C1Vo49q8I3bjdV0E56IMo5Fy7eax16vrJOLFB+WiC5dvpJMwcENBFHhQqnReIjZu/+Y/i67EBFC4rO8LU0lsXYKV+weIiLSooyZ/KOOM0tELlDsqDepUrIKloisQumCVCtEx8c7YUH2VYQh8/fe58uatt0nB88E+gkloovMv+wEFNv8Mn/Jm4Yss8Bl9aRY2NTJKp8Q0auf1tM+zG4gwsntT5U0P67aESKiyaLchGPdpr3mtieK63yywHWH94h/sxpRJyLyEaEpuQXWBuFERKrtu58rrb+ho98TrZVEemiKgAa8R8zMlz6sowSRp1Qnzfq6YfN+U6RiD50Ar35aV4lg0fJtKuRx15DJ9T7RhosJcaGF3f5kydBkOJZ4xrzxRQNz1zOlNd9R2Zp91ZWDQKMTSQWxV6wWULxKLyWdQvLeuBfR7F75pE6IiNYJad4r78d96glZ4oKgIy2ZQkqkSSf9bq1mw7We//64jmat9USUfqDF0cYQOuuOLhGFo3OfaXK+rFoQ9BVjLrsQEfOhXY/JOp5OnDyr48cSEe+KAMfyDicijjduO8Y8LeM1PEJ8ZsISUQ9Ryhq1GWP6D58npBR4Pu/EuP6yQGszb8kmjUj/yGuVNKcX53Ajku7FAiWQOVJdFMbsBNbp7hAB7qb/X7Zyh7okUSJRUu0aEET0+JtVNIMA/TF26nJzMZV15azCxUs/qZsOxZlxY4mINDvNO47X9yUnHGBdCSLCk2Axe+FG84f7CmqGg6xG1IkIIrDZWW3p3Dsw+V0iYkBiBhYs103XlwDuM/IDIfTJ+IpWxQC3g54JTDZV/Oa7RDP819OlkrnmLBFxX6wiOgKrxiUisr7iSli5bpdOFICmxzNcIlonltiv78qrAs0OQNw+D79SMUREvC+WmL3Pjl0JmuSPCYslBrG+LYITMgS8S5X6gzSXkSei9AEXa90WI9QCpj33HjiWIhGxdoJfnBxZKEIgOxERGucDL5Uz85cGrHSXiCwiERHWB/Vq2y3JwsgKHD9xVucpc6hNt0m6lvJWzoYh1yDubJJfPvFGFV07+fdHdUzCsYD11EIE4D8fL256DpqtilnuEh01Hxl9k13A/C0jCikKoxvChph3Jav11r5h7bGX1IH+WLximylRtbeOJcbkPWL1la8zIFlfxQJLRBm/Tfph9sIN+jebrkgI2qT9WLWwP/qhuXlCCJR0PMjr74p1MC+8V9OMmLBUk33Sp8i8cUKsWY2oE9EL79cyfYbMTVYQ+sAlIhrjLw8XNgXKdtWJZQsdjo+ZycriMrvUIiE1IuKZFhCGS0QvfVhLJ74lFxcuETFxfndvfiUPC35Rv9WoEBEB6k3HN20/zrwm5jrJ/Vp1mSAkdVpdcH2HJnehQJB/uK+AJ6J0AsUAYYebltxSvYfMUc26fquROpYssIDYtPCOjMXDzrpgdiEilChccswVEj9SFyx4LHsWj60wi0REHXtNMw+9UkEVoqwEc4W1EQvmM2N4msxNNiygELAxBKJkXuYs2Fo1c3D5yk+mi7Q567kfiRLRbcBM9Xq47rpYY9uOw7o5JKX1ZnYHshTARgZcoz9Jn1gvD+jWf6bKhONZaKWGg3dkqYE2vhJc44Zg7f8B44Y5gEcBoICj9LOswJpe+55TzD+kjstW7dDzWYmoE1Fa14ggDbKm4pMtKsTgltZdJ5m5izdqNlZLYuFIjYjc9aBwIrpbNDZ20EWCS0StOk/UTgkHA9ISEVvC0dDZeVK5/kAzdvJydSVCREzKP4jmxxqSi8BmhWKeiNIJkit+lKu5+ZiSu7lqb7+7J78uGkNKgKClOb5sqBl4sZxdZBciYtyUrtE3VA8KQhCSLVCmS0jxCSciXHF4F+oJ8cYavAvrs+zuY3xj4Zx31ksgWDRrV4mj3riv2L7NvMa9lV1Qu+lwVaBT29q/Yu0ulS2RPrvAKv/tPfmyXEFwwfb6258qoRsrUgJeGta2XGsUskJ2Q1i4XFkqCZ87WYGYEdH2XQlqRnYQFo4EBA8CG20jEiwRuanJLRGxwGgRTkQIKXYkRdoZ5xLRyIlLNYW4/QYKsKCJBWeJqHazEaoNQjoAdyJ1gogY1Pe9VE4tKBdovaQj90SUPjBh0K6xKCgINHbFTZi2UscT3688LkTDdlXW6OgLCi49kF2ICLDJxdaDUrhCd/OVWBCu9hpORGQWZku69fFnJbD4J81cpd/PnJHSQMY065wQP1mWfysKwXAhJSwn3EFFK/dQcuVvvmdhDvF/5snXhdoqodKX2QEohg++XF7XT1yw2WmBjCnkGi7Iao2GqGIK2fQbNk8/8YBo+fbmm8Lt1OWFoI8FGONla/ZTjwzva4Gi3H3ALF12oF+GjlmkVt2wcYv1PHXAKrp67Zp6oOiXUtX6hOZMViLqRPT+903VVeIW+zFpyep9dICiVZwVDQq/M5Nr2NjFauLjVhkjVsXEGavU1MxdqpNuBmCQM4hZMGRC4sc9Jg3IQmKxyr2UwTmWFiKiE3C5sYC3Y/cRHVijJ/2ou0hcIuJ+aKmfiMbKVlM6jG9QcLcFiOiKblBggZOJxnNwLVrX3DXp3PK1+4UWQDHbqfdrn9Uzv7krnyeim0T4GlEpGVusvSEsICgK6zB2m3B2IqJwRFojwvK2RMRYZJNO+dr9Q+uRWQk8DGw6eOCl8lruEq2ZXW+4p1iDg5jYqcV3NbQx19hF/0GjFuqcf1IENd4CNuuwMSC7oHXXifrOB8M+5sQ1zxh65JWKQlQVdO2rhwh1lNFOvadrXdh6jwUBCbHQH4OuUezYk2DufEaU8pFJSjmAZFlnZ+ci74osqlR/oBBmwHotW6ufylC+j7pT6pe7RKdMyzd0I0SdiFish3Xd8kX+VnoNgp6FvftFQLAzDnLBwmAx885nSquFQ+ePmrhMr2fPe74yXbQBaWiIAf/6ydPnVMPCv4lbgOOQiTWf+VLYAo0TImKXEsC/CynxDkwe+0y+/MZagYjoQDBT3pdByPsxmT4Ukq3ZbFjIImK9By2c9+Nf3pWOZXADNjOwo4htxDoZc1TVb2Bue9Jv375ZIKDZkn0hqIWi9bFJwS3480P+cin0q7sYnV3Au4d/58Z78r4IN+qKMsdnC7EA5MdcZEv8wmVbRXlL1PlnwfoRSuLkmavNPCEtdtlZXBKrgfU9dsASmcBu3Mku4PsZhG84wSMnUHBnzluvcmHv/uNKvPYclinHV6zdqZs5YkVCgDbmXZFJLngn3g0FeI4QJQqzGw2Dvli2artuyti683AyayqrETUioiMZgDRIeOGDKWDNc1wnEATgX7TbRWIGY9Fg6tqdToDGJXrC4uXbdMshH51acI5j7JnnAzTcbUxYt0N4L2vhWPAeDEC+fVi+eodaYxzD1ObDO+sOAVhC7ApaKabrGTHREQY8g/sy9vCX88EsWh679LDq3GchKKnvwqVbtO4MBN4nO36D4OHh4RELRI2IPDw8PDw8MgJPRB4eHh4eMUW6iAg/ds+Bs3zxJXkZNMv0HTY38rk4KgQgjXQ83gqbauK5LnwHGOl4PBe2Rkc6Hm9l287M2bWZLiJiWx+73XzxxS2sd1EinYuncivUgRLv/XGr9INbbpU6sVEjM5AuIvLw8PDw8Ig2PBF5eHh4eMQUnog8PDw8PGIKT0QeHh4eHjGFJyIPDw8Pj5jCE5GHh4eHR0zhicjDw8PDI6bwROTh4eHhEVN4IvLw8PDwiCk8EXl4eHh4xBRKRB4eHh4eHrHDf/3X/wdIS/7IlU0jeQAAAABJRU5ErkJggg==" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Emisiones de Alcance 1</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las emisiones de Alcance 1 incluyen las fugas de refrigerante, el uso de combustibles fósiles estacionarios y la gasolina utilizada para los vehículos utilitarios propiedad de la empresa, que son los que tienen mayor potencial de transformación e impacto positivo en nuestras operaciones. Nuestra estrategia de reducción se centra en dos esfuerzos clave:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Transición a refrigerantes con menor impacto ambiental.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Reducción o sustitución de combustibles por fuentes de energía renovables.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">1. Refrigerantes</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; vertical-align:super">6</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para entregar de forma segura alimentos congelados a millones de clientes que confían en la frescura y disponibilidad de nuestros productos, los sistemas de refrigeración y aire acondicionado de nuestras unidades utilizan refrigerantes. Para mitigar su impacto medioambiental, estamos eliminando gradualmente las opciones con alto Potencial de Calentamiento Global (GWP, por sus siglas en inglés) como el R-404 y pasando a alternativas con menor GWP, como el R-448A y el R-449A, en unidades nuevas y remodeladas. Estos sistemas tienen el potencial de reducir las emisiones de gases de efecto invernadero (GEI) hasta en un 68% en comparación con los sistemas convencionales. También estamos probando nuevas tecnologías como A2L y CO₂. Estas tienen el potencial de reducir las emisiones en un 97% y un 100%, respectivamente, en comparación con los gases convencionales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En México, a lo largo de 2025, intensificamos nuestros esfuerzos para reducir las fugas de refrigerante mediante un programa de mantenimiento preventivo riguroso y la sustitución oportuna de piezas y materiales. También llevamos a cabo campañas de concientización para garantizar que los asociados manejen los equipos de manera adecuada. En Centroamérica, mejoramos nuestro proceso de detección de fugas mediante el mantenimiento, lo que nos permitió responder de manera más rápida y eficaz a las fugas de refrigerante en nuestros sistemas de refrigeración y aire acondicionado. Se dio prioridad a las tiendas con las tasas de fuga más altas para realizar inversiones y tomar medidas correctivas. Como resultado, logramos una reducción del 12.7% en las emisiones fugitivas de la refrigeración en comparación con 2024.</span>
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<span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">6</span><span style="font-family:'Times New Roman'; font-size:12pt"> En 2025, las emisiones fugitivas de </span><span style="font-family:'Times New Roman'; font-size:12pt">refrigeración</span><span style="font-family:'Times New Roman'; font-size:12pt"> se calcularon utilizando los factores de </span><span style="font-family:'Times New Roman'; font-size:12pt">emisión</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">más</span><span style="font-family:'Times New Roman'; font-size:12pt"> recientes, basados en los PCA proporcionados en el Sexto Informe de </span><span style="font-family:'Times New Roman'; font-size:12pt">Evaluación</span><span style="font-family:'Times New Roman'; font-size:12pt"> (IE6) actualizado del IPCC. Este cambio se </span><span style="font-family:'Times New Roman'; font-size:12pt">aplico</span><span style="font-family:'Times New Roman'; font-size:12pt">́ retrospectivamente a </span><span style="font-family:'Times New Roman'; font-size:12pt">años</span><span style="font-family:'Times New Roman'; font-size:12pt"> anteriores.</span>
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" 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</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">2. Combustibles</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Utilizamos diferentes fuentes de combustible como parte de nuestras operaciones. El diésel se utiliza en nuestras plantas de energía de emergencia durante los cortes de suministro y para sus servicios de mantenimiento mensual. El gas propano licuado y el gas natural se utilizan en operaciones de las tiendas, como las zonas de asadores y panaderías, mientras que la gasolina alimenta los vehículos utilitarios propiedad de la empresa.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, estos combustibles contribuyeron con el 16% de nuestras emisiones totales de Alcance 1. Aunque su impacto es limitado, seguimos reforzando nuestra capacidad de adaptación y la transición hacia un suministro diversificado de fuentes de energía limpias y confiables.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Emisiones de Alcance 2</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Para seguir avanzando en nuestros esfuerzos por reducir las emisiones de Alcance 2, nos centramos en aumentar la proporción de energía renovable que adquirimos, al tiempo que implementamos iniciativas de eficiencia energética en todas nuestras operaciones. Esto es fundamental para reducir nuestra dependencia de la electricidad no renovable.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 31.45pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Energía renovable</span>
</li>
</ol>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Alcanzar nuestros objetivos en materia de energías renovables depende en gran medida de garantizar un suministro y una capacidad suficientes. Por lo tanto, estamos implementando una serie de estrategias, entre las que se incluyen:</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Generación de energía renovable in situ: </span><span style="font-family:'Times New Roman'; font-size:12pt">en 2025, instalamos paneles solares en 126 tiendas en México, alcanzando una capacidad instalada total de 62 </span><span style="font-family:'Times New Roman'; font-size:12pt">MWp</span><span style="font-family:'Times New Roman'; font-size:12pt"> en 431 instalaciones. Estos paneles generaron 40.6 GWh, lo que equivale al 1.6% de nuestro suministro total de electricidad.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En Centroamérica, también continuamos instalando paneles solares en nuestras tiendas y centros de distribución, añadiendo 41 nuevos emplazamientos en 2025 y alcanzando un total de 177 ubicaciones en toda la región. Nuestros sistemas de energía solar generaron 27.9 GWh durante el año, lo que equivale al 7.2% de nuestro suministro total de electricidad.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Abastecimiento de energía renovable de fuentes externas: </span><span style="font-family:'Times New Roman'; font-size:12pt">llevamos mucho tiempo abasteciéndonos de energía renovable de seis parques eólicos y dos centrales hidroeléctricas en México a través de nuestros </span><span style="font-family:'Times New Roman'; font-size:12pt">PPAs</span><span style="font-family:'Times New Roman'; font-size:12pt">. La expiración de uno de esos contratos en 2025, así como la expiración gradual de los restantes hasta 2036, tendrán un impacto en nuestro suministro de electricidad renovable. Sin embargo, estamos explorando estrategias para aumentar el consumo de energía renovable, de conformidad con las leyes y reglamentos aplicables.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 31.45pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Eficiencia energética</span>
</li>
</ol>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La eficiencia energética sigue siendo una prioridad, ya que nuestras necesidades energéticas aumentan debido a la apertura de tiendas, la automatización y la electrificación. Diseñamos y remodelamos instalaciones con sistemas eficientes de iluminación, HVAC (calefacción, ventilación y aire acondicionado) y refrigeración. En México, contamos con 270 sistemas de </span><span style="font-family:'Times New Roman'; font-size:12pt">submedición</span><span style="font-family:'Times New Roman'; font-size:12pt"> de energía en tiempo real, lo que nos permite tomar decisiones basadas en datos y mejorar las operaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro sistema de automatización y control en tienda conecta los sistemas de climatización, iluminación, refrigeración y otros equipos críticos en una solución integrada e inteligente que ajusta su funcionamiento según las necesidades de cada tienda, manteniendo altos niveles de eficiencia. Este servicio de monitoreo realiza ajustes </span><span style="font-family:'Times New Roman'; font-size:12pt">detallados en tiempo real para reducir aún más el consumo de energía, proporciona asistencia técnica continua y ofrece información valiosa para las rutinas de mantenimiento preventivo. Además, hemos instalado iluminación LED en todas las tiendas, nuevas y remodeladas logrando reducciones de energía de entre el 30% y el 50%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En Costa Rica y Guatemala, todas las vitrinas refrigeradas abiertas se equiparon con sistemas </span><span style="font-family:'Times New Roman'; font-size:12pt">Aerofoil</span><span style="font-family:'Times New Roman'; font-size:12pt">. Estos perfiles aerodinámicos permitieron un ahorro anual de electricidad al mejorar el flujo de aire y reducir la pérdida de aire frío, lo que se tradujo en una mayor estabilidad de la temperatura, manteniendo los productos frescos y reduciendo el desgaste de los equipos. Continuamos con la implantación de este sistema en Honduras, El Salvador y Nicaragua.</span>
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" 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" 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</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">*Al final del periodo del informe, 36 de los 41 sitios reportados en </span><span style="font-family:'Times New Roman'; font-size:12pt">centroamérica</span><span style="font-family:'Times New Roman'; font-size:12pt"> se encuentran actualmente generando energía</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Emisiones de Alcance 3</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Las emisiones de Alcance 3 representan las emisiones indirectas de gases de efecto invernadero que se producen fuera de nuestras operaciones directas, a lo largo de la cadena de valor. Para un minorista, estas incluyen actividades previas, como la extracción de materias primas, la producción de los proveedores y el transporte, así como actividades posteriores, como el uso de los productos y el tratamiento al final de su vida útil.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Para reducir las emisiones de Alcance 3 es necesario transformar los sistemas energéticos, de materiales, de transporte y alimentarios mediante esfuerzos coordinados entre los sectores público y privado, así como la sociedad civil, con el fin de impulsar un cambio sistémico y minimizar los impactos climáticos. Estimar estas emisiones es complicado debido al amplio Alcance y la complejidad de las cadenas de suministro, que abarcan decenas de miles de proveedores y cientos de miles de productos.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Estimamos y contribuimos a nuestras emisiones de Alcance 3 a través de dos enfoques complementarios, la huella de Alcance 3 y el Proyecto </span><span style="font-family:'Times New Roman'; font-size:12pt">Gigatón</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Huella de Alcance 3</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En el sector minorista, las emisiones de Alcance 3 se deben en gran medida a la adquisición de productos para la venta, al uso que los clientes hacen de estos productos a lo largo de su ciclo de vida y a su eliminación al final de su vida útil, así como a los bienes de capital. Sin embargo, estas categorías no se han incluido en los cálculos de emisiones de este año. Reconocemos su relevancia y estamos trabajando activamente para incorporarlas en futuros ciclos de reporte.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Actualmente, nuestro inventario de Alcance 3 abarca las emisiones asociadas con las flotas de transporte subcontratadas que dan soporte a nuestras operaciones logísticas, incluidos los viajes de negocios. También incluye las emisiones generadas por los desplazamientos de nuestros empleados al trabajo en todos los medios de transporte.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Transporte</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Seguimos comprometidos con el avance de la movilidad sustentable en todas nuestras operaciones, ya sea mediante la electrificación de nuestra flota o la adopción de combustibles con menores emisiones en las flotas de terceros que prestan servicio a nuestra red. Cada año, adquirimos un mayor conocimiento de las áreas y actividades en las que podemos reforzar nuestro enfoque, lo que ha guiado el desarrollo de las siguientes líneas de acción clave:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Promover una flotilla más sustentable suministrada por proveedores. </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Diversificar nuestras opciones de transporte de larga distancia.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ajustar la eficiencia de las rutas de distribución.</span>
</li>
</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En México y Centroamérica, seguimos implementando programas de optimización de rutas y cargas, como </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">backhaul</span><span style="font-family:'Times New Roman'; font-size:12pt"> y logística inversa. Esto ayuda a reducir los viajes en vacío tanto en nuestra flota, como en las de nuestros proveedores. Gracias a estas iniciativas, en 2025 transportamos 1,600 millones de cajas con nuestro programa de optimización de la carga de camiones.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">También seguimos confiando en el transporte ferroviario intermodal entre nuestros centros de distribución. Esta alternativa emite menos gases de efecto invernadero, ayuda a reducir la contaminación urbana y alivia la congestión del tráfico, al tiempo que mejora la eficiencia del combustible.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Seguiremos fortaleciendo las alianzas estratégicas con los grupos de interés clave, incluidos los gobiernos locales y nacionales, así como nuestros proveedores, para promover iniciativas de movilidad sustentable y reducir aún más nuestra huella de carbono.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt">*La distancia recorrida evitada se calcula mediante la </span><span style="font-family:'Times New Roman'; font-size:12pt">optimización</span><span style="font-family:'Times New Roman'; font-size:12pt"> de las rutas de retorno mediante </span><span style="font-family:'Times New Roman'; font-size:12pt">logística</span><span style="font-family:'Times New Roman'; font-size:12pt"> inversa y sistemas de transporte de retorno. Al utilizar los viajes de retorno para transportar subproductos o materiales, se evitan viajes adicionales que, de otro modo, </span><span style="font-family:'Times New Roman'; font-size:12pt">habrían</span><span style="font-family:'Times New Roman'; font-size:12pt"> requerido un recorrido de </span><span style="font-family:'Times New Roman'; font-size:12pt">recolección</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">específico</span><span style="font-family:'Times New Roman'; font-size:12pt"> desde la tienda hasta el centro de </span><span style="font-family:'Times New Roman'; font-size:12pt">distribución</span><span style="font-family:'Times New Roman'; font-size:12pt"> o punto de </span><span style="font-family:'Times New Roman'; font-size:12pt">consolidación</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Proyecto </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gigatón</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Aunque las emisiones asociadas con la producción y el uso de productos están fuera de nuestro control directo, hemos involucrado a nuestros proveedores en esfuerzos para reducir las emisiones y mejorar la resiliencia de nuestras cadenas de valor de productos a través del Proyecto </span><span style="font-family:'Times New Roman'; font-size:12pt">Gigatón</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2016, Walmart Inc. lanzó el Proyecto </span><span style="font-family:'Times New Roman'; font-size:12pt">Gigatón</span><span style="font-family:'Times New Roman'; font-size:12pt">, estableciendo un ambicioso objetivo global para reducir, evitar o capturar más de mil millones de toneladas métricas de emisiones en las cadenas de valor globales para 2030. Aunque se ha cumplido el objetivo original, seguimos colaborando con los proveedores en el marco del Proyecto </span><span style="font-family:'Times New Roman'; font-size:12pt">Gigatón</span><span style="font-family:'Times New Roman'; font-size:12pt"> para acelerar la reducción de emisiones en beneficio de los clientes, los proveedores, los productores y las comunidades.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Este año seguimos ampliando la participación de los 1,039 proveedores en México y Centroamérica.</span>
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v8tPHvVLZoQxh1J0/4KeOZMJpOpOFHU09SHZ5vKWWBYF5PJFFwGWSaTyWQymUxVIIMsk8lkMplMpiqQQZbJZDKZTCZTFcggy2QymUwmk6kKZJBlMplMJpPJVAUyyDKZTCaTyWSqAhlkmUwmk8lkMlWBDLJMJpPJZDKZqkAGWSaTyWQymUxVIIMsk8lkMplMpiqQQZbJZDKZTCZTFcggy2QymUwmk6kKZJBlMplMJpPJVAUyyDKZTCaTyWSqAhlkmUwmk8lkMlWBDLJMJpPJZDKZqkAGWSaTyWQymUxVIIMsk8lkMplMpiqQQZbJZDKZTCZTFahckJWdUyAp6fkhk1Iz8iW/wJ+5Cio9K1+2Hk6T8UsTZeTCa5YsFZumrkqSYxGZkldZPz6TyWQy3ZMqE2Sdic6ShoNi5LF6kfJArQi5P0TSX2tHyKvNLsiEZYmS5QDwdrXjWLo83zBK3mkTLV0nxkmf6fGWLBWb2o6+Kk83OC9fdrskl+Nz/L8ik8lkMpluVqmQtflgmvz+03PyX++cDen0WeeLkp6Z78912bXreIY8XDdSNrr7NL+EqazKyS2QYfOvybM/nJdryXn+tSaTyWQy3VCJkHUtJU8erB0RFGpCMeFlKI8ycwrk5aZRsnZvqn+NyVR2FTgq7zT+qnQcd9W/xmQyme5dRV/NkQNnMm5Jh89lSloQJ8f1jHiJTjp7S7qYFC5ZuRn+vW6oIDte8lPCgqSTIrkp/r1uKDkrXyKv5wZNaUFat7LyCiQxMy9oynbbqkIlQtasddeDwkyoJpoQ6TdWVu07maHNjRSWJtPtiObCv30TEdTAmEwm072ifacy5LcfF9+q9UH7i5ITACpXks9Lz7V1pPPKT4OmsTvaS27+je4WBZkXJWPP+5Kx47WgKfPA1yL52f69Ra45m9t2a7I0XH89aOq8I0Uycm/kB4hafz5dVoSnBU0botIVwipbJUJWJ1dDD/YwQzlB2mXVbPdFtBh+xb9kMt2eHv46Qi7F5fqXQkcJaVck7MpeOXxxq6UamvgNeMrNdbX1nFt/pzlufXqGKwiybtjOjMxsXX+3qMDVlFNSb/WMINazvbJ0+UqixFxN8i+Vrhz3zHmegcrLy5e09Cz/kk/5+fly5MR5/1Loib7PwcpcL/36o3M6IM3TwehNQeHKS91X15LrGQn+vd0zid8SFK5upNcdiF3y7y1yIj43KFwFpospN37D1zLzgsJVYGKfylaJkNVmVGzQhxnKKeLyzT/mkjR99XVpOybWv2Qy3Z4e+zZSomNDpwN8YkaczNo/UAZvaiyzDwySRUdHW6qhKTz+mP4mAIPn3usuHfvM1eVA9R2+VJ59t5u8W3ugvPRhT4m+nCCDRq+QNZuO+PcIfZ2PjpN6zcf5l27WF9+PkNi46/6limvMlHUydtp6/1LpWrJ6v4yctNa/5NP2Paek+8CF/iWf0jOy5Yk3OzvYCs2mldIg61fVAlkX/XsbZBWbGKHYfPgV+dm7wbdXNBlkmapboQRZ9IEYsrmJbDm3SLLzMv1rTTVd3QctlB4uNe883b/mhrr0ny/zl+3Wzz2HLJIxU9fL3kPnJPJCnBb4C1fudesXy4lT0brP8rUHZf+RCOk5eJFs3XVS16WmZcq46RtkoIOzuPhkyc3LlylztihIbPHvgydt7tJdku/3Km3eGSZxCcn6+crVJBk4arn0G7FMLlyKV8/T2k1HpYe7xt6D53SfZWsOyKHj52XnvjMyZ8kuycv3FegAy7nIK7JywyFdTriWIqMmr5Oh41fJVZeXZWsPqCcJz9H4GRtl8NiVEu2ugbhPng3rPU8e+ZyxYLs+l03bT+g6juW5jJi0RgaMXKaQxfUXLN+jkEq+Nrp9z7p8HDwWqcdcuBgvuw+c1bwdPOpsxKUEzSvP80x4jOzYe1r327zjhPQaulh27T9bCFmJSWkyfMIahTPvGW3cdly6DVwgsxbu0DxWtwyybk/VDllLtqVoh/pff1g1IxYNskzVrVCBrIKCfJmxv59sC1/iX1MJKshzxm+zZJ1oI5l7P3bpQ0t3UcqLXaVfI9CzbsvRYiGrcfvJMmnWZnnry35y3MFU1wELZKmDmj4OINr2mK1w8MQbneVaUqp6xBq0nuig4rg88EIbuZaYKh/UHSRT526VJav3yRuf95VZi3ZIk45TZc/BszJ59mb/lUQ++XaYAkdWdo48/36Pwma0z74bLotW7pMN245pPqfO26qeKSDlxQ97yNmIKwogn9Qf6s55Tv8ecjAD6Lz4YU+X5wvydq3+2jT4+BudFJKWrtmvx7/ySW/1ZOGpA6aAscde7yRRDoKeeLOT7HZ5nD5/m3rw0GkHQKOnrJNtu0/JX55rrff85Q8jpL+Dq9WbjshfX2irkDVswmr5utlY2br7pLxfZ5DUaTxa5jr46ztiqZ5n9cbD0rbnbJnnALbPsCV6X794uLGeZ5XLQ/PO0/QZvvRRTz1HU/e8/vZqB0nLyJIXPujhwHePnu/Jt7pI+PlY3W/f4XCZ4O4hKTldr1GdMsi6PVUrZL3QKEoysx2lG2SZ7iGFCmTR/2bQpoaSk1f2d6BE5edI9umeknW0seQl7JCC7AQpyEmqlJTvUl62papOBQEdi0uCLAr8mQu3y+cNRqi3yYOsx17vKI3aTXagNctBVif1Ir3goAfvDPrUQRPeoJ/+9Qdp4/Zhv/sdmPhApqN06D3HwdCNfkaAB/BFUyTbPHG9d74aIANGLVdP1Ht1BsrXTcfo+YCsBSv2yFNvd5Go6DjdHw9S+16z9dzfONABkICsLbvCNL+BArJOnr2kkOL1zerYe65671j3bcvx6h2inxQC3AA0nskvHm6kMPdkQDMe3jogi/wCamjnvtO3QBYgVRSyvCbNLTvD9Pytus2U9Vt9Tbp4r3hmh49HSe3Go3Qdqu3Oyz5PvtVZ7w3P3J1oUjTIuj1VK2TN3ehrFzfIMt1LChXIOnZ5p8w9NMS/VHHlnB8r2Se7ONiqvGZHjN7cUxnSf2+q9NxlqarTnpgb9rAkyPKaC2keo1D3IAuPCp4jmt1IdJx/7bM+2ryHPm8wXA4ejVCPz0UHOuwTn5CszVl4uNZuPiK/f7J5IRSwHk8T3q4zETG6DgE4kReualMe1+e8y9cdLLxuZmaOvOiACABDeHLw+rTuPlOBzYMsgA/wC+znDmSdO39FvVdeM9t3LScokGVl5TioOS8f1xsqC1fs1W3zHcA1dDCTnJohbzuQOhp2QR59rWOh162dgzsg66N6Q+TYyQu6DvABsoA/mvTQiIlrb4EsoBF5kMWzB8xQhLv/R17pIKccEHIvCCh868v+CrXp7vp4svDc4aGrbhlk3Z6qDbKe/Pa8hlc4fj7TIMt0TylUIOtA9EZZeix459/yqiDrimTu+1QKciunwzBl3lr37nfaniJrIrPk/PVcuZKWb6mKU+CQdA+yVm08rIW+Jwr61z7tIw1aT1CPzRoHRh5kATBPv9NVYeGz74Y54Ll+C2SdCb8svYYsVjBgv/otxmmfqe9aTZD2vefouQPVleu5cwSqRZfp6gkDVGhOAybIC+u+ajhKPVGBkIXwYAFw9JfyIAuI+qrRKD0GUFq7+ahCFvmmTxpgRL7oDJ9wLVU9ZtwrMEkzJqLp7nUHgT0HL5bfPt5MTrv7A/6AnRZdZmhzKZBFU99Tb3eVdu6eP/x6sOadZs0Hnm+jIPbyx71KhazwqFj1XnGfND0CoNxDo/aTpTb34VKTDlMcZMVqE2m3gQvlGfd90NG/urUnLEN+60AqWLlLeq9t9E0hHC5fj5Qea2oHBSzS6O3tJDcgJENBRrRk7C4phEMdV+G7MSIzISNf2mwpPoRDp+3Jkh4Q0ol3oaQQDmzLCgj5UFmqNsiatjpJwyv0nBpnkGW6p3QvQlbe1bWSfaa3f6ni2huTLT13pahhrG4RaPB4fJbsuZwpuy7VrBSTeiNkA54YvEtACX89JV5Pk/MX4iTqYpwkp/j6+iS5dYR1QAmJKXLkRFRh2AL6N3lNa3Ryz8nJU4/LxZhrctTth5cJz1WEA4ijYVG3hCrA0+N5jTyRNzrWA2yEMkDX3Xm4Lh4yzg/YeZ3d0XWX15hYX57oc+aNICRvXBtPGZ9jr/ryyznoVE+nc8+jFe+gDU9WTGyiLnvCq8Y58KJ594c3iXU8Iy9cxGV33InTF2W/g0IgC9HBnXyzD/25uH/uhXtMdMuITvbed0AzofecvHx4zw8I854H908He/J8pxTp3uM9Yem3JGJoBXqxPCWmX5Woa6duSRcST0tGTpp/rxsqyHL3m3w0SDomBTm3VviSMvPlXGJu0JSSfSswZTrQwlsVLGVWAWChaoGsx+pHarBG5gVsN+aqQZbpntK9CFm50TMlJ2qKf6liogZJYMCoap5+iEr10bgs2XwhQ8KTciQu3RnTjJqVqiqKdUWEV6coeN3tAqwmzNzoXzKZbqhaIGviiiS56sjy95+EG2SZ7jndm5A1Q3IuTPUvVUxn3btPH6zq1jEHWPuvZEruHegkbDKZTKjKIeuRryMlOT1f5xVk2SDLdK/JIKtk0fl66onqHXJ+PStfNkWlh6Qn506I5jE6rVuyZKniiSj+NCGXRVUOWaMXX5O4pDy574twXb6bIIt2cdzagamsD7asyszKln2HwrVzpenulEFWydrl3snpYcGnPKkqnb6WrcnkEyPkdu0/Y8mSpUpIjO4MnIaqJFUpZDFhM53hBs5OKFx3N0EWnRf/5+++KUz/90/fasfJyhRTNPzk/u81+rHp7hSQdToqSy7H51ZainEp/nqe5JbDE2OQdUMHY933EdDp22Qyme6EqhSyhsxNUKB64KuIwnV3E2QxpPe//ehzue/ZVjp1AkOLibdCMDriotCBs1PfeTpyhHgrY6dt0GBx85bu1tEsRDpmKgaG60K+xKBp1mmaTqtA0D3Wj3PHMK0DI0aGjl8tP7SZpKNvrsSVfQJS050VkNV1Upw88k1EpSUmnb6vVri83CRKZqy9LgGDqoqVQdYNHbiSddPIOpPJZLoTqjLIut8VEAnJeTJs/rWb1gNZ6Vn50nNKvHSbGFdserx+5E3HlTVVBWT96L4GGteFOCzb956Wf/jpl/Ivv6wtP/pLA90OMNVvMV7+0a0n4N3f/fgLmb1op9z3TCv551/Uln/7VV2NdfKvv6wj//sP9eUPTzbX44j2SywY1hN47z//WF+Bjm2ffTvcnwtTqKuqmguZ442h0R+0j5YGA2IkKyDmSzAZZN2QQZbJZAoFVRlk9Z8ZL6mZ+Td5sUhfdrskCdfz5JoDsGAp1R9Hp/VtXru6IItgdQS6Y3vLrjMcPNWTf3FARVA7IIu5vYAs9sUzhReMfQlGx4SgRSHr5JlLOpnqG5/3020Pv9zenwtTqKuq+2RluErJF+69GeoqLCXJIOuGDLJMJlMoqEog60+fh8vVpFwZtzR4GP6fvevSe8HTWHcMHrA/fOrrKF/eVBWQ9cirHXTqA5oBd+zzQVathiN10lQPsn7+YCNd37zLdOkyYL5OOApk/ei+7yQlLVOOhEXJP/5XLfnd4800AnFRyALEWNfVHQukPfRSO38uTKGu6uj4Hu5+14zUJd5ccTLIuiGDLJPJFAqqEsgiqjsd3v9Wr3xNfg/VjZTktHzpN+NGR/nypqqALC/9/U++0Nnlg0EWk6v+r9/XU0AijZmyXiHrx39poKMSGak4bPxqnQqCiU85Ds+VB1kjJq7R8/74/u+1idEg6+5RdUAWeqdNtDC1RXEyyLohgyyTyRQKqnTI+t0n4RKTkCtTViUF3V5SGr7gmnqxGJUYbHtZUmVCFvEwmNIhMDHVxMXL13RKhKxs33amkUBxCck6QSkzwzOFAtMgXL6SqGEfUtMy5ZePNJG/vthW/u3XdbVp0Zt49VLMNe0of/xktI5e5BhvighT6Ku6IKten8uyenfxQT0Nsm7IIMtkMoWCKh2yOo2/KhlZBfLEt+eDbi8u/fmLcElOy5Mh827fi0WqTMiqTOXm5cmgMSvl66ZjpVW3GbJ7f/XPom6qGlUXZNXve1lW7TLIKosMskwmUyioUiHrF++dlTPR2UK8zszsgmLTkfBM+eX7N4dwGDTHF+7hr0U6ypc3hSpkme5dGWSVLIMsk8lUU1Xpnqyvul+S9mOuFpuWbEu5JU7WfV/6OsqPWnRzuIfbSQZZpuqWQVbJMsgymUw1VVXS8b2kFCwYaZ9p8Tpq6sHaFfNikSobstLTs7Q/FR3Xq0v0Bdt/JMK/dO/q1NnLkphU+RMH813xndF/LpgYiMD2nJw83YfPXmIdx0dfTpCY2ET/ESXLIKtkGWSZTKaaqjsOWX/8LFxir+XKhOXBwz2UN1UmZGVl58gfn2opH34zRJ59r5v0GrLYv6VqlZCYIs+/392/FLri+WzcfsK/VH4R/X7Tjts/PpiApDqNR8v/+HVdefiV9lIUjTfvCJN//83Xun3CjI3yt1c76GcvDR67Utf9959/pYMTGA2aX0q4dYOskmWQZTKZaqruOGR1nRgnaRn5tx3hvWiqbMgiAjtitCBhFeKvJcuMBds1fMPh4+flYsw1nXKHKXGYGmfH3tNy+pxvsmdGG67dfETPM94V6F0HLJCzETG6jVGEvYculmETVktaeqbCwMr1h6Rzv3mybsvRQsg6F3lF4W7k5LWSkpqhs3/PXbpLVm88rFP86HmGLZEhDg7wylxLStUI9JyHuRc9LV1zQA4cjZQ1m46op2zCjE3Spf98nZiaiS45J8FVO/aZK3sO+jrlM3P/rIU7pOvABbL7wBldx1RAeNnmL98j0+Ztk8ff6KTPAy8QeWzbc7Y+G0Rssa27T+o5t/nXXY5NlD7Dl8joKeukYbvJClmMvlyyer/mh3uvyCTcZ8JjNNQGITL+9HTLmyArzT2fv77QVv7pZ7V0O1MeDRm3Str3miN/ea61rhs0ZoU8+2436dx3ngaYJRwH32NJMsgqWQZZJpOppuqOQtbvPj6n4R6mri5/uIfiUlVAFuEVIqOuagFNU9NPHvheGrWfLHsPhctTb3WRNQ6k5izeKS9+2FPWbDyi0d7RyIlrdP7C71pNkFGT1iloACXxrtB++u2usmXXSRnlwKRpx6mycsMheevLfrL34DldZnoeCvfHXu+o3hfO8+5XA+V6SrrG4yJy/Kmzl/T6bGcOxIbtJknr7rMU6AgPwVQ9nt6tPVDeqzNQtjno+aHtJBnu8rZj7yl54o3O2iz284cayfAJa3T7I6+0l/DzsdKh9xwFH6Dr5Y976ezjxAR7+p2ussxB25zFu+SNz/s6eIuQfYfDFarY54Hn2yg4PvhiOwdds/ScPLvE62l63wDdCpe3nz3YUCFrzNR18r17Zpzjo2+GyKKVe/25Lr/IN+CEt6ooZPV0sMpE3z+0mahAxVyTiHz95C/f65RHhN3Iy89Xb+KP3Tr25zsvSQZZJcsgy2Qy1VTdUcjqMO6qZGTny5PflS/cQ0mpsiEL+Hjzi37y6bfDZN3WY7qewjvVFbwAAtDh6YO6g+XE6Yvy6GsdJel6urz6SR/t20OU9xZdpuu+9z/XWqPB/+XZ1rrc0AEPAANYbdkVpucBevCmEGG+z/Clug4BcUDE/Q5ich344TUDAjlPi87T9Ri8S8+/30Mnrj4XeePe3nWAdej4efeF58jvn2hemJ8HHPzsd3AD/HkeJDxhU+ds0UCpXr+m5WsPqMeHYxas2KPrDhyJ1MCqiPNOcccAn7/6WxOFFZ6DF++LZ0gMMUDSU4PWE/QZvvRRT4UaRB6/ajhKP9+OuIf4hJRbICs5JUP+w6178YOe8kn9oQpZdZuMUYAaOWmtLvMdIGKXvfhBD/nHn9bSbaXJIKtkGWSZTKaaqjsGWfd9ES7nY3JkzobrQfe73VRVzYWBevCldjp5L56sL38YqevwfjBvYYyDCwBm4OgV8nG9IZKdnSsPvthWIi9c1QCmJLxMwIa3fD05XZvU5i/brec6fipannyrs6zeeESadJyi62i6e/yNznLpyjX1JCGABE9SwrWUwvPgdbsaf13mLtmp8Obp/bqDNA/0WSL/EVGxhdfHYwaQeB4bpvtZvGqfPPdedw2MisZP3yiDRq9UyNq4/biuIyI+/Z/Q0HGrpPfQJe7HlK2wB2TRj408IeZ9PBZ2QZ56p4s+K/R+nUEKWfzlnhHNmc06VaxwD4Ssg8ci9dprNh6W//PHb+U/fveNRtQHquiDFemewx+ebKHR9gFYoPA3jzXV7W992V9mLtiuzaklySCrZBlkmUymmqo7BlkELc3OLZBnvq88LxapOiCLvllAFkBTr/k4qeVAC1DwOsbjGfrXX9WRhX6PD02JgAcdvd+uNcABU77UbzFOIYx+Sd0HLVQAomkQb0rtxqMUpACrj9w+eIvwBI2esl77Pj3jhyxGwXF9ztPInYc+X72GLpbv20zU9QCRJw+yEP2pOAf5eeerAQpZeMe+bjZGvm05QT1L9EGjCfP597u7802SVz7trTAXCFkACU2DfYcvkUUr98l7tQeqtwtPGZD1XBHIIrI9x3/4zWD5zl3n0Vc7KmTRx4v75VkAdpEX4vSY21UgZNGESR8t5ob05E3WTXMh3sK/+/Hn8ul3w3QbTbBsC0ylRd83yCpZBlkmk6mm6o5AFvMaXozLkYVbk4PuU5FUmZBF6xkFdlHRwd0ToBV9ieH+SYXNbcAPBTOQ5OlaUpp2iPeggxFrTM+D94SmNkSTFh238ZzgYUKcI+piXGFBzzUS/NuQnsfBi3ce9j8fHaeeqsDr0++IvHpK9OeHKYHoLI8XDoCjo32g54Zmz3B3Li+PdL7HO+eJ/mXAE/miEz755Hzki3vwngnXw4NFIm9427hf71ycl3soLuxCeeQ9f+Bx94Gz8qP7Gtw0CACPHRDItbgunz0vHs2wLAcmzleSDLJKlkGWyWSqqbojkIWycwrklaZRQfepSKpMyKopAjboLH4vCtADlKpSBlklyyDLZDLVVN0xyFq+IyXo9oomgyxTdcsgq2QZZJlMppqqaoestqOvSl5+gbzW/ELQ7RVNBlmm6pZBVskyyDKZTDVV1Q5Zj3wdKU2GXJGfvRt8e0WTQZapumWQVbIMskwmU01VtUNWVSeDLFN1yyCrZBlkmUymmqoSIavD2KtBQSaU04VyFHYz112XliMNskwV0yPfRMqlOIOs4mSQZTKZaqpKhKxJKytn0ubqSn/8PFwys0uezDdQO46ly9utfUEwTabbUfz1XHmoboQkp98Il1FVMsgquwyyTCZTKKhEyIq9lit/cuASDGhCMTFNT3mUnpmvwVB3n6jeAsB0b4joWQNmJUizYVd8K6pYBllll0GWyWQKBZUIWWjhlmT51QfngkJNKKVXm13QSPLl1erdqfLEt5FyPCLTv8ZkKl3EWJ27MVkepakwvnoKc4Ossssgy2QyhYJKhSyEp+fjjhfld5+EFmz9/D3faMXuU+IkOe32m2uWbE/R83zXP0bGLU2UKauSLFkqNg2bd03ebRMtrza/IKeiKh6hvqwyyCq7DLJMJlMoqEyQhZhZJDktX64l54VUysguecqTsirBnWvuxuvSdVKctB931ZKloIkm6d7T42XDgTTJrKTfXlllkFV2GWSZTKZQUJkhy2Qy3VkZZJVdBlkmkykUZJBlMt0lMsgquwyyTCZTKMggy2S6S2SQVXYZZJlMplCQQZbJdJfIIKvsMsgymUyhIIMsk+kukUFW2WWQZTKZQkEGWSbTXSKDrLLLIMtkMoWCDLJMprtEBllll0GWyWQKBRlkmUx3iQyyyi6DLJPJFAoyyDKZ7hJ96yBrpUFWmWSQZTKZQkEGWX4VFBRIbMoFOXZ5pxy6uMWSpWJT2JW9kpQR7//lVJ/ajIqVqauT/Eu3yiDrhgyyTCZTKKhMkJWceU3WnJwho7e3lcGbGsmgEElDNjeRaft6y/GYXZJfcPtzF8amRMvE3V1l2JbmMv/QMFl8dIwlS8WmWQcGysCNDWXhkZGSnp3i/xVVvRZvS5Evul6S/Hz/iiIyyLohgyyTyRQKKhWyLiWFy4ANDaTzyk9DOH0mCw6PlLz88hvVuJSLMsgVmPsvbJDc/Bz/WpOpZGXkpMnKE1Nk7I72kp2b6V9btWKuxOcaRilsBZNB1g0ZZJlMplBQiZBF4TFkc+MgUBOaaXvEMn/Oy6b8gnyZtLubApbJVF7RxLzoyGhZd3qWf03V60RkljxaL1IGzUmQ+Os3e28Nsm7IIMtkqlw5cyd7T2bIom3Jt6SlO1LkyrWi71uBXEw6J8cu77gl0fp0PUiXi/zU05IXt+HWFL9JCjIv+/e6oYspebL/So7sK5JYF5t2q8s/JTtfLqfkBk1sqwqVCFlH3cMIBjOhmgZtaih5+WVvNqSZcOjmphVqajTVbCWkXZHBmxpLTl6Wf03V60JsjjQefEUe+TpSnm14Xl5sEqXp8/7z5dtxAwuXK5LGjR0uk8YPDbqtvOmDATHy5eSrQbdVVRq89pp8Nzwm6LaalBa7AtBkqgxtOpgmv3j/rPzXO8HTi42jJDvXkZhfUddOSddVXwQtq0lDtzSV7AC7mZ92TjJ2viUZO14LmjL3fiKSd6OydiUtT5pvSpaG668HTa23JDtwupGfDJe3NZHpsiI8LWhiG/tUtkqErDUnpwd9OKGcUjIT/bkvXdD03IND/Esm0+1pwMbvXa0swb9UfUpKzZMz0dly6nyWpuWH18rUXaMLlyuSYo5NkZijE4NuK29aeDRdRuxNDbqtqtLmiAzZH5kRdFuNSVFZkhykNh9qSk2rnub2YMI7g0faVLomLEsMClde+tVH5yQl/cbv7WD0pqBltJe6r651k93Mi98SFK5upNelIPOif2+RE/G5QeEqMOHp8nQtMy8oXAUm9qlslQhZK45PCvpwQjklpsf6c1+6Dl/cKouOjPIvmUy3JzxZielX/Ut3TuVtLiwoyJekjDiJST4vl69H3pSiz4yUC6eH3bL+dtKac2dkwqGTQbdVVdoQcVqOXjkbdFtNSvQdRMdOXpAPvx4sL33YU3oOWaTrArXvcLi88klv+eibIVKr4Ug5fe6yhEdekUbtJvv3qDo99nonycjM9i9VnnoMWig7952RlJQMuXI1+Kjc5WsPSuvu1dfcfzfLIOv2ZJBlkGWqoO42yCpw/52+elDG7uygo3QZNTxmR7ub0uhN37pU/5b1t5MGbmorvda3CbqtqtKgzW1l+Nbg22pSOnZ5l37n2/eckuhLCZLsgONvr3aQCxdv7g+zbstR+aHtJPUqzVmyS75uOkbS0rMUvlBiUpqs3nREws5cVO9PlDs+Nu66bNh2XI6ciNJ9EOtXrD8oMbG+FoXYuCQHMgdkvztPfsCw2GuJqXq+89Fx8uhrHRWysnNyZfve07Jt90nJyb25sIu6GCdrNh/RfOfnF8ihY+dl8ap9cumK7zrHwi7ItaRUWbnhkERE+coAwDL+WoqMnLRWOvaZ66511RV22bJx+wlZvfGw3t+yNQekVbeZur+pZBlk3Z4MsgyyTBXU3QZZOyKWy9AtzeSMA63i+jBax/d7U7kOXoCsy3448QRkff79CAWmzv3mSf+RyyT8fKx8+M1guRqfLM+/393Byhp568v+um/7XrPlxQ96yKAxK+Shl9rJUQc5OxwgvfZpHxk9dZ089XYXhZ3n3usmY6eul6YdpyqAIQDr8Tc6ST93jYYO7H78lwaSnpEldZuMkU7u2s27TJe2PW54l4ApPHCDx66U1j1myoGjEdKkwxQZNn61PPJKBz32sdc7Sv3m42T4hNV6fweOREizTtNkrQOz9+sMko/rDVUgHDV5rfQdvlRadp0h9VuON8gqhwyybk8GWQZZpgrqboKsC9dOy+DNjZ1xKzmYankhqyA7XnIvzZXsUz0kK6zDTenqwXYSubftLeurMsUdaifJR9sH3VaTUl7CTv835NPwiWukXotbfyOAE3DSzsHT+3UHycSZmwoha/yMjdqMOHn2ZunQe440aDVRIYv1aOCoFTJzwXap3Wi0Hs9+H7r92c45R7hrAmFe36cFy/dI1wHz9XNmVo788akW6iH7y7OtZZI7luP+/ExL3Y5e+qiXRF/2FcZeH6rjp6JlmAOqH9/fQJsCgawLl3y/6ZXrD0nzztMUsrbuOimDx6yUafO26rbs7FzZvOOEA6sZ8vjrnQyyyiGDrNuTQZZBlqmCupsga/aBgbpfaSoPZOXFbZLMfV9I9rmhzlBulrykvS7tK0zHw3fK2iPbblpX1elUxA6Ji9kddFtNSgXZvkKMJrbRU9crQKWk3upVBLKadPR93zQN/vXFtnImIkYhC0hq3H6KNjmSzoTHKGSt3nhE98ejNH3eNvn022EybvqGwv2An0tXrsn0+dvkmXe6ysbtx3X/2Yt3Su+hi/VzTk6e3OfgCg8a3i3v2D0HzipQoafdsTRNelq6Zr/UbjxKQeuFD3oUQlaMv98V9wJgBULW1Lk+yGrm4GvAqOVy+Ph5ef79HgZZ5dDE5SVD1q8/vhmyDl3cHLSM9lL31V9JcsY1/95A1tYgYBWYgKxL/r1FwhJKh6xLqTegKbEmQVa/Dd/JgA3fB91W0WSQZapu3S2QRZgJ3ru07NKH9ZcVsvIS90rm/q8kP/Wsf82tsubCOy+a2n7+UEMFpgkzNzkgSZQ2PWapJwkBJniM8CLVaz5Ok+fJopkPj9T46Rt1++LV+xWy1my6GbJWbTwsz73fXWYv2qnNjVt2hUmb7rNkqdsfuFu/9ZjuDxRxvqlzt0iHPnO1uZC+YO98NUCbKuc4CAOEPJHft2v1l1mLdsjA0Stkypwt0shB37ylu+Un939fCFnft56o13767S7adOlBFsd9Un+o7D10Tr74foQe32vIYu1wv2VnmDz1dle5cOmGR8UUXMcjM+W+L8ODAhbpmz6XJc/BvKf4tBjpt/67oOU0aereXjd1VyjIuuoqa58HgStfyjraxO10451Ozs6XLjtSgsIVqc/uVMnKu5GfHJe3zReKD+GwxW3LDsh/ZalaIavrqs9lxYlJOuIlMydd1p6aWWIcjdtJBlmm6tbdAlm8c73Xfa1BeEtTmSCrIE8yD37jQGuff0VwlReyMJ4rwjOl/95U6bQ95bZSmy3J0n5bctBtNSntds8eeR3FSUtW7ZfE62naRwkPF7oaf923zQHR7gNnte8WHcP3Hjyn2wEZ4IemvqTkNAk7fbHQuwSMeR3pT569JNPmblUAoyP7/iMR2ny4bc8p97u7UYDR/Id36YQ7D6CTl5fvCqJsWbXhsHq+zkVe8e/pax7E88R6vFfkDW8W12D0IKAIZNGJfsaC7do0ibyO7+SDe8NbluCWZ8zfLgePRWon+7z8fFm+7qBcirnhUTEVr9SMfIlJyL0lxSbmSm4A0HgioDnT8hVNhFoK2h80P1MKsuOCJPf7CgAsTznOlCVl5UtikcS63CBmjp97Zm5B0FQFfKWqNsjqtvpLhRpGNhHAMS7V5/Y7HrNbeqz5Kugxt5MMskzVrZoKWfmppyTrcAOFrZJUHsgKd8YaOJh7KkPCk3Il3hn1hNtImy9kysmEnKDbalLKDlLw3Ysi7AQwZTKFmqoFsrqs+lwOXdyi5wy7skd6ra0rPdfUVsjx1gFhwY4tbzLIMlW3aipk5cVtlOwzvf1LxauskAUUdHSAdTy+4nOI3m5zIUgCmNDMcC+kqqqdm0ymsqlaIIvz4ME6EbNHRxR462kq9IFWgaw/PfumY243GWSZqls1FrKurpXsswP8S8WrrJA152SGLAuvnOjf5YUsmgvC4rNlU1S6bLyHUnSyD1gPHo3U/kmWLFmqeKL5u6wBdKscsvpvaCDp2SlyzcEPBr7odjxasckXtFMugRGLbi9vupshi0on/Q3on2C6e2SQVbLKAlmOcbSZkObBylB5ICs5K1+BBMhKzaYvR4HkufzcC8n9M5lMd1CVBll919fXyZZ7r/vmpvVbzy1WL9acg4NvWh+YGGVA58a9UWtvWg+AEdOHiZ8D15eUKhOymFqCESikdVuOyeKV+/RzYKfMQEVFx8kpd8ztiojMf/+TL+TVT0pvgjGFjgyySlZZIIsmOiZ0raw+RGWFLN+Iowy5bCMRTSZTFahSIIv+VHGpDN/MlazcdLmSHCXbI5bL6O3tNNhYfNplt0/xowhpNrx8PUJSs5JkxNaWsu7ULLmQeFoyclJdrTLHnTNDAS7YsUVTZUIWLvb/9qPPNRHpmMjFfGaUyvGT0TJ59haZtXCHxMUn60icJ9/sIg+93E5H2Ozef1a2Mj1ETq5OE8GIHSCMET0XLyfIrv1nJDb+usxdsksmztqkI2KKQlZcQrIOSV64cq87f6bGnOF4L3EeYtYwmodgezZC5s7IIKtklQWy6D90JyDr/PUc3ddkMpmqQpUCWYM3NdL9L10Pl7Are3WIJmICWrT7/OqgxwWmTWd8EYABNQRgnY07rHOsofmHhwc9rmiqCsgiqvA//6K2tOgyXZe37j4l//dP38rf/dgHYA++2FYD+fGZ9F2rCfLHp1rK//3zdzo0+kf3NZD7n2+jsV/YToTjPz3dUj79bpgucx7Oz5BkD7KY9uJXf2si//LL2vJPP6ulcWYmzNxYeA0SMW9++Ujjwnz89rGmCnum6pVBVskKZcjaF5NZrr5bJpPJVB5VCmRN3tPDt/8J3/6MJhy/s7Mcu7xT8gryJCcvW1aemCxdVn52y7EkmgsBM5oVz187qVGpvdGGY3e01/UbTs+95bhgqSogi6ki/vG/asn/u+87Xd5z8JxOOtpr6GL5n7+rp+sIdPcvDpSITszcXCVB1h8cZBGsb/HqfTJk7EqdIJX1Q8evLoSsUZPX6brXP+uj0Zf/7sdf6KSrS9wx//aruvJff/1BY8aMmbZe+o1YKj994AfdP/LCnS/sa5pCBbL2XVgvy45P8C/dKoOsW7X9YobG1DGZTKaqUKVA1iwHRWjB4ZG3bJu0u6vEp17SPlfbw5dqQNLA7QsOD1cIy8xJk4Xu+KLBSYdtaeYKhTw9NnB9cakqIGvK3C3ymoMdPpPmLt0t//6br+XZd7vJ7x5vputoIvzXX9XRPlvXk9PVU8U++w6F6/pAyKKZkQ7uT7/dVf7zj/XlvToDdT2Rk4GsJ97oJH2GLdF1D77YTqd9+LrZWA2e9+P7v5f/5cBu0/YTGgDwP/9QXz1pD7/cXvcvrr+YqeoUKpC1+uR02Ra+xL90qwyybhWQdd0gy2QyVZEqBbJm7Our+y85NjbodjrFRyaEqUcqMFTDlN09tM9VUnqcjNzW+qZjvDRyWyttdtxydlHQ7UVTVUEWkZD5TGJqib//8Rfym0ebyn/89htdR/Tj3z/RXD/TXPh2rQH6+X/8uq7888+/ugmymLsrKztHfusA7d9/+7U287F+2tyt8ouHGulnpsH4r782VOjCE/bLR5roVBBs8xLX+YeffKnTZdB8yTqDrOpXKEAWlZQhm5tof8jiZJB1qwyyTCZTVapSIGuUAyS0+ezCoNtJBCCNST6vfa4m7+6u61admKqhHUZsbXXL/l6avq+Pnnv58YlBtxdNlQlZeKSWrz2oU0AwdQNzc7F8PSVd5/qi0zod2FmHZ4r5r5gX69CxSImJTdImRTxZzNnF1BFMP8G+dGBHTMA6wQHb/sPhup5j6BzPPGAXL1/TZsc5S3bKiIlrZfOOMAUo9vMSy8TrmDF/m05/wTrrk1X9utOQhSd47sGhsvTYeP+a4GI6K0b/GmTdkEGWyWSqSlUKZPVcW0fnKKKjerDtXmLkICMFqW3T56rLqs+kx5raQff10sYz8zQvE3Z1Drq9aKpMyDKZyiIgKzYlWpIy4qo1MTXVkUvbtN/ivENDHaCUHMiTEcB4u/AolyaDLJPJZKq4KgWySOHxx7Q5ot/6b4Nu99KWc4v03BQKwbYHJvpvXUo6p6EdejmQC7ZP0WSQZapuAVn0hyLMSHUmKi2zDwySk1f2lQmc1p2aKavCpviXSpZBlslkqslignFvUvXARNehi+UIl1RpkLXoyGg9Zo0rbIJt91L/Dd+p1wsoC7Y9MOG9osP8/gsbgm4PlgyyTNUtIItmb0bSVmcqS7Ofp1Ox+zWfxK0riwyyTCZTTdWhY+fln39e+6Y+0IHp139rIskpJds0T5UGWTT70YSB16nP+npB9/HSqdgD2mxYkteLUYYRCce1Dxc19mD7BEuVDVlAHqk6lZ9fIEnX0/1L965SUjMlJzfPv1T14ntkyqKi32defr4+c0/ed+6l0gS8xKdedr/96yGVUjKTJDrprIZPYcqqqGun/DkuXQZZ95b4GZflN13W3zwqad/A98lTUnJ60PWB4l2kL2xlievl5JTdxuSX8d7LotS0TMnOLv03aAo9zVm8MyhceYnYlRFRZWONSoMs0oLDI/SlOx6z65ZQDYFp9clpen6vA3ywtObkDG0C2XN+TdDtxaXKhKzsnFx5/fO+Ggj0g68Hq6uwOpSQmCLPv9/dvxS6AliYeuh21azTNNm044R/qWp16Ph5eeGDHvKzBxvKSx/1VFcwE3w27jBFw3AQi2z2oh2ScC1F/vZqB3nkFV/6pP7QUueSBLJWhU3V6Z9CKzXS/lrEmAO6yiODrHtLC1fs1VAx79YeKE+/1VXj9wVTncajpXmX6f6lWwU4EDoGMVMFA3OKKvJCnNRvcesgjHe+GiDno+P8S8HFrBXY3MrS2k1HpYl7x8sivBetu8/0L1VcnfrOk2VrD/iXTHeTQhayAKujl3e4IwtkW/hSDUoabD8v5APRqYNtn3dwiHqwYlMu6KjEYPsUlyoTsgiz8OdnWunIQqa8+ctzrXVk4f7DEWoMGAGYlpGlkdq37Drp9s/VEYRMh4MY6XfyzCWtTRHAdMmq/YW1NKbJWbnhkB6Xm+eraZ2NiJFFK/dK2JmLhZDF9VauPyQ79p0unDya0Yt8wVwn1V1j1YbDOvqQbdScGM3Iebx8IKACw3rqrC9m2d5D4QqNSdfT1JvEOcn7guV7NOgpYj+mEKIN2lvHiMYrV5PkaFiU5gnDue9wuOZtx97TanR5VogQGNGX4vWcF9xflO6e1+pNh2WnO7Zpx6mFkAWskZ/SjPDtiPsAsP71l3U0aj+BZQnyOnC0L6TGG86oE9eMeGaM1mTdI6+0l4/rDdH9S6t9a3NhWqyGIwm1VJynoTQZZN1b4v3k3evSf7606zk76G/68pVrGvuPykViUpquw6Zgu5avOyjxrgIybvoGrZgwRyv2guDHjI72fmfYMEZJM40YupaUKkvX7Ff740FWlIO0eUt367vm5ePE6Yv6/h8Lu1AIWdgv1h10tonT0zyzbM0BtYeBo6ixx9gnbAz2b+P2E7J64xG124GQRV4ZEY7d8vKLfVrqzok9wxZiBxEhecg3y+wLXGKXsXWAU6aroGG3iV0YaPO4JiPPmUqtQ+85ui/PgPtY4Z4hZQTPlHufv2x34XGeeH7YW/6iywSg5rm450c+8Aby7PccPCsr3HOgjDJVvkIWskiMNKRZgh/EwehN0mPNV7fsM2FnZz0/nYUD1zPaEI8AhcP1zAQZtqX5TdvLkiobsu57tpXvs3t5Hnqpnb6Iv3i4kXq3AATmNOw7Yqm07TFLvmo0So0HLxdiXsOBo1dodPcGrSfqNDivfNLbvYjZ7rh+GuH9h7aTNH7WwaMR8sQbndWIffH9CHnizc7qaXnewdaQsavUUAAlvOxEd//w68Fy+MR5efOLfrq9YbtJ0s9dp+/wpVob4zxjp23QfKB3XS325Y97yfT522TwmJXybcvxGmKCdRhPvDnNO0+T4RPWyMMvt3MGLkUmzNwkn303XM/z1Ftd3It/RVp2naF5I88DR62Qx17rKLMW7VCj0b7XbBk9ZZ1GsOfZPfJqB6nbZLSeE+8QRv7jekPdfnM0Wj5xxniGQCL3Qfyx597rXmigK1Pft5mokMUz/CcHWU06TNXaNi/M2s1HtPbOZ74T/tb6YaSG48CzVZqArFAIRlqZMsiquAAbCt07mTyY4E/3gQsVdJJTg38X2APmZ23TfZbaMY5t2on3ZJx7h1erPfjc2aaPvhkiG1xFbrizZxNnbZZXnA0BngAmgjYfcLaM6/C+P/NOV7V/rbvN1CnA2O+7VuNl0uzNui/vPoGVgTts1keuYgNkXYlL0nV4y7C1gFVtZ1+JHzhozApd9oTtYp/NzpbUaz5Oug5Y4NJ8Z3MnFEIW98J9cN2XPuqlILZz3xl56u0uOrtGo/aTtVLI8VSgn3b2box7Fp83GK73fsRB2C8fbizdBy1U29mxz1zZvtvZPGfrsXnYQWxe7cajtWLGLBx/eLK5QhbHcK4GrSboZzzmBJee7PLSb8Qy/134vI2UD6OnrNcyBHuLPfSeC8+fyin323PIYn0efZy9N1W+QhqySHifTl3Zr+egr8rsg4NumiB60u5uum3liSm6zHQ743Z2lIgEn1fjakq0jp7y9i9PqmzI+oV7sWgyookJI4QIIkoMKzw3QJKnNz7vpxNHAxkA0nt1BsnZyCs6VyGAxcsItGHAgA6WeRmfccYEI7R642E9DzWup93Lv9TVaDr3883piIgQj5Hi+tTYqFVR6+Q8GALOCfABaUwqHdgxj2YC8kv/BLw2Xn4eeL6N7D8SIQ86gKRQQD2cIZjpABEDSc0JzV26S40XkDV17lZdd+BIpHzddIx+xoiRn97Dlugzw9tFFHqvpobhPHz8vD5Hz/ADpUAWniQmu0YYvm+cAapMcT2M2T/89EudjogXBMOKgf/vP/tKXxoi7/N3sANWDCtwyf58l56nsTgZZJWsmgRZAEzPwYv0HeM39f/+/N2dS/d9J5McpCDeASas551/9NWO6l0JFIBEgX7A2QI8KXSPAHSec5U8731F46Zv1HcHAVmTXUUEEKJyh5ebShTNiUAWsQEbtZus++a7czDlGPbratx1rcAAO1RCed+ZlgzhscFWUOF6r/YgzS8zXtR3YFOr4UgFmDUOnJh43xP2FS898QeZsoxjsNVU4gI9WdikSQ4Kn3f3xHaAyLsu8iBrgIPCmQu26zoq19hYbOQrH/fWZwGEUSnkM3EQfTavkd7/kw7OPO/cD20mKWThdQOg6rgK5yf1hylkcTyT/we2NmAbAyf5x+u4eJWvHKWyBxACWe+7cgXhWcPWmypfIQ9ZJOJgrQ6bppGo6VsFbDHlx4x9/bS/FWJ53alZEp14xr2EeerB2he1TgMmBjtnWVLlNxe2VFjhsyeABKOxdddJ9ZAgXrg3v+wnURfj1GjgQuZFynC1ufueaSW7HDzwopKoBQIW3jKucuCFZkd0PtpBljNINPl16ueLE8b5qdnhamcb2rn/jNYGcdd758H4sJ6a0IffDNb9EDU94A2jAegBM971MU546TzI0tqW+5E9+WZnSbzuazbAzU7hQT43bj+u64Csun7ImuGMEt66iKir2jSHQXv2vW6FzaNv1+qvBhzPmWe0MXJA1quf9imEMfJFJPvKFEbu//zxWwUsmkv/9x/qaa2U2ikuewzvAy+0VaiiaVOfy+EI+Z+/+0ZTRka2/0zBZZBVsmoKZNF9gAKZygN9APntpzjoupPJ608Y2Dz4qSvot++5eRBEpHtvmZUCKGroKo6/fayZFuKAF7bOE5DlVTY9yMITTgWw28CF/iYwH2Rt2hEmjdv7AIfrU5kEorBjABjeHTzidZuM0QoaYj5WIAtQwtvs2Sjyx3u8bvNRrdhR4fOE7eL8BI2mYse5OAZoAsiALFogqDRy30PHrdJKJoDiXRd5kAUwzpjvgyy8gVS08M7RXw3RlEgeaRXA/pO359/voV0ennLPwXvWtC4osDrbi/3EtgGhXpcPPHxPvsUIet3dPetuhYGqEX26aGZEPONn3XcBZHngejr8slYITZUvvq9gcOUlKudlnSe4yiDLSwM2/iBbzy3WCaCLU1Zuuhy6uFlGbWsT9BzlSVXVXBgoD7LwVgEN/Ucs00mkMa6sp08UtUhqY6iHg5PPvhsmU+dtVaOT7grtFz/soR4jXMA0p1GjohmOGh7gwsuHkeQvRqFpx2nSpONUXedBFt6s512tDOM20Z2H/WgKHDttvQwdv0o+/XaY7oc8yELMi4h3jvxggKhNMSVQi67TnXFbr0aLdSMnrXHnGKqGlVqU11zoQRYwyLyJwCAGk3Phjv/VI02CQhbeKpotMZAY1z8+2UIhC0P0mgMtnkVVNBdi1F7/rK++HExxxF8MbOCLxATczTtP17x460g0MXhQWJwMskpWTYAsfmN4ZmiSK+XnckcEVPDOAUZ/eba1Ftq8y3HXfJ6UIc520HzliUoaM0nQrAV0YQPo/kDfrDdc5ZG+pB5kIZqz8LBjnzzIomsDFTXmZO3Qe6785rGm2vcJEKW/ExVN8kQfJt57bN+X349UgMGjQ79IrkHegTc8WtOczcLrT0XQkwdZpC/de82AGs5FkyG2BA8/FVG6L9A6gM3mnBu3HVf7it1p23NWIWThbXvs9Y7aTYLmUewzFbKikKU2z9lkKmmezcMD3q7XHG3W5Dkv5nrudzFn8S5p5Gw/kEVLALaaOWy5b+/3ArTRXEgTLFOonXSQy/Mb7579R+44ZgcxyKoe4SzAGxxYFgQmymoAvCyqcsjyEp3ix+xoL8uOT9BO8TsiVqinixGGwfpt3W6qTMjipS1a40PUSDzR74BmJ9r4PU8QcAZoYXAQhTReHF60o2EXdB2AtmbjEXUj89IiOjQy+TSdHZkmB+FFw7DRkZL85DpjTkdUT3qeTTfOQ0d5DBg1IEIkeGLkDPsiXmoMCvmhYztNB3ifvI7vGAtvP7bT9EjTASKPjH70hLscUOLeae6kSRIvEM+Ae/CeCffPj5I8ADJMR8Sk2t65qAUuXLFHpxWqCnFtrksNmU6xdPbn+6HpFqPHfWLr1LXv7hfDuX3P6cJaaUkyyCpZNQGyAAUmhw9sxgolYQuoDOFx9uwN7yAVNcTvP8VBkSf2YdAO8Mg7zbE0WfE+cK/sj1fdC8pIBc6zS3QKx74gbMs8B0gnTl3Udbz/p85eVjtzJjxGvUAI+GId18ULhXwdxvdrh3HydvlKooOtPWrvAkO/YI89UME+4iXjvSZP2F5sMx4iPP3YydPuup6dAai4Ll0ZsLV090Cx8dfVhtLpHmEr6JSP6LxOHm+2eeFq82gpYHqzbbtP6f3RjIk9ne/yQ2d2zw5zHOAI7AYK+8o9ciyiQz/P3is3aFnAw4gYPMX3YKoaUUkAtoomfjPlec+rDbKqK1UmZNUU0Y8ksG+ZqXwyyCpZNQGy6CxOM5PJZDIFyiDLIMtUQRlklayaAFk0JeElMplMpkAZZBlkmSoog6ySZZBlMplqqgyyDLJMFZRBVsmqEZDVZLR2XL6bRN+gsvQ5LKs4U3xCSmH/qNtVfr5v6qvEpNTCPp2e6ENWdF1ZRf/ZOyX6tnn930w1SwZZBlmmCsogq2TVBMgiDMHdBlmM6C3rMPSyiGnIGIVMx/Dy6krcdbka7xvp2LnfPO3Mzghgr5O3J0LazFu6y79UdgGTD7zQxhV2JYdjqSp16DNXO+Obap5KhCwvWOjdlJikuqw6emm7zrdoMlVEgzY2LNfv7m6QQVb5RKgDwguEshgVRdgSRtmhopCFB4mQB4xmi/GPMD5xOlpHwXmBFzkHo5AXrdynI96uOjjinDqljR+yCMBMnD32Q8SYChzFSAgbQjSwDzED8agRnoFZIM5fiNN9EhJTFbLIDyMC+Yt3KxCymL6HkYuMXPZ+NeSboKCI+9Epf/TzDchiFCEjBxlV6I0AR5yfkdHcDyFsmKya0Dqcb45b500txr2s33JMA43iHUtJy9D4XjwPRqQRqgagIibfHs236LXIA/cGjPNMTDVDJULW7vOrg4JMqCYizefklb2mcuHaaRmzo51/yWQqvzJy0qT/hgb6916SQVb5RABibyaEUBQQQGw++o0Ri4lwCoGQBQgwNRj3QfynsdM3KGwxawUxpwi2CegQof3xNzppDCnmcvVNm7Va4QpYYh0jlYnbR2BQQhEQbNgLG0E8raMnL2jIGPLSbcAChSRijBGPi3wRhJRpuoAsAnkSv4tzAD8eZBF4lOCcAAsxAL1AzoAdMawAGvLLOVEgZBH3inskFhgBlD2Nd/eMR5L4VcT4A7SI3E9sQ+6bPBMigum4iNNFpPevm43RAKu/+lsTjUhP/gnlMWHmRp3e7Ef3NdCmQmIrEl6HY6fN26axuzwINd3bKhGymD+wvBM038nEhNPlUU5els6PeP7aSf8ak6l82h6+VOYduhH09V6RQVb5RBBLYCRUxXyh9BsDiAh23Hvo4psgi6DBzJ2KN8cTAYSZIgcRL5A5+4CNIWNX6jqAiVkvEMfiffrri20Lp/MCjgjUHAyyiBDP/Hsai85ds3X3WTqHKAqELC9OIfGj3v1qQCFkEUwUAON+CILM3IOIczHTBt4nAgl7Ez4HQhbxrPBkAWBEn/e2E9kdcOKcgBKxrv7wZAuNsUc/MAJQ8jwI3Mw+Q8et1vkYgSwAjGc33QEUzwjh2fvzM60KIYu8ESuLQNH3P9em8H5N97ZKhCx04MJG6brqxryDoZpGbG0paVm+F7k8CruyV+dJjE3xBXszmcoiporitzNw0w+SkOZrnriXZJBVPuGhwAMSqmrTY5ZO40LQTRJNbYGQRZBLIIMmMk/AiredCO9MEwNAMK8p+uTbYRpYFDGBPJDF9FTeLA9EUh/k9vciuAMywBXBQLne0jUHdBvNgUCW540KhKwtu8J0HX2zPqg7uBCyABUiv3v3Q5R5T3i88FBxbg8aAyELjxNNu2cjYwIgK18neWY2C++ceLK4L+AIUMJbR3MpwAS8sQ/Nf0AWkzWjJav36fyKXBaw/MVDjQohy5uX8bj7y0T13v2a7m2VClkUJ6evHpCR21oHhZs7nbqvqSVLjo6T1CxfH4Lyq0AOXtwiAzY2cOcZKwejN8uxyzstWSo27Y1aJzP395ehW5pKdGLlTgEUKjLIKp++bTlBZwkIVVHAM03NqMnr1FsDTDDFS7eBvjkAgZGmnaaql4umNJr7FizfK69/1ken6WLeP6KclwZZzH/4bavx2pz40Itt1aPE9D1MBcOUQz97sKHsOXROmxSZH5CJqJnRYpiDJqYlo+kwELKYDJnpyZgKh35NTFfzoTuGaPQPu/sZOn61DBqzQps2PTFrw4//0kDvwRP3xxyynIMmUL6rjr3nFkIWIs+AJduAICLMF4WsjKxsfUbkf8KMTdrkGAhZ9NH6uP5QhSm8m0xSDeABWUAZ9wEEPvhiO4OsGqIyQNYNpWUnS3xajEuXQyJdS4/VSaUrQ0DarshVsvjoGJl/eLglS8WmZccmyJFL27S5+V6VQVb5xKTmE2fdKNRDUXhWmFpq0/YT2pSFp2bDNt88pJ7oKM60XN50L3RiZ76/y/6Ji5lKx5t2i47eAA3iOKa6AcSAE6bD8abcoXkOuNl7KFyBhGOAL6aPYYJmAIj8MD0ZnjPm5GNCZ/qRkUemqfGmleFc7Mf0NXjD2LZ281HtTO8JrxSTLTMtT6DC3TXJJ542mgvJA1AXKOCNvOKhAqy8jvPkkbwCTCRGPwJ2URfjtLP7CZdXRNPisZPRbl2GTq1G/zfElEPuFHo94Irmz6JT6pjuTZULskwmU82QQVb51KD1BPVsmO68aI6kv9edEJ3/6Sj/1pf95eumYwrnIDTVXBlkmUymW2SQVT5933qiNmuFqvDMMJGxJUuWKp6YXB2vZVlkkGUymW6RQVb59EObSTJ+euhCFk1fjJCzZMlS5aSyWiqDLJPJdIsMssonwgHQcdpkMpkCZZBlMplukUFW+cToubFT1/uXTCaTySeDLJPJdIsMssongmGOmWKQZTKZbpZBlslkukUGWeUTI8pGT1nnXzKZTCafDLJMJtMtMsgqn5p0nCKjJq/1L5lMJpNPBlkmk+kWGWSVT0QIHznJIMtkMt2sckIWBjCUUiUoP9X9OyD51zdbslS2lLJHCvIS/T+ge1MGWeVTs07TdNJik8lkClTpkJWXJnkJ8yQnsrlkn6vrjGqd0Ejnvpac820kL3G5460bUyqUWe6Y3NgJkn3qA3dvTVyB0smlzpYslZ7Ot3C/m/cl9/JA937cm1NjGGSVT807T5PhBlkmk6mISoSsgpyrknOunmQdfymkE4VeuQq7glzJie4mOVFtHWsxwWklecVMNUYFudck91I/yYloJJJfMkDcjTLIKp9adJkuw8av9i+ZTCaTTyVAVr6Dl1ZBoSYUU+6l/v58l668pDWSHfG9u8VM/xqT6TZUkOdgvYvkXp3kX3HvyCCrfGrZdYYMHb/Kv2QymUJROfkF+r4HS2yrChULWQUZp4LCTMimsNfV81YW4X3IT9nlXzKZbl8FWVGSfebzew7YDbLKp1YOsoaMM8gymUJV2Jb159NlRXha0MQ27FBlq1jIyru2LDjMhHDKT93rz30Jys+Q7NOfSUFuvH+FyVQxZZ9+v8yAf7fIIKt8atVtpgwZu9K/FNrKzQt+v6wPnJstP7/iz+VOKyk5XVLTMiXP3QvzN5ZV+fkF7nnkSUqq+324c9yOcnJu/v2RD55rVUq/t4Kq8ciURdn+e754OUH/hpKuZeYFhavAxD6VreIhK35eUJAJ5ZSfvNWf++JVkOcM+elP3Q0m+9eYTBVT9umPpSD7in/p3pBBVvnUpvssGTwm9CFr3ZZj8tBL7STxepp/jU/Z2blSp/FoefXT3vLwy+3lzS/6yYQZd27C64NHI/2fKqbBDnynzt0qU+ZucenW8iErK0fCTl/0L93Qyg2HZMCo5TJ59hYZPuH2BjS8X3eQXEtM1c8J11LktU/7SNL12wO2sqrnkEWyYdtx/1LpOnf+iiSnlPxullVZ2TnyzlcDJD0jWx56uZ0U3EHYCyaDrEpIBlmmOyGDrJJ1L0EW3TZy8XIUSa0dZA0YvSLotjuZAp9mQmKKQtRfnmst8a7QLyq8PRS6wABen5TUTNl/JEKBh/237j4p46dvlMPHz+v+ew6elfPRcQoxh4751oW74yfP3qyQkpObJ7v2n5Eot8+UOVtk/+Fw3QedOndZps/f5o6L1MI4JjZRTp69JFt2nZTIC1flb692kGVrDmg+YuOSZObC7bJpx4lC7xr5OXIiSj+zbsfe0+48uqiF/ZLV+2Xpmv3Sb8QyzV9E1FWJdAnImb14p6YEB0D8/aT+UL2XsxFX3H6xsn3Pabl8xeXnzEWFrEGjV8qKdQdl4Yq9kpGZrUDKfSE8XltdnlFKWqYsXrVPFq3cq14rnhfeLEBuwfI9MmnWZnd9H9xynzw74O+Uu+9AxSUky/xlu/UZci2uyf1wbg+IuOaFi/FyJjxG9rnnGn0pQb+XY6ei3fO6rvnimXDvl69c02M27wyTMHdPfBfsz3k//XaYjHAQeTEmQb123CPXynLX9ZSYlCZzluzS74vP/I6Onbwguw+c1We49+A5ORoWJVfjkxXwuDaQddzlhd/Cefd9ovDzsTLJLS9be6DKPXrBZJBVCckgy3QnZJBVsu4FyLqanif7YjJlU1S6bAySPms9Tb7rtTjotjuZopNzNP8UfN+2HO8K9zB55t2uQSELATivf9ZXP1Mo/vyhRlK36RgHHqekbc/ZMtcVtni6AJ+3v+wvX3w/QmYs2C73P99Goi8nyNNvd1Wg6Dt8qZ7r+fd7SJ0mo2X2kp3y3HvdZOP241r4A3IU3Hh7+AuY/OHJ5hrUFQD5zaNNZeLMTRJzNcmdo7vMWrRDvmk2VgEBASJPvtlFAQ0Y+vKHkbqe5e9aTVDP4vgZG+W+Z1sraIybvkHGTF0v9ZqN06CxE2dtchB2QDr2nateu7WbjyqQcW+9hy1REOjSf75CFp6/CS4vNAnXaz5O4t21X/64l14PGHnklQ6Slp4lL3zQQwaOXi7DJ6zWe2SZ51yr4UjpNWSxTrvE82Bfjvm+zUSFEKDXg5pYd79PvNlZRrl9yQdQ9OE3g915V8jQcavk1U96O3DLkz8/00rhcKv7Pt+rM8jBcx+Zt3S3tO81W9ZsOqL3yHPguT3zTle95n/99Qd3DzN02zPvdtNn+9hrHaX7oIVyOvyyvOW+T/LIffP8PI2dtl4BscfgRfJ107H6W+D7YVJ08sdvpHbj0QqyPCvA+P/86VuXlzn67B926/httHN5m7t0l3z23TCZ4YCtumWQVQnJIMt0J2SQVbLuZsgiN2Hx2bL5QoZcSsmVjNwCHYVUNLXpMVv6jlgedNudTN7TXLJqv05ijSfkybc6y4VLwfukFoWsJ97oXOghOnAkQgvkX/2tiXoygCzWIUAMj8Zjr3fSQhqvE3rxw55yLjJWP2/eEaZgUd/B3t5D53Td+eir8sbnfRWy2IYAAq6LgLoXPugp/UcuU8j5qN5QXY/qNBkjO/edlrY9Zsn6rcd0XXqGO9ZBitfvjLwEQhZgACgAJHhylq87KB37zNV9gSyaF1EgZHUbuFDXAaqPu/s7F3nlFsjCg9Okw83vC5AFhABAXtMZc1yyL8dcvOzzMPG8Y2KT9POEGZtkyNgbAyjwrn34zRD/krtnBzP7DoXL/Q7MrjhIQoDqzn0+z5oHWX9z8NSx7zx9bo+6z3gRf/94M/f9+5orn3TPKN09588bDNfmUrxOgBv793Fwx/k9ZWbluOe1S+q1GOcguotClpcnPH6Aqfe8Pcj6/RPN1aOIAG6+AwASiAMUO7u8VbcMsiohGWSZ7oQMskrW3QxZkUk5suNShgJLSaLWTgEVqsJjgkcFj8P/u+879RjRPFhURSELLwpat+WoFsg0M+FB8SDrYowPFOq7ApimPyButSvkX/usj4IKoEEzIMJbxHW/bTVBtu0+pevORsTIe3UGKmThKUFAFjCD8HLVbzFeTp+7rCmwQzWFPc1dL33US707CMh6/I1OhZ3O8Z4EQhbNbzQNEtesSYcpClkdes/RfYEsoA4FQlZ7/3aauB57vaM28z33fnddxzMCmNZvOybft/ZBoicPsl78sIcCGsK7hJeLY7wmMzxIwArC+0Y+PJ1zkPX2V753DE77vMEIbZoDZrym0w++HqzNnMiDLJ4BTYrec6Of1IMvumP8sKferbRM/U5POMA6fjK68Ltif+7LE2DHMzzr4BJo5rnz7BD5BpI9eZD1m0eb6HeBujtIxXP41FtdtImR77STQVYlQtbJd52xJpp61+JTRGO378u3HlvOZJBluhMyyCpZdytk5brVNLkll6E5kYI6sHAMZXnNhXsPhd8ChsVBFp4iCnMKy9893iwoZAFOtRuNVm8MTXBbdoapF+rLH0bolENPuIJ/z8Fz2ofomXe6aVyxVz7pLas3Hr4Jsiik6ZOFB4T+RU87IMCbRF6BRU+Ay5+eannTPcAQTHFE02h/930AM4GQ1br7TM1Liy4zpFO/eQqGAN2ilfuKhSw8QeTlm+ZjFc4AuL++2FYGjVmp3h2uAVAAewBZT3cfPAuvuRBIBEo431u1+qtnqDjIol8TnjieBecC0miSbd1tpgLUR98MUa9RaZA1xeUbDxpNg43dtclHMMhq13O2NHBwyPdJsyPPjqC6NG96qt1olHrX2vSYpd9FWSDrx39poPsMHLVcHnXfJf3HHnPfP03LH9QddEcgCxuzroQQDmzLzK0c+xOoKoWs7FMfSUFOnPvlO2NX4Ki2uCQFkpcwP+g5ypMMskx3QgZZJetuhaz4jDzZeankfHuiyYmC+G7Q0bALWsDTCZymr0ABACdOR/s+Z+YUdsqmbKaZimYpPB14mwAAry8RzVp09qawX7HuoBbaiIL+XGSMFvwAnCeauvBs0Ske0Zn6wqUbXqpLDt7YDkjRrLVp+wlNXCNQ9O2i03agKOTpdI7XhPMAalyPJrlrSamaF7w8dMxH+w9HaCd6gJG+XohRgYABx3IO4BAPlOeR4po0wbLd64BP8xgAwrUJZYB3iOeMx5DmUfqa4UlDh49HFTbDnjh9sXA94h5pbqX5letxPzx3zu157LzBBwjvE98bwstG53TEd7ti/SE9Pwo8Bm8Y56XJlBGncQ7uyCsd+nk+3nNADIBYs/GI9rmiWRFvpQd13Kd3fsQ1uC/+8jw5F98tol/Wancenqv3vVe3gCje62CpKgALVSlk5caM1OlHiEuVFfZOsSn3yij3Fme7z28EPU9Zk0GW6U7IIKtk3a2QdTElVw5fpRJYuqiZ05fFdLPa9ZrjCn1fGIPKFmDgNfWZTKGqSoWs3JgROmGzlwqyXG0mN/GmdcFSfopvpEF+ytab1mefqx/0OsUlgyzTnZBBVsmqCZDVud886T3UIMtkMt2sSoWsvPhZUpAT42gpXfJT999WYjoflJ92SHIimwS9TnHJIMt0J2SQVbJqAmTR36bX0Bv9WEJNNPsdPBZpyZKlSkiHjkcWjp4sTZXeXJgXP1sKMs8G3VaWlBPZVK+ffer9oNtLSpUNWQy7pQ2cVN4pJuhUSJt44BQWtF8TPM4bemu6N2SQVbJqAmR1dZDVM6CzcKiJjtn09bFkyVLlJK9/XmkyyCpBdOgjQB7p/ufa6NDloh1FixMxXf7ux59r501PBHz7bz/6XL5qOMq/xnQv6N6ErOkOsqb5l4LLIOuGug1YUDg6zmQymTwZZJUgppMAin77eDMdJcNnhrkyKoNRE4wmYmgzHi9GUjDHFU0GjFwhsnLTTlM14BxDoQlyR3wQD7KY4oApHRgOzAgQpkzgvMfCLui+TF/BqAxoGVDjvAw9ZhoDU2jpXoSsnIgRknu5ZGgwyLohQgwQqNNkMpkCZZBVgjzIIo4J8znxGW8WHVz/4Sdfyi8ebiz/+F+1ZMGKPRqD5F9/WUenSPjw68E6BQX7cxxxZf7hp1/Kf/6hfiFkvfJxL/2clJym0XEJELh2y1H5t1/VlX/7dV35R7f/X19oK8vXHtBjf/1oU/nZgw0VzkyhpXsOsvKdUTj4jeSnnvavCC6DrBsCsAyyTCZTUVUPZJ14VXJjhktW2Fs3rc+JbKbp5nWhB1l//5Mv9O99z7bSiMe/eayp/NPPaul8Wf/kIIspJX7ywPcKWS9+0EMD2HmQ1XfEUv1L1Fxih/C5OMhin7/78RcaE6VB6wm6nSjC/P3135poULjAWDOm0NC9Bln0xcoO6+A+lQw8Blk3RFNht4EL/Esmk8nkU7VAFoUQKgpU+ckbJf/6ppvWhSJkEcmXSTD/47df65xfv3u8ucIQUyQwbQMTaI6Zuk5qOej611/Vcfs2lCYdp+ixg8as0L/vfDVAowjzGch69ZPe+pnpKv7zj98qZDH5KP24aEYksi/bmVCTKL5M58Dy3RJVuibp3oCsAinIuiI54cMl89C37n5KDxaYe2m+e1/H+JeKV02ArJ6DF0vXAQZZJpPpZlUzZDW/aX1+8qa7ArKYgJNpGfj8jQMhPv/3n38l/+wSzXtM6/CTv3wv//fP32kzH/23mL6B/VesP6hTRPD5x/d/r3+BLKZn4PO//+ZrTUAW0038xO2D54zEdAl4xf7Hr+vK//p9PfWeMdeWKbTE7zsneoJkHf7+rk2Zh+pJ5r4vtC9WQc51/52VoIJ8yTrR1r3vW/wrildNgCymISGMg8lkMgXKIKsEMXUEUzMQdoFpD5jm4IADLzqj05mdzupL1xzQzuhMRTF/2R7tEM9waTxeHHs9OV0Sr6fJqg2HdVoB1jFCkXPPX75Hp7ggMZs9541PSJaV6w/JHrcfHeHZD2/XvGW7dUoDU+iJ33d++hnJTz1796b0SJH8m6csKUl5cZsk82A9d0y2f03xqgmQRT/Nzv0Mskwm080yyDKZKih+3/fa6MLiVJCbKrmXF0jm/loOzkruGO+pJkAWU+rciUlvTSZTaMsgy2SqoPh9516c5n6Dre7tdLSpNilmn+wsBRm+CYDLopoAWYRz6dh3rn/JZDJVhzJyC+Ryat6tKS1PbUooyCDLZKqg+H3np55wv+Uj93ZKPiEF2df8d1121QTI6jdiqXToY5BlMlWXEjPzpf3WZGm4/nrQ1G1nimQ6CLvTMsgqRUypw3Q4BBytLtEXKyo63r9074rphei/VhXiGfK98TdQ+e57pJ8cfd08MfUR+3rTJHBMckrGLccWJ37fNaW58HZUEyCr/4hl0r7XHP9S6An7xW/cS0XNGYusJzhyeURf1aLTixCW5m4Omkwf2mtJVZd/b1qWUFRevs8W3g0Ki88NCleB6VJKnn/vO6dqgaysE69LbtxUyT753k3rcy50kJyo9jevCyHI4sf21Ftd5O1aA+TFD3vK5Nmb/VuqVkR6f/797v6l0FVObp6OwLxdNes0TTbtOOFfqjzx/F77pI/GMxswarl/rShcETrj//zxW/npAz+4bSskIuqqPP56J92XwQUMQHj8jU7y//78nY4KZbk0GWSVrJoAWQNGLtdQK6GqdVuOqS0jsPL7dQZJkgOJQDFQh+DHb9fqL6+4d2Tpmv3+LSWrZdfpsv9wuH/JpxkLtsvAgPfubtOkWZtl2ITV/qXK19Bxq2X0lHX+pdASs4/0d7/lu0EnygBZF+9JyIqb7iAr3H1++ZZtZUk551vq9bNPvRt0e0mpsiGLWbYJQIrwbNz/XGtJdDUcDNbJs5d0lGBiUppMn79do75TOzl28oKOIkQU6nsPnVOPCCMGx8/YWDg5NDW9qXO3ysIVe7U2iAjhQHgI/nqQFRt3XfcjcnxWVo7kOrDZ7MAEuLkUc03PM23eNpnvAAEoxEMze9EOPc/56BuxjnbsPa1Ase9QuNZWGO3I1D0xsYl6fWDn0LFIGTNlvZyNiNFjqKFyrQkzN8kZ/zoCqjKykqmDVm04JC9/3EtHP5I38sjUP2GnL+q+m7af0Pkfx0xdr38Rtdzp87fpqMwmHaYWQhajLnk+R05E6XJFBFgRx4wQGYHeBb6XB55vI3WbjJH//rOv5F9+UVs//53bj325z7++2Fb+2a1v23OW/Mdvv1HQKs2jZZBVsqoDsjiMlgEv7YvJUkgKXBcsbY3OkGuZ+UG3RSXnysHYrKDbiqZ+rmBq03N20G13KgU+SkZCE8+vOPFOv/5ZX/3MVGDMXIGHF1swdtoG2bb7pHq/Ll25pnaDdzglNUMBC68PtmeRuwaANc7tD2QRONmzGxdjEgrtAn9517c7m4SHLdPZDuIBYicC54bFls1cuENtG3aHqcsQFR/2PRrmsxVbXd5On7us6w4c9VWKOOeilXtlypwt6pniOkyBdsQdE3UxTu0h06Bt2Hbc5+VzNhAbPsvZTmyYB1mn3HnJK9fId/th5xYs36N2klHnnvKdTeX83DsBqxHToR06dl7zFWiLPcjClmOHyQf7oVPnLum2wHIB3VIOuO9mo8s7z3+0y0tEVKzul+W/D+4bkOZ72bIzTJ8VeSDQ9XB3b959k29mEcH2UaZRpni2mhHzfNc79/m+p8tXEuWQ+x74nme67zkj0zeymDKPe6RsQVfjr8sE98zIL+VlVanGQlbuRfei5qVK1snyQxIp98poBaCsE68E3V5SqirI4gd2zcHMg64ABraY3qZWw5Gyfc8pefmjXlrzGTh6ucbTWrJqv8bAQpPd+pGT1kqH3nOkY5+5MmfJTnnuve5qnDgOA8KIJOLrbHPnet6B1aKV++SbZmPVm5Kcki5Pvd1FDVePQYsUCDgWL8vXbp/jpy7ISx/11O2cg463BETsPXSxnof1nt6tPVBe/7yvvqQMNW/n4APD9qzLDy/Frx9toucgEOpDL7dzxjRRA6kScZ4X/tl3u+m8ii27zpAn3+ysL+WYqRt0/aqNh2Xn/jO6P2EsHn65vb6A/P2hzUTfOV9qp3l/w+Vh8JiVCoG/fKSxQtbcJbvk02+HuWe3T177tI8agIpoostbiy4zboEsPG8ZGdn64v/P330j//nH+tJzyCINAsu+GDfilJGOn4yW3z7WTOOhke+SZJBVsqoKsi4k58m0E+nSdWeKdNp+c2rjztV+W/It64smrtmhmP3o78F5gm0rml5utVCe/G5K0G13MvHsEZD1xfcjtIN+MO8skPXKx70lzVUUKbhf+KCHhowhEPOKdQfl43pDZbV7z9/6sp/Mc3Zj0uzNWmB/23K87t+q2wz1TM9x7/qjr3VQyJriClkPVgAeIuLvOXhOPWXkhxkzAJhBo1c4OzhXbRNxAREVPK5JDEIK9D8/01LhhhA5xA8kT+TxbMQVzSOzZcxbulsrUUAVNpTKFrYZz11eXp6+73WajNYwPC26Tpflaw/KM+90dRW789K041S1bUAWdot8H3TA9tKHPTWvHDdi4loZ7gCM2TwILI0N9MS1uH/u8xlnE9PSM+XHf2mgdn/CzI26jnIEeZB18sxFja/GfT/o7CMVXryN3NvQ8asKZ/egHHj67a6+cmDwIpeXMVqhpxzo6ZbJM/Y1JjZJZx9h7ltsIOUR5RZe+tqNR8kOB0t4W4m1+Nx73RTsug6YL/VbjNdwQoASHkwmOwdCscXk7YsGI2TirE2aL2Yn4Tv6ptk4dx+rtHL85hf91AOGbcdBQOBtvotp7vuvipYKTzUWsrJPfeDekHTJi50QdHuJ6eQ7rrC6KHmJK4NvLyVVBWQR6Z0fEbW8mQt90MIPLSk5XWt3TTpM0XXonVoD1DD97bWOWgt7+8v+Ehl1Vffv6gCGSWT5zEuBMWCZoKVPuRcIMKMmhKIvxevLzwsbOB8agMb5/vhUC+07wQ/8fv95AKdHXumgxoH8UvuMv5biP9IHWRg4akd/eLKFAhXHcS5eDI7Fw4UYjk5NFcDzAGOhywtAqIbIwSE6cCRSvnYvNaKWh0eL7czpiMeOc1LzRbyAB51xJ1CrZ2wARV5C1nkePjx/wGRFRA0RgCwKWQhIJi8Ee8UYsS9Qyr4TnUFu3W2mRt0ncj8gxhyVHFOSDLJKVlVA1pboLOno4GhjVJZcScuTpKz8m9K26Ew5cy3nlvVF07rz6RKdkht028mEHNlxKTPotqKp54jl0qTLzKDb7lSiGTTX74SlORCPw373DuKRp0AOFJD1X3/9Qafv6txvnkRdjFc78M5XA9VOUKkEpD6uP1QatJqgFSPeHQ+yHnU2L91VYNAoBxBFIQv7AWQ1dvYSu4mo3GHTADY84qMmr5NYvx2gFYAKnGcrqKgCWUwtBkCRp9c/61N4rOd9+bzBcLUhVISpcLLfH55sLnEJyVqR9Lwv2GlsK3aYe3ns9U6FHushDh7IN/fr2WS8dc+8002mzduqXUeoPANFnoCk1t1n6fX4DMAwZ63X9+oJVzHN8Pc/DWwupEUAaOPZ441jP8oEgNZ/6wp5nNfTc64yDoCRdzxaCFgCkqi4si/PmmcQG5ekXkn6FiPum+2UGwAVNjqwX6wHWT+0naQQjfBg4RQAspjlBFGWNHAV8Oadp+sz55wfOKgDNms74KXiSjmHR7GqVGMhi5R7ZZSjmWz3d6RknXgt6D5FU/aZLyQ/7YgU5MYrBAXbp7RUVZ4salXey454iYAKfoTfNB+r61h+9dPe6hbnB0rt5d3aA/RHxg8aV2xUdJwmjMzbjva9ZX7EbXvM0toRwkUP4LDcxq1HuHWpzdDk9bQDMLT3ULi86WqW5y/cOA/74aIHIIAJT9RqeDGBLF5OalHe9XkR73+ujd4volaJR4rrYZwQ0EUtGIjauN3naQKy6roaHsJNzjbg83lXwwSannW1JYwloq8HLn+2eR1lP/tuuEIW93DuvA9ScF03dM+vogqELDxxbZzhoiD58zOtdD2FxhZn4MhLIGRh0GieYPqif/55ba3VeoasOBlklazKhqwT8TnSZUeKJGQU/71Ud58s3jcKx1AVQOSJfllF+1J6zYWADhCD15d3AE+vZyfwitD8BMR813KCvjceZD3mIAuPCwKwSNgMr08k4ELBT2USzzeKuhin1+Qd5PpcG+hCFPw01WM/gB+mGQOyqNTNXrSzME/qHXeVSmwf4r0GAAAL7Cj7XHDASKWUdxk7fvLMJfWmcX3sA545INGzfwSWBbKYMg1PDrrsgAqPGXnBjtIcRmuDVy7Qr5Ng1V6+OBctH952bGm6f7CNB1ncD14kKsNUjOnOwX1jA7GXgCnC8+T9trQccPb/oisH/uAq7F6eqRzSPEdZE+GepZcP4PB5f9cTAAvvFMDdzoEd94YHjC4cnjzIatJxqlaaEefjNwNkdXIAjoB1gKuVs/nci3c97D/2ku1NO03T61SVajRkZR1/RfKuuoKyIMsVPpcc/GyS/KR1xac090POT3e7R0lO+HdBzle2VJV9sgLlQRbt38ALBTg/OLxavFS03zMNDn2lEG3uvDQDR69wNbHRCl7v1RmoLmpqixgiapnUpryaAJBFrYtaGs2AuMPxPqWkZhZCFoYTkOO6ABCTUfsM42KtjeIp8uRBFqKmyUtNfjgvIPWnp1sq3FC7w3jwslBrI9+9nDEFmPCwBUIWL/oDL7TR2iQvOB4omgJ/82jToJBFn4qvXE20UfspWjOlRg1kUVvE9d9n2FKtvRIBv6IKhKz36gzSzyMnr9W/XmJyb5oPAyHrM1cr87ZTE6SmWZoMskpWZUIWfN5/b6ociyu5hlzdkDXEQRaej1AV/XDoZ4jn4YX3ezijn60whTcJeZCFXevhbADvOfYCzwo2oUNvX3MeUDVk7CqFGZriPMjCbn1Ub4jaM957IAtvziOvtHd2Zrl65oEsKpvYNvbDg01f1WHjV+s1aAqj24AnPCE0s7GOCuyyNQcU8LBPhMxo3nmau0bkLZBFBZLCnUocNq5R+8kKJx5kUaEjj4DSow7kuC9sANeh+Y68Aln0ufLldamvq8Wq/Wo7scOsw654wv4BblwPD0+Cg5viIGvO4l0KPjTB4RmkD9ivHmmiEIRXiOXXPutT6PErLAf6+MqBzu76qWlZ2sqCZ5DnSjMjthavGOfg+VO+BA6iomkViKWZEw8W9+2VTTzPfiOXFUIW5RHPgXLlVXdfeNaCQVaYe9YAJmAKCNL/q2G7yVoO1G/ha1KsKsWl50vLzcWHcGi3NVnSckq2J9WhKoIsX8o+W0dy46Y5+Nkm+Sl7ikm7JS9pteRe6idZYW8GPU9ZU2VDFi/IiVM+N3Sg+GF5wjPEi4+XxvPQUAukgyAFuCc6dNLXyOsAifuWZjqAzAMRoGXj9hPamR7XMeIF27X/jPvR+6bUoUnP24Y4D0YOGOA8XJOOivTxysy8URBhRIFCTyyTHwwptR0gBzDCuxM48ojt5BHoQuQxOaCP0unwy3qv1PCoyfG8eJnJF/n0XPBn3f1TmyTRl41nSAdR71x0uOQePM9ZRcU9YQgAuz7OUNC/6mp8sq7zkjdFEm5/luMSUvTz8rUH1FgUHYFVnAyySlZlQlZ8Rr503J6isFWSqhuyKEwAk1AVFUber227TxU2mYWduVTo4aIzNe8twsZgz9iGd4r3H1uFF4v3kwEtwA32EW8QXSOAM9bhXWcfr/mffpybd4TpOg+EEq6laF68AUJce9f+s7ousOmKqcXYFw8PFVCvkggYUjljkAzX9dkb33dNdwruj7xhY6gQetfFg+UJgKIlAhvkdYxXu3A4Qu0EHc0RdoR80XyKeI7kC/sQGAYGYduxqV7n/cBy4tTZy4XlQ25ennrbOB6PIvbTZ59z1Mu0wVU66XAfKO5pt3tGwI/Lqh77tANA+s6Sv+t+LyKiwzrlCN437C822hOtHPS38u4bhUfF6v3gUcPOe8+L5cDvifLF6/7B9fFcITyceN/4/rk3nhkDpnienv2vKgFaeLaDJeJohYKqFLKqO1U2ZNUU0W8Az9K9KgxT0T4olSmDrJJVmZAVeT1XBuwrfcRStUPW+FWFA15MlaOFK/ZoM+GXP4xQT4rphmgNoStJKXUNUwjIIMtkqqAMskpWZUJWRFKuDAxByKI5jqY4k8lkCpRBlslUQRlklayaAVlrdAi/yWQyBcogy2SqoAyySlZNgKwRk4Csqf6l0BN9f+hfY8mSpYon+hVnBPR5LkkGWSZTBWWQVbJqAmQxcpVh7yaTyRSo4iErYUFQkAnllJ9yI8J5cSrIS/FDVtV1hDbVLGWf/tBBlm9aC9OtqgmQNQrICghMbDKZTKhYyMpP2RkUZEI3vaITU5eufMk+W9vt64tmazJVSED7qQ8cvPuGfJtuVU2ALAIyNm5vkGUymW5WsZAl+Wmu8PgoCMyEZso5Vw83lT/zJYuI9LkxN4LemUy3Kzy+OVEd3KeS4aAmqyZAFlOaNGo32b9kMplMPhUPWU4EES3rtDh3NJ18W/LTyz4RZUFugmSf+UznSLTC0XS7yk/dK1muIlKQdeuEu6YbqgmQNXbaemnYruLTQZlMpntLJUIWyk/dI9nn6jnYeiU44NzJ5AAwO6KRFGSc8ue27CrIPCfZZ+tKTlQ7B1urJT9lh7vXnZYslZryrm+QnIs9HKh/7pb3+X9RpuJUEyCLuTuZs9RkMpkCVSpkqQryXG39guSnn3QpLETSKSnIZrqACnii8tPUm5Ub3V1yzrexZKlsKbqzNhMW5PqmnzCVrJoAWeNnbJTv20z0L5lMJpNPZYMsk8lkuk3VFMhiYmCTyWQKlEGWyWSqUtUEyJowc5M0aDXBv2QymUw+GWSZTKYqVU2ArImzNsm3Lcf7l0wmk8kngyyTyVSlqgmQNWn2ZoOscignN0/y80v+rk2me0EGWSaTqUpVEyBr8pwtUr9FaEPWoePnpUGrifJ5g+Gy99A5/1qfLlyMl8FjCWnjU8K1FOkzfKnMXbpLVqw/5F97Q5dirknbnrP9S+VX1/4LZOf+OxcQGshr2G6ypGdk+9eYTFUjgyyTyVSlqgmQNcVBVr3m4/xLoaer8dfl/ufbyL7D4RJ9OUGOnbzg3+JTekaWbs/K9j2z6fO3Sa8hi+Vc5BW5GJMg+fn5cvrcZTlx+qJ+zszKkd0HfDNsZOfk6vq4eN98sAUFBXrcidPRCjOe8FydjYiRy1euSbNO02TTDl9sw8TraXI07IKe0xP5iHegd+Vqkpw6e0nPqevdPsdPRUtC4o3fAEDIuozMbIlP8OUhJydPTp65pPftietHRMVK5IWrOiZ9y64wd15ffs9Hx+k27zopqRly5ESUXt9kqogMskwmU5WqJkDW1Llb5ZtmY/1LoadpDpqYwBp4WrrmgIOQW5/Nty3Gy5pNR/TzB3UHKzgNn7BGZizYLkPGrtRpgz6uP1S69J+voPRu7YGS7GDkrS/7SZses+Slj3rK7v1nZei4VVK70Shp3nm6jJy0Vs8HuzR3YPXpt8O0WfWvL7ZVyNqx77S8+kkfadtzlrz2aR8HN5m6/8Fj5+Whl9qpd/C1z/rI8IlrFLr43K7XbHnhgx4KQbv2n5Gn3u4i7XrOlg++HiyffTdcUtMy5c0v+ktTd703Pu+r3w3QxbXrNBnj8jZaAfGx1zoqMJL3Wg1HSt2mY3SEKHl49r1u0qH3HH0OySkl/3ZNppJkkGUymapUNQGyps3bKl83DV3Iwiv15JudZfm6gwo53QYs8G+5oZUbDsl3rSZIYlKa7puXly9DHDBxb3i68E71dOcBcGgufPOLfjJr0Q6p9cNIBSb2JSAr0wv1HLxYTp27XOjJiolN1OM4J94iAI1jPnRgNHbaBv38Qd1BsnG7z7t14GikPP12V8l3+56LuCLvu21MXUT+2Jf7AazqNBktew76mj637gqTj74ZoiDZd/hSXQcgPepgiiZP4pj5HVWS6/IBxJ2/cFVBDC8X27gO5//ri+1k7Zajci0xtfAYk+l2ZJBlMpmqVDUBsqbP2+Yga4x/KfTEBNYDRi3Xzxcuxctz73XXz4Giue4vz7ZWz0/HPnN1nQdZLLfsNkNWbzoir3zSuxCyhk9YrV6gGfO3a9qx97RcT0nXuGHv1RkoLbpM1/OEn49VgPGExwiYed6B1+AxKwuPj3Z5Q0CW5xnkWm/X6u/AbZECorcv/cq+dIB34KhvWiuu/VG9Iep1o48cAp4ef6OTTJyxScEsUEDW4ePn9Rye8JztddDGuTv1nScPPN9GzoTH+LeaTOWXQZZfmPbk7AIJd0b81DVLloKnM4m5EpeeL6WwgClANQGyaFKjKSpUBSjgSdp/JEKbwdr1mqP9szbvDPPv4dOX34+U3z/RvLBjvAdZQM7W3Sdl1OR1CmgeZOGtevz1TrJuyzHZsO2YbNx2XCFt+55TsnjVPvnYQQ+iefL597vLnCU7tbnyt481VcgaNn611G7s80bhgYqJ9fWBArK8Pm4eZKl3652usmn7CW3W3O6gauuuk7oOIOJaNGeeDr8sz/j36z10iTRsO1liribJwy+3l2VrD6hXi3wDWfTxev79HjJ78U5ZtHKv5vFMRIyMnbpejp6IUjDc5e97ZjLdjsoEWRjAzReyZOyRNBm8PzVk0tADaTLrZIaCUUWUlJkvE4+mSxtn5DHgww+mWbIUNA1xv7kO21JkwN5UBS5T6aoJkDVz4XaFhVAW/ZfaO8AaP32jM/rZcuhYZGFTmyc8O4BUrr+Zj33CzlzUTu89Bi2UlRsOK4xEX0qQt7/sr/vQ6bzPsKXqKYuKjtO+XCzTZHfxcoLugy5duabrp8zdIuu2HtNz0HxIE2bXAQtk8uzNhZ3f6bC+bstR/UwfqyWr9+vngw60eg1drCMhOR8d1C86CKMjP94zb8TjkbAovf60edsKz0lz56DRKxQck5LT3Xe2Q5suY+Ouy4iJa9QDRkd3+m+xrXO/+TJ/2W7dx2S6XZUKWbFpedJtZ4o0XH89ZFMjlxaeyZTbCbsSn5EvnXekyMqITDX0JlNp4ldy+GqOdNyeLAdjbQh4aaoZkLVDO3vXBHmd3WkqvNPadyhcXv64l/bxIgFMJlMoqUTIynHU0nt3aAOWlwCtHZfKV+ABZSMPpcm682UzpCZToM5fz5MO25K1mdlUvGoCZNEB/KuGoQtZ9MMifEJlJJoejxw/r3+Dba/udOJUtBw6Fjr5sXTvJ7yieDzLohIh61BsTlCgCdXUdWdKubxZl1PzpMuOFMkNbmNNplI140SGbIwySC9JNQGy6NPDKLtQVVxCslyOTbRkyVIlJEbLMkK1LCoRsmiCCwYzoZyKM5jBtDcmRyYfS/cvmUzll/6GjttvqCTVBMias2TXTaPUTCaTCZUIWbNPZgQFmVBOV9PLDlk0L9Jx3mS6XR2Ny9EBIabiVRMga66DrC++H+FfMplMJp8MsgyyTBWQQVbpqgmQNW/Zbp0T0GQymQJlkGWQZaqADLJKV02ArPnL9uiULiaTyRSoOwJZjTcEX18ZySDLVJ0yyCpdNQGyFizfo3PjmUwmU6CqFbI6b0+WFeGZciUtT47H58g4Vzg13Rh839tNBlmm6pRBVumqCZC1cMVe+aS+QZbJZLpZVQ5ZzRxEjT6cpoVRZm6BGknOu+lCljNuBXItM19WR2RWWsBTgyxTdcogq3TVBMgiCvrH9Yb6l0wmk8mnKoOsjttTZHl4ps7zlpFTIFujs6TvnlQNGurt03Jzskw5ni7nEnPVuHrerSYVaE40yDJVpwyySldNgKzFK/fJR9/45ukzmUwmT5UKWTT9jfF7rXKc3cIg0jSYkVsgOx3QDHDGsVExANVjV4psVO9WviRm5suqiKzb8m4ZZJmqUwZZpasmQNaSVfsNskwm0y2qFMhqtzVZVkRk6jyATDGyOTpLeu9J1Q7uTRx4DTuYKgdisxW2LiTnyZxTGToZc7BztdiUrMEdzybmavPiiXhfIRboASspGWSZqlMGWaWrRkDW6v3y4deD/Usmk8nkU6VAFh4olJZTINNOpBc7epB53hafzVQQSnf77nKQ039vatB9aW48EOubPZ3o9Z3ccrD9iiaDLFN1yiCrdG1xla65rmJVku52yFq6Zr98UHeQf8lkMpl8qhTIwoieSMjxd2bPlySXVkcW35kdr9Swg2nOEGarcb2YkqdGuMO2lJuaG8OdQV1wJlNy8wt0jsFg5yqaDLJM1SmDrNI17ki67L5c8uTtdztkLVt7QN6vY5CFCtxXSLpXlJnlq+wXp4I7dLMVec5Z7p7uVL5rmioNsrY7YOGz15k9sLmPzuyMMix6HKnjtmQ9nu8bA5uSXaDLfXb7mhtpVsxx6+8EZEVEXZUPvxlSmD6tP0yuxif7t5pMBlmliYpSZ/fu4uUuSXc7ZC1fd1DeqzPQvxR6mjx7i9RuNEoT8bywbZ5Onbus675qOEqad54mh4+f92+5PY2ctFanGaoKDR67UvYePOdfKl1X469LvqukV0QvfthTcvPy/Eu36tuW4+XkmYv+perTpNmbZcqcLf6l8umz74bJ5dgk/5KpKlXpkBWYeu5OUe8W4KShGiIzC2EJgPJCO2BYMZ457mUYduDm5sM7CVkHj0bKf/vR5/Kff6wvT73VRZ57t5ucj45zL9QlnYX7aFiU7D5wVtLSsyTMvWSsQ6ed0Yq+nCDx11Jkw7bjsmn7CbdPpm6LvHBVVm44JDv3nZGcnDw1ABi1jW6/1DTfPvHXkmXt5iOycftxSfGvM4WmDLKK18mEHG32P+KeUWnK9EMWNqAkhSpkrVh/SN6tHbqQlZKaKXGugoj9+ctzreVa0o1nuGPvaZ0S6NKVa2qvHnqpnbNtF3RbckqG7DscLsmpPjuZk5MrB49Fqr2jYgzEZGRmy5ETUXLR2TzUd/hShTpEpXTX/jMSn+CrnGIXz0Ve0ZSQmCp5efly9OQFOeRsYF5+vuTk5qkdjb6UIKfOXlJvy0n3l2V0zO3r5T3mapIcOBqheUIXLsVLUnK67D8SoZ4azv2+A9/DLm9Z2Tlqa7HNZyNiCj1AiUlpssdBm2e7PaW4+8X+Y9t5HrkuX5yP6/MMA/VRvSFaFqDE62n6fDxbTv6Pn4zW58M5AgXocj7yle/u/VLMNX1enIt1bD8bcUX3jXPPLz0jS/ePuhiv64ZPXKNAi3gGlCOcA3Hds+4ZA6SeJy4727dPfEKKvPF5X7no3/eyu3fyl+1/jvzlufqev64yVUBVCllear7xhncLoDp9LVcSHHQlZ+fLZgdhvfBauf2o7Q7eH3qQ9cALbWXU5LUydup62XckXP7pZ7XkV480lr//yReaBo5ZIf/4X7XkhQ96qBH57z/7Slp0nS6/ebSpHk965JX2smbTEfnnn38l//6br3Ufzv910zHyDz/9Utc/8HwbV6u8JP/3z9/Jv/6yjqZx0zf6c2MKRXmQdSqBpu0MSy4xsKXf3lQdMXzSPZeyiC4DPXalSimMFbKQtdJB1jtfDfAvha7wfrTvNce/5BOQ9U2zsf4lkRkLtkvLLjPkxOmL8qKzad0HLpRn3umqhTLerrY9Z0nDdpNk/ZZj0qDVBHnPwWXHPnPlyTc7q0fPgywKb2KHde43T0ElNu66DJ+wWlp1nSF/eba1DBi1XAaOXi4t3TKTa3foPUcrsb9+tIl832aiPOHOV7vJaGneZbrc92wrhYsW7vPWXWEyb+luhdp2vWa7vwMUYH7xUCO1p9+5PHFdKsA/feAHadR+iua9fovx6nXiXn9oO0muOnB56u2u0n3QQvn0u2GS7oAKXb6SKH97tYO7z9lSu/EozWtGRrZ6+1p1myHv1Rmkz8iTB1lc7/n3u+uzoFIe5irjnfvN13vhOA88Ec/oq0aj3HOcLI1cAs7+/Ewr+ab5WHndARDX4hk/6vLB99O883R588v++oyeeaeb3r8HWeQNaGLbK5/0lnXue6H5mntt0mGKPqcsB1ivftpbGrvluu6Z/uHJFvpMps7bKu/U6q/fKeUXMMe1OVeD1hPdsz7pz7HpdlUtkOUl+mIBVHi1NkRlSavNN0YYsi1UIQsIAnj+9+/ryaYdYbr84IvtZKQDL7a37j5THn65vcLT0HGrdN26rcdkiPvMy/TjvzSQv/vx52pc2PbU2130mB17T+m5/vx0SzUKbOPF5u+f3LpG7SdrDc8UuvIgi1GzDACxlCXbLmbJGX+FqqxacDpDFp0t3WsbqpC1asNhedsVVqEsQOTxNzo7WInzr/GpKGRt231SPVtNOk6RrgMW6L1RYE+ctUle/qiXjJ+xUT1ReHZYv2D5bj0Or8trn/UphKxct51Ce+maAw6SWqv3Hu3cd9oV+H3US5TuAAHvTJf+87VZDsjClnLuWYt2FOardbeZsnrjEW3O3LIzTAFs2rxtmrdn3+2mrQs/e7ChJCSmqBfn0Vc7OvjIkqcdRNEagAeL0Z9sI73+WV9tYQCmAGQ8SJ7XZsjYla5yu0E/A4bYYp7Rc+911+uRr5dcXj15kPWBOz9Nr2jdlqMKUPUcNPUasljvkZYLhJeMcwKkK1ziM9cBfPAK7vHDGhozZb2r4K+TZp2mydS5W3Vd+PlYhSkPshh0QVM1eRvh1n35w0j13OFxGzttvYImzwz4RHi0KL8uxiToc8T7hwaOXiGjp6zT++T74zp8D6aKqVohiwRMRbsCaerx9FvWhypkvfxxLzl3/or+6HA9A0a1Go6U7XtO6XZqYp36ztPP/+V+0D+6r4G6ennp//Bkc32J2IYnq5arCfKjZ5laxt/9+AttjvzaGRNeDl6Yph2nyh+faqH7NHagZQpdWXNhxXXoao5OucUMEKUpVCFr9cbD8taXoQ1Zi1btU+9EURWFLArbbg6usFU9hyzSeRlJND/h5aFgf/79HlroA1mbd5zQ4wAq4KDvMB9k0cyHV2b52oNSp8kYtZcxsUny5FtdJMrBFKKy2bHvXG2mfPWTPgpZXrPrfAdvPQYv0s94VoAhD7KANq7v5Y1mv7++2FYBCuFJSnNw5UHWnoNn1ZPlCW8NTZ77D4erp+6vL7QtbAbEs8U0SQgguf/5NgpDrzkw9K5H9w5PHmR5niBEcxtetesOYHgWAF57dw8IEPz9E83d/fnORaJrybMObtBBd2xd97zQxJmbFJyALO4f0UTL8/cgi35Z9LHyzgXEck2+U7xrNA/zHfAMPfE90bz7kANa7hFxHhwDrOfcwOvsxTt1m+n2FVKQdTw+V7oWGZEYCpBFk+C//KK2/Ouv6sgc96MLBlkYKoCJZYIS8gKzjJsb6GJ9i87TFbp4wdg2Z8kurbVxftb96C8NtHkQOOPHzzGBL4Yp9ORBVqqrIODNslS2FOXSwdhsmXQsXWeCoLmwLDrsgIwRyKWpuiGLPpRvftHPvxR6wqtEwXomPEY/9x+5rLAPDrYLzwyFPk1dgAmF/rI1B9TjA1DQPIY3huN27Dkt3RyY4LECsj74epBscqBVr8U4GTRmpUJBvebjZOna/drR/sCRCC3oNzs4wtNFhZSmRiDs7VoDZD1e/7ErFRyALG8AAZAF5KGikEU+aU6jOQvvC33HHiwCWfRheumjXs7O7lT4efqdrnofNJG9+klvCTt9USGFPlkAFPeH6NMFYNAnFgCkGY/n8ehrHdWLRd7nLr3Rsb9O49HuvlfIhJkbtQkQYKTpmEo1XiieDQBT10EXov/VJ/WHSh/3/LgX8k//tOf83isgC0BDgZAFxJMn7rung89JszZrxZy+U4+80kGndgL2aSps3X2WehyXOLD+yf3f6/3jtQO2ON8vHm6kzYXNOk2VTv3myWqXV5qEaSLuP3K5glqH3nMVukwVU8hAVnHpTkIWP0zctYVp6np1iY+dtkFfJGplrMcNjpuXF4Jl4Czfveyz3QuJISIaNOt5ifsMW6I1GmpKuGKvuZdrgnsZ2vWcrSNn6Hw6bPxq7WuAyxpDYQpdeZDFbwlYsFS21M8l77kxsrCsmn4iXbsalKbqhiyahwCSUBUdsfFywCDYnZkLdxR2xL5y1WfHsGsU0oGdtrFtgNXkOZu1mYtO7P1GLFNbR1MfkAX80E1i/rLdek68SsAF9nOWuw4gA0jReX2aAxy1pS4BSLQO0DcLe4q3iGtQ4CO24RFCgNCFi/Fa+ONNo+kNrz9eM0CCTvNc3xPTHJEXmhHxzAExNMmNc/dIog8U/ZTo29Tb2WSAKFDbHXhyn3QUBz7piI5t5r4GO5AEED1FuHzSLMf16A/F9Xb5m0apbA9yyyMmri30ciGaSgG+fiOWqieQ5j3uB7EfYIbIPx3ngawFK/Zon7Y5i3cpIPOs6CvMoAKeFdsoO2gO5n75TjjnPP9zocmU75I8MlAjNT1Tr8v9Abk0dfL72O4guq/LF94wyjVTxWSQVQJkmUylyZoLq08MLiAoMaOVS1P1Q9YxB1l9/Es1R1QOj57wjawzVZ1o0qTpz3T3ySDLIMtUARlkVb3oq4mNYcYIRiaXRdUNWeu3Htcmp5omvDd47U1VK33OpQ29NYWkDLIMskwVkAdZ2y9mS5/dKZYqOTEamblR6Yd1qYz9tlB1Qxb9lujnYzKZTIEyyApByKIvRGlTOdwLYlQLnUDvZnmQhbflgoMAS5WbLqXm6cTy5VW1Q9b2Ezqs3mQymQIVMpDFegqsrkVg6k5CFtGHGUpb64eRGlCOUTjVISIa3w2BDXFf02n2dkVQREZoVqZi45J0xA3DwBklFChc7oTHYBtD1KfP36afvcSoJ0bc0JmX+DEMgfYiKBcnay4MTVU3ZNFRmZFsoSoG49DR3JIlSxVPxJLLyCybIySkICvU4mQx8uLPz7TU4bsU2IRjYHocIg8z6o8RKoAGowYJzocHiqB2jBxBTHXACER04VKCxmShoEd4cJjKwJs2AQFXew+d0yBxz/uH8zJnFvud98dw4XpElU9OSZeUtAwdVcMUGEwVgcgDI1o4D1NLeGJkDN4xRtggzsF0GYAko40Y+ZPk7ofOlYwa8sT+3Ls3yoT7496J5sxoFCI1e8ENI1wegSZGvSCmuSCPnJMh1oj75nkRk4YRM94oGu6d/HjH3q7ID6EvSExfFChG83hhNhgJNnT8Kh1a/qtHmug6hrETE419CJZIZH8iKZfUF8IgKzRV3ZBFeIKXProRoNJkMplQpUEWhU2LgAjuxaXyQlb/vamS6wq5OwVZgBUCjoiTkuCA6zePNdXClwi7FOpMVUA8GKBh+rxt0mOQL7YLw4iJ9kukZCaYZuqC9+sOVvgionKrbjM10vv46RsVWIh1whQUH9cbonFeGKZLbBTicBFXhfMyvPrXf2sir3zcW0HqxnmGaMgHYqDUbjxaz0PsFk9MBUFzBkN8p87dovkgTAQxabgnb0qHNt1nyeOvd9IgeoSZYMQUHh5i51y8fE3z8tx73dx+M3U9U04wVJghz3WajNZ4NuzLEOvH3Hk++264npP7AfLwErEf0ZB5tkAWw7KBSqI+40E6firan+vyi3sAlopCVlxCivz4L9/r9+ZBFgJKibnDum4DF2hMs18+3FijIJO/f/tVnUJoDiaDrNBUdUMW8Y6IWG4ymUyBqhTIGucKGabKSXLGimk1eu5KkUYbgu9bFshqvum6TDyWLqeu5UpmboGciM+VlmUAOFJlQ9YvH2ms0xFQKHuBQX/lIIdmJTwvgQHmmHICrxKgACABGAR3I2Iw8VgI7sd0BkynAHQQNI4gdS9+0FM69p4rC1f6ogzjiSIqMrFbmPMK4W3ivNGX4jWQHB4fPFxMk8G0Fcx6z3bAh3muALDAfl3v1PYFx8vNzZcHXmijwfTID3MqEgsGoPC8VcAXMWeIYOx5via7fBLjC8gi7g06cMQ39yICHInizP0AKRz34EvtCj1sAB7w9My73Qqnavjwm8EKWe/XHaRBEtGGbcfkhzaT9PPtCG8cUfKLQhYg/P/+/J3G4vG8Vjwf9ge+mBKJSMxEb2Y7gWH/5Ze11asFcBYng6zQVHVDFk0IvC8mk8kUqEqBLFKzjddl/JF0B0Q5OpM+c5dNPZEuzRwwBe5XGmQxY3+SAluBrDufJd2LRIAvLVU2ZDElDkHwAgta4IFhy4woImKuJ7xF4VGx6l1avemwNj3heWJOKqLxLlm9XxMFPf03vGU6zdJXyJue4vKVawojgJMX8RgxWSvNbExqirbuPqm158Dz0NRH8DkmAfUAEAEyTPWTmZlzS35o7sNLh1cHEYSP/kp4orzAhOzXpd98hSwCB6JAyAIYuW+CF1LY0FeLe/CeG/O6MSM8niRPeLWALPZnqghEdOivm96Y4uN2FAhZBIRlVnyiSbMuMDHhN54/PvP8Ef3uZi7YrgEF/+O33+gk315k7GAyyApNVTdkbdtzqrCJ32QymTxVGmQFps47UmR1ZJbEZ+Rr4MBNF7Kk9+5UBamikNViU7JOrYHXKsfZOmbtn3g0XZpuLJvnqmiqqubCQHmQhTeJGdG9qMbMRo+XBuDAAzZswmrdH88STYlMiUAEePonPflWZ5k8e7N6lyjU2Ya3h8jIjdtPUa8UUXsfe72jRmoeMHK5TtnAsUwPgegb9fgbnbQ5cq07D2DEVAsr1h9U0KIztycgy5ubi/nCmDeRawJUNKXRBImnimkXmOqHfmFM3QCw0CwKCB05fl4hi+MQ/dC4PmBCkyFzfnE/3DuQ9ex7N0MW/b6Ay/EzNyr8/PaxpgpZU+Zukc+/H6HH0jxK9OyKyIMsmmGZsojpJI6ERSmU0i+LbY+91knOR1/VPDD5t+dx++TbofLPP/9Kp07Ck0WE6pJkkBWaqm7Ioi8iE+uaTCZToKoEsrzUzAHUOPVu5erUGWcTc2XaiXRn/PJkZUSmrI/KkkS8Vi55XisgLNi5ypoqE7LoVA7gFNXiVfvE6woNTFCYT5u3rbDTNn14aDbzplHAE4InaOCoFTptBcJzM2HGJu0j5U3RsHlHmM79dexktE57gPCiMZ0Pc2ZlZmZrR3WaGz1xHqa48M5Dp3ymWmCCT6af8AS8efmjvxRNheQHgALmgCimzACWaOJE9ENjygxg0esnxfQW3nnpEM59MQcjHi/myqJZFA8SHjU8doRpQMztlu6eC88EIKU5EjjjXHjQgC06ouPtqqjwpjFVEfOgPfRS+8LJVhHQxzZm9Kd5kM/0nfNEMyuwyHOg6bc0GWSFpqobsvgtU6kwmUymQFUpZAUmOq6vjsyUhAyfQXPMpV6rCUfTtakx2DG3kyoTsmqKAA+a+u41MfpzggNQRodWlQyyQlPVDVk7HWTh1TaZTKZAVRtkeampA6oRB9M0HlZFvVbBkkHW7ckLLWEqnwyyQlPVDVl4gb1mfJPJZPJU7ZBV1ckgy1SdMsgKTVU/ZJ2Vp9/u4l8ymUwmnwyyDLJMFZBBVmiquiGLgLuEZTGFlugPm+sPGVOSMgICMNckMXjKVLUyyDLIMlVABlmhqeqGLAaEPPlmZ/9S6InBLowWfr/OII1DR3/FYCKMDKForvrj4wUTs0cw6IW+jvVbjvevDU0xyIZBQ6WJgT+BM2RUtRioRGy1soqZQ4hxWBliMBIBoRlIReBoL3SPqWpUImTNOXX3QVacv2N9WbTTQdaMMIMs0+3r8NUcGX+0+GClpjuj6oasvYfCNTBwqIqwKMS0o4BltDAzUQQTYWLe/KKfjo72xKhkRt0yEpigw8yrSiBmRhTjwSPwsBdPj/MDYYiQLRznBTnOctt27TsjR8Oibpqqium3GF3sjcZmGQCIiU10506SNHfui5cTdBvXYnYJbxYGphtj4M72vad0qjFPjIZmlPTgsStl6tyt6s0iL4xe9oIhM9qZvnTAInECuSaheU6euaR59PYDSAn/QpzBQDHS+9Dx83I6/LIDFd86rsu0YYxMR4TN4f65N6Yy4zP3dfLMRXdd3/0yPyqzXnjBoyOiYvWa3n0S6PqjbwbrCFZGbXtTsp1w1woEJEIOcT/EBeT54qXieTECns98H0xflpKaqXHdOJTg2NcSU3XZe6b83bb7VOEoc1PFVCJkbYzKCgoyoZqab0qWbIYtllHE5hq0L9W/ZDKVX2siM2XhGQP1UFN1QxbQwXRUoSqC/H5Qd5ADghidhouQM0VFQYw3jhkgAC0KcICBoMSd+s3TGHKER/npAz9Iiy7TJezsJZ2vkfh8hD1BhLzpPWyJQtrbtQZI537z5am3uyjIMMNDt4ELpUmHG4GXI87H6swYBF1+6KV2Chdcm+m8Rk1ep3l95p2u0rbnbFnvQPG1T/vo+Z97v7tOfUVMP6Y2Y7J5rkPzINf8uP5QadNjljz0cjuFrL7Dl+g9MP1ZO7dv0vV03b997zkKnz/7a0NtMmzScarUazFO4wh+Un+YxiUkZiHxBJl4ninIEOuJ+de88zSdSJ6wOw3bTpIGrSdonL5PvxumoMXcqEApwZ8/+HqwBqjGi8XsIYTzWbhijz4nnh/PEkhlLlXOSXzF19xzAOSY5YPnRlgaQtLw/LmX/iOXaX4Qz4Dny/c8ZNwqhTKmPSNGIdD4+yeb6/MDBHnWwNpP7v9e6rv7ZaYQ4gnGOxj8rtV4hXACXS9evd9/dtPtqkTIIpgo4BIMaEIxEYOrPGLKHgKnRiXbyDpT+UXst+67UiQ8qfTC3FS9qm7IYhJ1AgeHqoiFR4FNwcyUXXhrigoQaO2ghn2ZbgsvSIPWEwuDD3veJ6ADzxXgBBgwNRXrABzmWCVeH8tefx9mVRgxaa3OugA4hZ2+WOglAkTwUs1cuF3nhMV7AmQxewUCsoj7h951sIJninwStJjYf/c/10an80JAAV4woBCvGWrZdbpCFjNd0KTbzsHaK5/00nlZO/adq/sw6f/vHm8mZ8IvF8IlAqq4xgMvtJU5i3dqDELPcUR+ARrEOuDnjc851rcMoB0+HqWQQ9BmREBoL06iB1nPvttNZ57gnmiyPHg0Un7zaBOdiJ98AO48R7bxvM9GXFFAIv/kic+e8EABVt+3mSi1Go7Uz69+0kefNd6z+55p5c7l8yp6kAW8eV5I5o6laRWP4Dp338yryxy4poqpRMhCmy9kFTsPYSgl4nAxd2J5tScmRwtKgNJkKqvwmE4+nq7Jb3dNIaTqhiw8RTQ5harweAA7CG9ULQcQRYVHCS/Il9+PUK8GQZaJn3fo2Hn/Hj4VhSz0+ffDZdWGQzprBYU9z4JCHOE1Gzh6hTZbETiZfbzmSJobmZliy64w+fDrweplAXRoQkNA1vqtPshjWjGOJ8gxCXBgirEUPyQwvyxNekCkB3H0QwOy6IfWzz0DmiuZY3bafJenUct1H5oSH3i+jXrwPvpmiK5DwArxz4DGIQ7u8JqxDwL8vOeJTrl9mKTfU/0W47V5Epjx8sL9nYuM1c8eZD38UnudMcS7J5rudEYRP9ASe41n7UEW3wUeOG9/pnbzxHdFEOrVGw7rdwhkNWo3WbfxrF7zT4qPPMj641MtCqcNG+S+o7HTNsjrn/eR6QuYPWSTTp5vqphKhSx0KDanxEmf72RiWp4prqArzlCWJn7KW6KzpP22ZJl3OkP2XcnRfjaWLAVLB927sCYyS7rtTNGpocrTPG2qPlU7ZB2NDGnIYhJ5PFn0LQIeejj42OY+r/J7Vuir81xAxPrT5y7Lqw6GmGYLkGKWiUFjVug2PEaAS/j52ELIYr+fP9SocPJ4muFo0mJ2DKCMZsFuAxbovKftes5SaEFsZwL+zTtPqDfJgyzmb0VAljdXKrMz0OTG9FvDJ6xWECM2WSBk0YcLD1Sf4Uu06fKvL7bVvNJMx3n6DV+qeaZ/1N9e7agzVvQaulh+dF8D9WhxbeAJCHzhwx56jzRPbtl5UmEQQEXM9wqIzl60UybO2qzPi+fL7BxMc8ak/3jTPJhBQBbnQx5kAb/0g1uz+Yg+E74Hb9o25EEWTY5ALx3gmb6J+wdqmWUDsTujW/lOaSalCRXIYoo2BGS9HjBvrJev//X7egqiS91zePiV9tpXjN8x8IvX0yCr4ioTZCEGNiRk5sul1Dy5lBIaKSYtX1KzK6eQi0vP18Jz8rF0nejakqVgiXk16YMVnpTnDKH/x2MKOVU3ZNHMQ6EbqqLpacPW49J7qA8+6MBOgepNHUXHbDpNe+KnDYDg5cBLBzwBNwigAEQ4hjlTEZ3ImRfU67NEp3CmBhs9ZX1hcxlNqkPHr1Yw8Tp5M+pxzpKd2q8Lrwx9smii85oa9x+OkMsOEBDeHTpkDx23WuGMe2BaMK6F6NxP53WgZPLsLTJz4Q45dCxSr3/+Qpx6ebjHtZt9c6OeOntZ80MzIhCJx4lO9BzH8TSb0pwJDAFAHBfY0ZwmQiDHN+VZjlxPSXf3sV0BDVhCzGPrHUPnfm9qM34vFx0kcs0N7n6ZxgvPFOCjx+heUnh/dKDnO+CZ84x41nwHJ077pjtDeNyALwCJkYtMubbHfUb0N1u/5Zh+Rl6+mF6N/oQjJq6VMH8T8r5D5/TcnId8miqmMkOWyWQy3S2qbsiiMKcfk8lkMgXKIMtkMt1zqm7Ioq+OQZbJZCoqgyyTyXTP6U5AFh2jTSaTKVAGWSaT6Z5TdUMWwSGJyWQymUyBMsgymUz3nO4EZBE9O1RFB2Y6Q1uyZKniaduek5KRWbZpmAyyTCbTPafqhixG6REuwGQymQJlkGUyme45VTdkMf2MQZbJZCoqgyyTyXTPqfohK1oeeKGNf8lkMpl8MsgymUz3nKobsohUfv/zBlkmk+lm1XjIyskvkGuZeRKbZslS6elqep4ku0LZor2Htqobsoi8ff9zrf1LJpPJ5FOpkJXnSpOo67myNyZTDdK2EEnkZb8zpJecIbydAo9jziXmyMaodNnhzrXvSqY7nyVLJSfegy0X3G8wOsMBV+mFuOnOqPoh66L8xSDLZDIVUYmQlZVXoEZoRXhaSKd9ruDLLQdpMZUUxnP35UxJzQluYE2m4sQvDY/WJgfoQL4p9FTdkBV25qLc92wr/5LJZDL5VCxkUZBQaw8GNaGYjsWVzRgiCkaMa57xlakCSs7Ol/Xn0yUzt+yAb6oeVTdkMTmvQZbJZCqqYiGLfifBYCZU0+qINMkqY2G361KGxKaZB8JUcR2Ly5aIpLIFpTNVn+4EZP35GYMsk8l0s4qFrAvJOUFhJpRTXHqeP/fFK6+gQPth0RRqMlVUeEUPxZbdi2qqHlU3ZJ06d1n+9ExL/5IpVJSeUbF3My3d3m1TxVQsZEVev/sg60pa6ZDFaMINDrL4azJVVPzm6BBvCi1VN2SdBrKeDl3IysrKkXY9Z8s7Xw2Q79tMlKTraf4tPi1etU8+rjdEXv+sr7xfd5B88u1Qyckt3Z5WhTIys+XK1ST/0u0rLy9fXvigh8TGXZfPGgz3r71Z56PjJD9IWcAzung5QZ56q4tk55S/1WP/kQjpNnChf8n3fDv2netfqhpFRl31fypZE2ZulKVrDviXTFUtgyyTqQIyyApNVTdknQmPkT8+1cK/FHqaPn+bNOk4RQFm9JR10m3AAv8WnzIdhCU68PrwmyGydVeYJCWnycWYawpj4edjFdK27zklm3eGSXZ2ribWR0TFyuYdJ3S5oKBAQ1ms23JU4uKTJT0jWyGG/diHa6BcB29AyL7D4fqZgUhnImL0+sDVvKW7pWXXGXosinJ/1289Jskp6bqMwt11uRd03a2PiU3Uz4jzbHLXu+Ty/9TbXXT7jr2ndRv5XbPpiERfStDjX/mkl+w+cFY/e3kAyliXlZ0jf3u1gyQkpsqGbcf1eSDy43nIoh2IpaRm6Geux/Ph+GtJqToLALqenO7AZpOcPHNRl/GOXbgYr03MPNPcgM7BURfj9Jlv231STp29rM8GxV9L0Xvy8gAYHnDPkHzxXCIvXJU3P+8nx09G63auzzbuE5FnngP7nYu8Ipeu+M5DnjlvfEKyLpP3hMQU3Ydr833w7K+67xNxXr5f5uoMBqemW2WQZTJVQAZZoalqhyxXQIcyZPUauljGTF2vn7ftPiWvfNxLPxfV5w1GyKFjkfq5TY9Z6snp1HeeDBqzQroPWigNWk+Q5p2nORiIl1883Fiadpwq3zQb69ZNl1UbD6kXbMi4VdK+9xwtiP/4VEsHTNMVmt74op9CVd0mY6RZp2nSost0d73hCl8PvdxeXvusj6zccEg+cqD32md9Zcmq/bJs7QH1vnH959/v7oDCBzR9hy+ViQ5cUOf+82XF+kP6GRgBjHoNWSx1m46R3z/RXMEB2DruoOelj3rJ8AlrpFH7ybLNAc7PHmyo9wdMPPRyO83D6o1H1KPHOs71TfOxMmDkMnnY5fHI8Sj5uulY94zO6/WauPvf4sBqwfI98uIHPaWPy1fr7jNl1/4z0rDtJAdFCfLMO92k34hl8uaX/WXavG2y99A5zRf7fVx/qNu2VM+F6jUfJ2/XGiD93fWee6+7njfszCV55t2uMmDUcpf/nvqMAGX2ZR3PZvjENfLnp1vJkLErFaSef7+HDBm/Sl74oLt+n1+77+h597n/qGUy0B0za9EOhbCX3e+AczzpvucjYVEy2B3PPfN8yCfX4/tkO+fFMzjUnfcHd2/nImP9uTaVJIMsk6kCMsgKTVU3ZJ11kPWHJ5v7l0JP9Bl79LWOvoK93hB58cOe/i03qyhkUZijzEyfJ6tVt5lagANZQAdeGLwbAMH8Zbvl3doDZfm6g7oOyHrt0z7q4UIfOABbuHKvfPD14EIPzUcuL4ePn9eRmXiF0OTZW1xBvlo/v/pJbxk0eoVCwSvu85ZdYbqe6wNMeJS4F89LhscOAEN4jP78TMtCyNp3KFyeJZ/LdytAAXxPvNFZvXR8ZuACnh0UCFl4gRBNbK26zQgKWQCgdyz360FWn2FLNO8Ij9bjb3TSbfpc3LqzEVcUKj0BTjw/RBP0Ww7MANKNDohQ5IU4Pbb/yOUKt3iZUtMy9ffnnYdr1m8xTq8LBHcdsEAha577fpAHWW992U+fI9q4/YQ2kQJZXRy0om9bjpf2vebovl+438WYKev1NzRu+gb1ynnfq6lkGWSZTBWQQVZoqrohi+YVvBOhLAp5Cu7Zi3ZKg9YT/WtvVlHIomkINW4/Rb0ruw+eVdihcH7nq4G6jUL+mXe7SV5+vjZzUUgDE8DT+3UG6T6IgnrqvK3yxfcj/GtEajUcJQeORsjT73TV5kUUCFnPuPUU8nhdSHiqEAX8+3UGSp/hS6THoBt9nybM2CjDJ/qOpS/Vgy+2LYQsjjlwNFI9N6ynCSwQsp5+u2thE2QgZMX5m9LWu2cB8AAsNNUhnheQxf0Clp48yMJLtnjVfl2XmZWt++10275tOUHX0WyI988TkLXJAQ8C7l7/vK/CDudD5AnvE82zNHuSH+AqELI69p4rHXrPKXxmgBx5PujuHXmQ9fwHPQqbAWke5TpA1vR523Qd39PwCasLz0MfNZof8SDyfQF4ptJlkGUyVUAGWaEpg6ybRf8mPBFzFu9UDxSemO4DF94EBqg4yHq/7mCZv2yP9ByyWL1WQBZeK+RB1sIVe7UAXrp6v3o8gKxfPtJYhjlgwiMGMOF5evXT3toENWLiGnnDQQTrAiGLpr/33Ln3HDwn4x00AWpL3DnxUAEZnmhK/Ldf19VmLE9Ay8OvtFevDV6Y3zzWtBCytu89rddds/GIwg79xl54v4fmGXgrDrIatZski1bulWfdPdLUCtjRXDZp9mb59d+aKGTRTPdJ/WH6DEZNXlcIWfRRo8l17tLd6nliP5rhvmtVPGS95+CR631Sf6iMnbZB+5O96IAIT+HH9YbKzAXbZfz0jQrLeO7ertVf7xFw5Jnw3Lk/vmv6gpE/IMv7Xj3Imrlwh3oV5y/fo+CGp1Ihy50TAXF4Lbknviu8iEAjzak0865Y7/O4mUqWQZbJVAEZZIWmqhuy6Nz9u8eb+ZdCT8AD/YHGuUIbbxaiEM30Q4Un4CDRD14093lQc/lKohbYew+Fa+duwIg+TQgvEJ4OOoDPXbJLAQDw4fg6jUdrIT917tZCj1Cy24+CnX1THKDhYeJ4RgMizkdfpJ37Tmvn6j0HzipsrN189KZO4twHQFK02Yr+cdzn0bALel6aEr2/NPnRN83rlB4RdVUhCy9fYB627DqpzwbIBFDZZ/9hn/eKZwlgMWKQJki8QeSTZ4cnjfsG2jxvFwA+2e0PpLAfHenp9I9o0gRuPAFZG7Yd0+fF3/x8X36AtUmzNit4cr9cExgiHwAW4vvwmgS55kS3P3BHPzbALjHJN6L01NlLDpLj9Dx73fkmzdqk50c8U2/AAeIZ8n1yrzy/XfvP6vPjueC5NJUugyyTqQIyyApNVTdkMWrtt4+FLmTdCVFgt+s1279U+Ro1ea2s2XzEv3RvCE+RBzyme0MGWSZTBWSQFZqqdsi6cNUgy2Qy3aLbhqy159N1ehovMdnyrss3lkl7WBewzHbdL2DdDmfk1rlzXcvM0wLrqDNqqyKCX7O0ZJBlqm4ZZIWmqhuyaB6j/0+RliuTyVTDdduQdTIhW43TZWfISEyWG7h8JS1Xch3IeMukJAdSqTk39sEI5uQVyLboDJ0rcdelTLmQnCvXMvIU4oJdt6RkkGWqbhlkhaaALGxQaaosyKIfiw+yzK6YTKYbum3IOuUg60R8drHLayLTJdWBl7dMwmCFJ90470qXgCsgC0O31h1D4lwYSM4ReHxpqbIha/XGwzqiJDANHbfKv/XO6sKl+Js6KJrujAyyQk+82cBTYmbpHXMrFbIebRqyUbAPHouUrbtPWrJkqRISgwy8kailKWQgi4mbU9z+XmIC5/ScAtl0oeygVdmQtWLdQXn89U7yr7+sI3//ky/kkVfaa3TenfvOyPFT0TqCg5EdjH5h5A6jX4jNwrBcRowQXI8pIhhtgth/+vztOhQ34VpK4dQSR46f12Gy3pfGcXOX7pJVDvI4H8OsOR9gxYgVRvEwXPe597ppM4WOwDl4TmYu3K6jnEzVJ4Os0BP2g3e8LHPAVxZkEdLAB1mlg53JZKo5CgnI2uogK8nVOjlHbFquJpoSyQPrAs9RUqpsyEIM6X3g+TbyP35dV67GX9d5pf7tV3XkV39ron8JvPfffvS5/N2PP9e/TB9B/Bk+/+T+7/UvxwJJ/+PXX8v/+n09+ffffK3DoYmr8y+/qO3OU1f3I4AcQ4L/52+/KTzfO7UGaNwZPjPL/7+7cxA/hWUSEZwZkQIEct7/cMd6w5NNVS+DrNBSjmMcuh1EODtTFlUWZFEBArK8EAAmk8mEQgqy4jPytC8Fhi86OUfCE3PUALJf4HmKS9UJWf/w0y+lduPRsmrDYQ1w17jDFAWdJ97srJOvAkBMb0DwOICJz/wFrAhkR/RdPv/ovgY62SkG+v7nWus8WRxLbBnv2N7uWNb93z9/pxF+2fYPP60lr33aW6Kdcf/PP9SX//xjfanfYrzb/wvpMXiRP/emqpYHWXTFoQ+ipTuT8HxTOcOWHI/LLnMH9C0XMtROBVN5IItI2AZZJpOpqEIOsrY6o8d6Rh7Gp+dpJ/htDroCz1Ncqk7I+uuLbXX7rIU7FLiYg+tffllHHn21o84VBRQxBxUTbQJKROIlZsxDL7XTbY3aTVbIwtt1OTZRP//l2dZSq+FI3c40B0TV5TOTi/IXrxWi2fEf/6uWzutFsEA8X//wky+loTsnsDd78U7dz1T18iALzwm/K0t3Jq3X0c6ZEuNAq4x8pfZpozu2uGbFckHWZR9kEUjTZDKZPIUUZFFgpeX4+mRxbLazfifdOSnAAs9TXKpOyMJjhZjPCwACnoCt4iCLWeFpKvztY011W++hSxSs/ulntbSZj3Vte8zSSMM0IXIu1r3+WR+dUoLP3sSdTGPx47800HWAF54xPv/vP9TTazBlgql6VOjJcp/5TVm6M8n9K5fY/YD73s5cK77zankgi3ndfm2QZTKZiiikIIv4WBwXmIihBXStLkPsrKqALIZkr99yTEEnKztHcnLydIqBTTt8k3hmZPimWKCTOt4qZksPO3NRp4WIiU3UeaT4TGd4OqYPGrNClq89KOnpWQpZP3uwoU7nwDQKaem+vj1Me8A0EotW+qYywFvFOcJOX9TtiFn1md6A82PYuS7NlkyB4E1fYap6eZBlunuUmVsgR5wtImZfSa17hJMhbl9ZdCnmmkJWjkGWyWQKUEhBVuC+gYlmQ0YgBtsWmKoCsqpKgNGbX/aXFz/s6b6EsnXSNYWePMjiL79vS6Gd9jqwomnxuLNVuaV0nzoe77NXZdGlK0BWE1cJKz02l8lkqjm6bcjCzU5nU0DKa9oLXCbBMYHL1CDZL3Ad++CpAraCXYdEzKwdl+4tyDLdG/Igi98yzUuWQjtddRU2bFBpynT7YCfovlAWMYHyr//WREOumEwmk6cKebLOJubI4dgsNUQYrqsOhrZHZ8jmCxlaa/TWA0l4olgfLO28lClprpCihhntDCEFVkJGnlufoc2EhHOgI3ywfAQmgyxTdcuDLNO9IyqDdKIvqb9WUdE1AMjKyjbIMplMN3TbkHUsLks9VyQ6p+NWj7qeq1CV7uAKQxXm1p9zIHYhOUf3A7qCJYKO0jeCY8+76xK6gXNyDOfiL2EdguUjMN0rkEU/sLT0svUFuZtF8NW7fci7B1kZ7jcc6z5bunsTlTkqj9iHUw6wyhoGAsVcTfJDljX9383C9jKwqCp1N9l3+gkXN1WUr4+yVSpK021DFokJoHHB09SXmJmnQMXnfTG+9XikCMFAjZD19MEKdh4vsT/n4BjiY/k8WJlB9w2WKhuy+AG9+9VA+fDrwfLZd8Nk5fqD/i1Vq4TEFHnhgx7+pdAVgFSRCPPE/PIGEFSXiMr/zDtd5Q9PtpDvW0+U5JQMjd5P37gn3+yiAw7466XXPu1dYsHpQRZzcfK7t3T3JmL0nXa2CjtUXjE4BchioEooKi0jS75vM1GGjV+tywzeef3zvvLWl/10BouiYgaK1z/rKx9+M0SadZ4midfT/FvurHoMWig7996a3+JEkNiyTn+CgJ8n3uzkX6oaxSekyEsf9fQvlS5+W9ipO6E3v+irg7YIgF0UPodPXCMTZ23yL5mKU4Ugi6Y+YIhmw2sOsvA+xaXnFXZkP5fkX+9qh9QUg50jMBEnC+8XwOaB2SYHRMH2DZYqG7IoXP/8TEt98YAJ4lglp2bI0bAonU6HJgKM6uYdYTq1DiMPmcPsWmKqHs/Iw7MRV7QmcPh4lM6F6P1QefEZEUg8rDz/VBwcu3LDITkTESPPv99d16W6mgSjD5lOB6ghAQXE5QHG9DzbT8iu/Wd0eh1GN23bfVLPk5h0wzCeOntZ80WMLfLDVD8EUk1JzdRO+HpOZ5AY+eiNTmQ/Rjqu3nTEGQbfuvMXrqqROOnW7zt0Tt6vO0jPRb6YJgjjzXNBx09G62dCWRALDPG8ACvup2nHqYWQFRl1VUdoMkqrqkQIDgK3Ev6CfBNao3PfefLC+z00BAZp8NiV7tn3cIDVWf7+J1/K//lT/RKNtAdZppot7EEoQ1Z3ByffNBsrzTtPVzvz6GsdtfDGHhB+Jjkl3b+nTyMnrZWBo1do4d5z8CKdxYIpvLx3H0X439nLV268s5xz7eYjajcQcIbdw75gT7CJa9z29VuP6XuFbeXz6k2HdZlBQJz/0PHzsnVXmPZx27LzpI6iRsxmgd3jXJxz5fpDct2f98MnzisQMB0ato9jv/xhpMxbskuPwZ5v231Kduw9fUvfOfrUcS7s/ONv+CCLvGJ79x48d9OclNgqbCT5xo6RF5YvOtvFyHLsKcFpsa9Mt+SJ54ddPhseo5W67OxcOXnG95w45oR/9DjPgDwyRx7Pp3H7KTJ++gb3G0vSfDAPJdemLELcG3YbWM7N85WBwGX8NZ/N5jqMRsdG73U2e92WY4W/08POdvN74JklJfvKC75z7zt8w4E4NpkA2Nwn+eQ6213+GM3uQRb3xv0yAARxfp7dGld2VLVnMNRVIcgiUfNLdjU/+l3Rgd0bBXg20beeKMys31KG0YE0CbKvdy7gLNh+xaWqgKz7nm2ln/mhPvxye/fypsovH2ks79YeqD+i99zfbs4A4ZXBiM1ZvEunuUFz3WfiaA1xBTfbBo5errVDXqJ3aw/QIKP1W4zT7RiIx17vJMMnrJbPvhuuhXymMzq8jH2HL5XvWk2QVt1m6g+WsA9c/5B72d5x52E70d4HufMMGLVc4YXzjJq8TvOB3q0zUF7+uJeGmxjhaiB1mozRcBKvftrHvYwpGk6Cl5njmaMxwQHZlLlb5SNXk6X2+9RbXZxRjdVpg558q7P0HrpYr8u+U+Zs0QkzW3SZ7u5llc73yPP626sd5KtGo/ScGPV0Z7QIsMp+nfvNl9893kwha92Wo/Kaywf5wsu0/3CEP9eVK2AQkPrwm8FqDP/7z7/SSb/5bp57r7tuw6CiBSv2yN+5Zb4LjEtxMsgyIQCeqbZKAvI7KeZK5T0DsggX03PIjVkh6jQZrdN+BQrIwlOBiLvXpscsffexA8T8o/DElvHOPu3e2QNHffOwYrcGj1mpdg27gkeec2HvgBiuhU3EdhAWh0oN9qFJhylqtyjwf/rAD9Kxz1x55ePe8p6zW31HLJW/vtBWK6zNO/tmvAA6CNw81Nkm7Bp94ag8EeS5i7MtwEGkOxf2u033mQoMH9cbIh37zpV2PWerHQIYELD4iLNVQ8evkjqNR8ufnm6pNvrtWv1dXperfRg+wfcsEPnk3oc5G8tfbOqcxTvlL8+1lgbOTm9wAISnaoS77xfd/W9ylXDgBnjjeX367TC1N0DZW1/213PyrJ53+3IfXJf4h8RF5LzYTu6LOW6B3Xru2ZKvZ97ppnDHcyKcT1t3X0fDfFOqLV2zX78vxHOmjCIOI+UU3kCeHWbt//35O2f3J7sya6677gCFo+dcBb/HoEVqp3/ywPcKWQ+/3E6dATw7vsM+7vtj/lwgS38L7nnzPT/7Xjd3r+H6PZF/ypgZC7ZrPmqqKgxZJKImM/qvaCwrXe/AqSwxrrzEvpwLEAq2vaRUFZD1i4cbyxffj9AXmR8MIqBonKvR7XJE36D1BF1HQcwLR03rsdc76o/1g7qD5YyrtfDSjpu2QSbN2qwvIjGvHnMvDssYGV64Nt1nqRFC1KaeeruLxt3C2CDO/9TbXSXKGQ4iS3N+PEd/e9V3nrHuJeNl7DV0idR1AMW5AmsQQNnWXSfV0/XnZ1ppsxjHYbwOHI3Uv177OsFUZy/aqQDC5NSIKPLUhnlxOQ4dOBIpXzcdo5+pYQExPCOeGTXahxyUkl9EUFW2v/Bhj0Jo+fKHEQpZGBqvxoexx0BXhXgeROpn6iE8WgR8BQQpGIEpD7LI3xPOIBJFf8/Bs/6jg8sgy4Suxif7IMtVJEJVHmThgaBA9ETBi7c5UGx/5JUOOrXXq5/0du9n3E3vPhCDNx3hcaESWK/ZOPXAIF5xKmlAEsd07jdPYeWL74erTeO9x5uEHSMOYRMHLgAZkPXEG53VnsxZslMDLSMAAU+JB1kPu8od98G5gRe8WlR+vWY1KqyZmTnqsY5w9hS7/KWz456wh6fPXdbPg0avkMmzt+hnoOX+51vLzv1nNOA058emYbc8AVnYcISHH/DEPtL9ADHd2qFjPs8b+aKiyv1RKUeUCUzuHwyysNE8S088RyrQtBqkpWXptfBIITyMkx3gAbmA7X4HuZ7HDVuHbaOyC1ACwXhax8/YqPdEOURF+ucPNSosJyg/Nm4/Lt/6r8+5WOdBFl41yjZabBDfKZDFM8Yjirbv9dlvoJDfFb85vuOarEqBrFBJVQFZNBfSzBZYQ33wpXaS7379uLEbtvMZAc5GDQQjgZcITwjQRdBRJnbGMGCASPQLYpu3zAvZwhk/fpAIVy8vDi9ylwG+KO8U/MAY52cb2rHvtHqiAs/DS4UBwyBSY/LEi4BLlxoa9xSYn4sxCeqlK3x5XS2X2ivG7nqyzxU/f9lurUVxXl5EFAhZ1Lh4uWiWxFgCWdRqvON5NnioMNgeZNV1x5JXamJeMyHNp986o1IVynX3xzOd7e4NA4Cnql5zH9AFQhaG7u8diNFs6OW1OBlkmRCFM5CVnhG6HZo9yKJpqIEfCPh9v/ppbzl55kagYwRk4W2iCcnrzsC7v2m7r3kfD7vXLYDmI8CApjkKek9U5AAPz84ANRToVB7xcGPbOA6PGc1u2AbsG2CG5i/fXehxY/J8Ko4eZFEppOnNOzfnxbPiva/ACMCL3aPSSoUU+PH0wde+CjDq5+7T87Zg66mIaeXvi36F5/eaKxGQhXcI0SyJ9w6bgocOfe5siedR4p6BLGCRpkqEHcaW07RGOYAi3DpgkWY6pkYLFJCFJywlNUPBz7PTfD8zF+7Q3x6Qx/Obv8wHfwivGutfceuZqYTKPl1JuJ/d+88q5D74YrvCZ8Z94JUCkBDreY4eZNE8SeXT+z0wRy6QBShyT4hKKfml1WL1xiP6/QKYNVkGWSUosLkwUB5kYVAxNjSn4f35osEIpX8g6sf3f++MzHrdH7dpbWdU5i7ZJa2coaJGgEuWl3L6/G3q6qVP1dNvd9WXgoKfHzy1Ml4qtuPp4kXlRfMgC2DC28TLhpEYOXmtNhPSfDdm6jp1j3vyIAvhkcIgkp/W3WbqS0rTHe5mXN/00YiNvy5DXU0RtzLNC1wTgxEIWZzvIffyYbRpmmQbL/2vHmkSFLKYeuQt97fP8CWazz880VyNGeDDizp9/nZ9nhiBqhDfJ02twBSJmp1XA/Mgi751NAHzebkrDEqTQZYJ4dHgd8+7HaryIAvPAnaDPld4lRjUQ58kmvA9AVlec6EnhSz3vqJ5rtLFO439olKF/aKfEHaCdXg5KJzxpmC/JszYqO85XSmwO52dTezYe67CDraLa3uerLJAFk2Mn347VM+FfU26nh4UsujszzVpaqQ1guOwl9hDLzo/XQfw2FCxBDD+6GCEUXU8I/bnfgBGT15zIfmmQzhNgFQyPcgCVAAbtrMfsLHZ5RnvFd45KpdU4AAR8jxt3la1+UAWsEg5MGDkcn1uACz5Z/ABfdWadJiqzXh4pLhHWgroRsLsIF4Z42nLrjCdGxc7jr5tOV67hMzh+fu/66KQhXeL7h5c+/9v763D48iyPO1/v9mBnZ2d3Z3d2enZpurpnuauruqCLmZmLhczusp2mZmZykxlZmaQmdmWSUbZsmRbtmUx+3z3PZkhp+RIEDptnfd57iNlZsSNG5EZN3733HPPQURVnC7kejZuN05GTEhQSycia+qcjfLsWz31fAP99wHp3G+WPgu4Jp41sr5iIisCCCac0yvCDeOBEMLZG1O2FyOHTmy+6xA8gVHqfpzcLIgV/BaAm4nREDc2ZmPAoX7s1DU6dYZjITCyonPCWZERDH4Eof4T1DMnpB6cIPnRc9MzevFgJOSNsjkvpjppD/PnTAnSweG3wI2B06a3HZYd6vamBjB/I8qAe5O2ICoL3bnPXrjVCbBEPVeuwdpNB8s6MixUmO9pLx0BiwUY7VEX3wT/c+yko4HRZW1AZ0LHg68E31mosy9WNr6Pc+mZ2plTKjrH+mEiywCme+JdZDGlyf0L9E08FFlFSL/FAz+0X8FP6ciJ8iuHy937ruxy/RUJ8hEwHty/3Mfc74CvGvc7fRhO8Dimc1zuNQaJfM5r6qJPoh2bgn6RWHq8KT2EEIsLmPbjWmvf5Po0+jCOxb0d2i9jsaG/xIeW/gurG30PVjQKxw4FqxZ1YfXCkg0MaGknVirPoRsQWYudcMJqRD/GsREiodcBQcR1CE2FhjUMwUb/6g0kOT8Ey6Ejp8ve45kyZ/E2FU7MhLD4icE3ApRzoo+lj+c68D3wvTCwZvDrWZmAbamHawD0xYhkztP7HYReM86b/fmOx7sBL9ZFxDOzOAhb+nt+K1wT+keuGSKP87/SfweuAQuduG587/Fs3a0LTGQZagbGxGtUHhNZBuBYjsjiQW7c2GDd2r77WPCVYUTGRJZhVAMTWQZgcb7pL1+ZyDIMoxwmsgyjGpjIMoApd1a3ZZnIMgwjBBNZhlENTGQZgL+RiqzsaxOZ2zCM+MRElmFUAxNZBrDIROM0xanIIko48aysWLFS/cIiERZyxUJYkUWiZj8hE8+F1D3RMJFl1CSp7je3zURWvYfVeqHBMA3DMCCsyGKE7idk4rWQfJo8itFAWpFzkbQ9hlFdjlwsksT0+I3ybdQN5M/7+a1flYVtMQzDgLAiq7j0siw7XvnUNteqkDOROB6xQBJqimFUhxL3eyMZOonNjfoNFiwTWYZhVCSsyILU7GJZWIm8g9eqLD6WK+cr8aDLd09H8iqedudnGFWB2eY95wrUH8smng0c3snZGRoA2DAMI6LIgjM5xbIqOc9X3MRDWXsqXy7mV37qj6nFlcm5su1MvootRJoVK9EKVqsTl4rc7y5PtqTmm2+foWRl56vIYpWhYRiGR1SRBTxGsgtLfR8617LkFl2ulhWBKVEemNvSCmRjSp5ssGIlStl4Ol92nS2Qs7klMU9PGzc+BCFVkZVhIsswjCvEJLIMwzCM8JBQGJFFUFLDMAwPE1mGYRjVhMTQP7v1S02vYxiG4WEiyzAMo5rk5jmRdcuXct5ElmEYIZjIMgzDqCZ5+YVBkZUVfCf+wIfwctCRMPT/UPT94P/gt01lILRFcXHthjhhRWfpdbAAJS+vUH8nXNOK17WwqNjyXsYRfD9rNu6X4eNWXFVGTEiQg4dPB7eMjokswzCMasLD86dOZKVfiE+RhWP++w2HSO8hC9Tq9lGjYdJtwJzgp1cYMmaZLF+7N/hK5Lv24yX1zMXgq8rz4bfDZMvOI8FXtcMzb/WQE6fSg68ig5hJOpIafFW3jHQP54EjF0u/4Qtl3tLtwXcDkKrlq5Zjgq+Ma82m7Unyt//eQP6/f3vDt/zoD5/FHK7FRJZhGEY1yS8oUpF17nxm8J34on2v6fLZdyPl2zbjpEu/WfJFs1GujA5+eoXW3abK9Pmbgq9EXnq/jxMw5+SsO6/p8zbJstV7pKCwWEf623cfk9mLtkra2Yzg1gEQdPOXbXcPqsPywTdDVWSVlJbKxq1JMmvhlnKph06nXZTjJ89JwrpEWZKwSwpd3Swi2HfwlCS6gnUnIzNX5i3ZLuu3HCqzijEty7H37E8uE1lbdx3V4wBtY1vKhq2HZO6SbbooYf6yHfL6x/1l597jut2R42dk5oLNcuhoQHjxPS527eC980HBzPlwHA/qLikplQNJKTJt7kY5efq8vr9lxxEVpFynY8ln9b3ikhJZuX6fLFm5WwaPWaoi68Dh03Labcc1ZJ85i7fJwhU7y0TWqdQL7vhb9JhsU+yOxfXhWClpF3Qbo3aZPGu9r7jyyt//5C05euJMcOvImMgyDMOoJgWF8S2yiN+1dNVuFVn8v8o9+Csjsh55pbNaYjr1maliZtDopfLWF9/L0B+WyV+faiMnnFCCUidynm7QXdr1nC4des3QfI6IrE59Z8mXLUbL96OWyJNvdJOioFgaPWml/OXRltJ/+CL5vGlA+CGwfnHb1/LGpwOcIEmRh17qJANGLNL9G7n2Y4m7+5m20mvQPPmuwwQ9BiKLduTmBTJ53PdcexVVnzph+bkTlIibH6as1u0ffrmzzF64VdZsPCCPvtpFz4u/CKG2rt0tu06RoWOXa9uAKP53PtFa28zChkfc/gixZ9/uqXXSltQzGXLbYy3lo0bD9Vh/fKCpWs1auev5fsOh2v5bH2mhn3EtZszfLKNc/c+900uGjVsuD77YUUXWfifc7n++gwwfv0JedNee+mkfAnnUxJXSd+hCbZNRu5jIMgzDiCOw7iCyzqbHLrJ4CGNJ2XvgpOzdXwvF1UtORQ9PZEFlRRYiAGvY6g379VzveKKVth/GTV0jXfvP1v8PHjmt4sDjhfd6q8j65Z3fSJ8hC5w4WyJ/uP87ORW0/iBk2vWYpv8XufoQJ1hwEElYcbAKdew9Qz/HenTH461k/tLtZVafUrfNPc+08xVZh4+lyb3Ptivnr4XFqHmnSfr/O18Okp2JAYvWgaTT8vy7vfUceR9LEhYsD8QTFqkJM9ZJr8Hz5eUP+0ozVw/n8+xbPdXKhMjiWsETr3dVC93trr2eoOwxcG45kfXoK13UogVY+Dgn2rZw+U5972z6JT0PT4zx4LeFFXWDiSzDMIw4AsEREFmXgu+Ep6CgSHoPmS+/ubuR/MqJjz892LRWys0PNtOHhUcsIgufLYQDIGDuf6GDBljNyMzRKbfn3cMeK8/tj7VS6x2Mnbpaegyap/8zFfbS+331f3gxKLJ+fVcjdSTetuuoFm9fRFbboMjiGtJmBGKDz7/X96bM2eCET0BkFRc7kfVEayeydsjXnshyAuoeJ6QQWXc+2VqFEaLmt/c0VqsQIqWiyGrWMSCyOMaOPZ7ISlHhRBvWbT4oTTtOlAafDdTPYPmavfJpkxEqIBHGLzhBNtEJLu98WPCAyCoqCggqpjDZDjFaJrK+Ly+ysA56Imt2UGQ17TBRFiwL+GudOXdJHnypo4pLrIcIWax614OT//WOiSzDMIw4gocrIosHYyQQWFglmDLDL6guH5h+IuvYibM6tefBqqlbHm6u01VYal7/ZIC28RMnMLDiYOUZN22N9B26QKfzhvywzImbNpIcdDxHEDz2WhcnJGZK536z1IKFyGrjhNSbTrQw/UW9xBWDwHRhYBrty+ajdWqP6UJPZDHld88zbXU68Qv3eaO241RIYbXCgbxF58nyyzsaqsjCosQxG7eb4I7bUK0+TGkiyIY5YThp5noVVbR3wbIdsmJtolroWC2G4Fm2ao90HzhXt+3pROPb7lw98vOL5OaHmum0Iha2Bct3BKxME1eq9Q8LXkWRdTrtgk5PftJ4hAwevVSnHENFFtOEWPqo4/HXuqrIwop3lzs37zMELKKW/WgX25nIqn3qXGRlZ+fpl/7qR/30R4aZMx7KE693k69ajJaN25L0h19ZMKWPmLBCO5LHXu3qewwrVsoV9/t/6YO+0nfYwqgPVKP+gIP1T/8cXWS17j5VXnyvj06N1TWsfMTSBIiX/YdSVOxs231U3/M4mZKuQmqhExI4ogMPFKxKazYdKHvI79hzTKe5KvqhUSfvY+HRKcvMXO2feT1l9gZJPHgyuGVAZOGvlOAED071XEdE1O59VxzNM10/zWq89VsOlh37QkaOTJu7SfYdOqWO6KzuxFEd6xIO85t3HFELEqJvrWsz7cEix2Ni7eYD6oQPOKjPdILnyPE0fc2KsTmLt2rxhKAHAu1QyMpELFVT52xUy5c69oc8h2gTgprjc15LXcFvDTHIfmfOZei2G1w7cHzHp4vvA1gMwHRlort2gA8aohBhZrkx6wa+Vz9x5ZV/+OnbZYsbohFVZPGDwITrd6B4KX//47ekZZfJ7gaMPVH0rsQT8vv7mqj5lxHOijV7dWRjxUrkslc7O1ZN/eL2huosaxisIvvJn7+4aqVdKDwgsXZ5fjuG6NQY/kyGEU+kpF6Q//zrt/Lffv7u1eWmd+WpN7uX+SRGI6LIwsERU66fsIm38jc/elMdBGOBjvAXt3+t4qoKBjDDUJhy4cHKaN2o32CxiCaysHjc9VTb4CvDMOIZ/AbPnruk1unQQjgTL1RILEQUWZhY/8ZH0MRrQXl6cVQi0bjdeGnkimFUF3xSnn+3l4n1eg7TWIgspn3CMXfxNnnhvSsr7wzDuPGJKLK+6zDRV8zEc2E+OxJMKf7u3sayNyS4nGFUlazsPPn3P36mPi5G/QX/GkSWt1rMD/x88McyDKP+EFFkERzOT8jEc0kKRu4NB9GGCV5nDoRGTXHTbV/LiZOxpfUwbkzKRFaEQd61FFmsZGS60ooVK9UvZB8gO0As1DuRxUqXn9/6VbkgfYZRHXCAP55szsz1nXgWWfiQ4DdmxYqVmimxYiLLMKqJiSwDEFmsSgqHTRcaRv0jLkQWwe+INMy0i9/nlSkmsoy6xkSWAT91IovkvuEwkWUY9Y9rKrL+7fefaiRbOh8Cgq5cn6jRef/hJ2/7bh9LMZFl1DUmsgwgBpaXk88PE1mGUf+4JiLr737cQFMo4EBG9Oy//fcG+j5Bvtp0n6oRcv94/3dX7RdLMZFl1DUmsgz4mRNZJ01kGYYRQp2LLLKik8mdCO3/+PN3fbchuefihF3SsfdMzRHkt024YiLLqGtMZBnws1tNZBmGUZ46F1mTNXfVKXm6QQ/5L//+pu82P/rDpzJm8iqNPfQft3/ju024YiLLqGtMZBlAv5KcEj6Uh4ksw6h/1LnIGj99rdzzTDvNPE6ma/wYvM/+9v81kA+/HSbrthyUZ9/uqdv+8g4TWUZ8YyLLAOLvkQA4HCayDKP+Ufcia9oV4XT/8x106rBR23FyxxOtZcnKXdK53yz57794Tz8nE7yJLCPeMZFlANOFySk2XWgYxhXqTGT983+8r7kFsV79+eHmZe+T1bpDrxmyK/HEVc7u9UlkEdyMlD9Ejq5MoLNQyJ9WGbxj1iXF1+CYtY2JLIPEsT9z/QpplsJhIiu+qGxQyWjQd1e2D64qlUlQbFQectFu3JYkY6euvqqgSw4fSwtuGZ06EVm/uvMbWbJytySsTZTNOw7rdODNDzYr+xxH99GTVpXbh3KtRdax5LPyTeux7sKu0ddDxy7T17l5Bfq6piA8/11PtZGGrX6Qll2nyK2PtJDjJ2N7aHNTN/j8e51epRQXx3bzpaRd0PhkX7UYE3ynPKz+ZFo3NUIutsqSfiFLfn9fE607Vui4yIbOjz5eMZFl9B++SF77uH/wlT/XUmSVuhsIFw2S/qefz5TW3abIO18NltkLtwa3uMLKdfu0n/PKt23G6j0YiZzc/OB/lYPB9ciJCcFX0aG/y8svDL6KHc590YqdwVciJ1z/+thrXfR76zNkQcz97dJVu2X4uOXBV+XZsfe4dOozM/jqahhc0lcXFhYH34nOvkOnNAl9KNk5+fLWF98HXxm1wZadR+Tvfhx+0d2Pb/5cMpyWiIVaF1k/vvkLbXD3gXOlcbvx7uaeKu16TtfwDUwRsk28iizyE1HnG58N1NdPvNFNX+OQn+n237M/2R0vTYqKSvTzs+mXJPHAKc2P6MHxGOUWF5e4i12k/3s5j+gwjhw/owEM/+XXH8oL7/aWybPXy6ffjZQLF90x3Kh4z/6Tek5FRYEb86zbf9/BUyr00B1EmG7eeZL0GjxPeg+eXzYy40bcn5SiYioU2nroSKq2/b/+9G157p1e+j7Hot7zF7P09cMvd5Z/cJ/TGQHHo+3ZrjM9ePi0Xj9GU7zHj41zLnCdB+1E5VO8thS5cz/kzoHjcv0Qg+zDvtTBuZ5Nz9QHAdeEFVoHkk5rZzp93ib5p5velV37Tqjgyskt0PM6dTp80Me6xkRW/YZ+gmjvLOiJxMwFm+XlD/oGX9UtA0YuVveMb9uMU6HFoJf7+A/3fecGUhnBrQKcd4MhzuV51x9NmrXOPehTJDs7XwrdvU0/wX2YejZD+y3uV/q1lz/sq/tBltsW0cK9CuzDNtzXCAzu68C+pdpnklcRiktKtD/z+k/2R9xxLC/X7JpNB6RT35llFkP6Jeqi7wmF4ySfSi/rzzo68YOPL9DPIK469J6h+693g376S/pq+kfamZcXEHL0YcQ+S3NtAGZi2vWYpv978CwgnRLPtM+bjtT3sNiHngtQ180PNdNrwf8cx6sXuJahD27OkeuzbddRfc1zg7YwWL37mbb6HteSPpq2GzUH37OnKfwKUQ+OnjgT3DoytS6yHnu1i/74ho9foSKLh+a8pdv1JD5uPFy3CSeyxs/Af6vhVe9HKnUhsvjR4+SKoz5qd+HynTJo9FL5H7/8QD9n2mDT9sO6T+8h89XHbNrcTU4IBf5ndAIITuqgg0bwILLebzhUt1m+Zq/84ravy44xd/E2GTp2uR6DuGJ/djcrN/GP/viZ/Ie7RtTBas1uA+eogMJ6+Dc/elOnYxG44PoWefuLQbod0fWpB5G11Z3PTX/52r3fQP7v7z6RVev3XSWyBrvzo11/erCp7k/9HOd//+YjuevpNno9VqzdKw+80EHbTCHALJ3Au18P0X1+6fbh+iCy3nIjOuo7mXJe7nuuvYpxRNdbrn1ci79x2xGY9l9de/Sa3vKlbNlxRH59V6Oy82LUGA8GLkTWfvcgoqO1Uj8K9x73TbOOE9UXa8HyHcFfQ3h6DZqnIudasPfASVmcsLPc8bl3Hnihow6A/OC+3bQ9Sf/v1HeWPP9eL/ngm6EyeMxSefvLQfLUm92lS7/ZuhL8337/iXzmBocIB+5vtsMSjgDBYvb6J/3llY/6yauusO+j7rnQ010Png3NO03SfoJteCY8/HIn2bHnuHR2dWP5oy76uwNOFL74fh+57bGW+jzhnOinPmw0TP+GRtvnmB81Gi53uoH8ZtcXh4osrG607R4nVJav3uvOc7Ab7KbJM2+5dn87VN51+97v+jFETbNOE3Ux1v3Pt3d9+MarRNaGrYfkrqfa6jbPv9tLRRbn8pqeywh56KVOZSIyVGQ1db8br16eiYCgRAjn52O5v6zXkecAlkTE1oMvdpT3vxkib7rn0V8ebaGiFyH8kTv/2x9v5QZ6Z7Ueo/pcVyJr1KSV8p77Ea/ZeECDjPJDXeke4tygOLqzTUWR9T9++b70/H6ezF2yTX25vPdjKXUhsjDf8vevT7WRJu0nqMn7H3/2rgqAKbM3qMB48o3uug9fxD/+7B13A/fQKdI73M0A3Oj/5zcfqyCb5m6y/+q2QWS9+elArbvbgDn6l06CY9Dp/LO7Lv/uRNVnzUY6ofGGjk65Plwvr010Xq9+3F8DvjJ//McHmqqYOXMuQ29ChBM36MgJCdpORNazrnP5O/d/044TtK0vfdDnKpHFyI/6mdL8pMkI/b9L/1kBQeTawhTnZ66D4X06Tczi/D/CHQeB9ZdHW5Z9x3QejOj5n9Emneb/+s8PdVvee+G93k6wJcpSN9qmXkQV5n5EG59zXrc83EL+3olPLHvXGkQWizf4a6V+lP9w5Tb3m+ZhyW84GjwQEQoMRK4VTHWFiiwe4Dy4eaD7ESqyGBBSAMtUmutPcJ+459l2an0h/iEgTLDeIGwYkG3bfVRe+bCf68u362c3ucEY1hhE6qOvdJZVG/brlCRCg+N504dfNB8tbbpPk85O3AEDRWY2cN1g4AoItt37kvX/GfM3y3eun/SgTVjq3nGCrsf3c8uJLKC/HD5uhf5PPTw3EEQr1yXqe/RRzDJwLriNENcRMVNRZD3nhBViD2g3faCeixNqei6uT+NcIFRkefW26DxJhaXHF81Gq5URQfnGpwN0sP7pdyOk79CFbiC/RLdhkM61xSLHee7ed0Iee62rTJ2zUT83qs91JbLw+8HE26LzZHfDHVORNdT9wCfOXKcWLSwnnsjCksJIZa3bnpsj0pxouFKTImu7ay91Yo1jGuyOJ1qpqMBq8UyDHvIvThggMBjN8vdx90OnA0Kc4GMFdGBPOkGJ0GCbYcH5fG4O6sIKhHmd6xAqsrAmcaP/y68/0tdYARFOf/+Tt1UAPew6KEQJIut39zZW0zLb0VHc/1wH+ScnrJgqZHTFdcR8T2fANWYkxOt//Pk7KrJ4WNC22935IdLw0+IY/JA8Bz9PZCEiR7nOhP+bOTHFOTCKwhesjeuEeX+++17pCPm/reuQ+EuHgaUKC1WoyDqYdFrbj8hiGpn3EI+A6d6Lp3bE/aAfcefM52fPZ2rHyP/HTlz70RsP3aPHz+qD1Er9KUzvxAJ9ByKce41ppGtFqMjCgsSUEw/6cFQUWQx6oe/QBTrQIubhgy92Kieyjhw7owNKLE0M1vDBxYJ18MhpvWa3P95SXSeY8kLgeSKLex6rFf0MBf8pRNacxYFjMlPAQCtUZCHwsJQBzxZmAYDj4B/Xtf9sJ65mqLUtVpGFvxrQR+I+QV+IwBrmzuc9dz0qiqy7n26r/TdgPMCSpefinmPeuSwM+oJ5Iisvr0C+bDFa/W95HmCp8+DZ917DIdK2J+e+tUxk0QZmTOBiRo7c+WRrdVvhN9V/+EJt56SZ6/Vzo/pcVyKL6SS89HnwIiIwzaL4cRLEDIoTPHPjRHifMX+T/vjJaci+rEbkAVaxzkilJkUWwuUXtzON9qZOyfEXEYJvBTc4hWNi1qbDwhrEdggWRk8ejDDYDiFxLngT09EgTrAm/fbuwBRYqMjq4zoy6mQqjdfte81Q8/Z/cdtx3L+6m2yeGx0isnAmDxVZOHJSH9cOaw+mcToe/A6YliM3JNeW7blJ6TT4/3f3NNH9SW3U4PNAO953Nzx4IutHf/hMBSHXAt8ORBajKOB7RtARTJZz/dfffqydK06CbOcdE5GF3xn/M23JPmxPB/NPN72nU6JYCcdMXimfNA5YzbACMprl2rIP54B1jOt4reE6Hzqcqn5lVqx4hemr+cu26+CLaTmExbXEE1mIpV/f9a0+xOmHmd7C+uL5OXlUFFmcCyCimAJDZP31yTZqoWKgtPfgSZm9aKv260ypYkX3RBb9Mn0QA1U/kYVFCsGCKwZ1M4uAyGIgDp7IwmKF5edU6nkVUU07TJQDSSkqirxpt4DPUjv1EWNKDpFF34Hvquc/G05k4R8K1IclCr9hBodY1BBZM93x+Yy+FFp2maL9J1OuWNqxZHEud7lzYZC+KzFwLoDIYrZjx55jeh2wwuNfFiqyAs+FlroCn+/FE1k8H599p6drZ5rOctDnc5yXnJjjfJ98o5uJrBrkuhJZFB7I/Zza5iHMHDYnQCP5jKkufBUYWWH98fahM2A0s3rj/jIH+VhKTYos4EJihmb6i9EQjpRModEx4D/Ejc4Nxw3N55+6Ed6EGWvLjVgZLdI2Riih4Aj+VcsxerN3cfUw0kKQceMyPcg1YBUJscMYLZ13HQA3GD4NmKAxZyNQEUCFhcW6HwKWETamdXwC6Bw850/gpuV7JV4ZlqNx7i+O6T9MWa3mcNq4Ys1eOZmSrlMhw4IdkSeyWjsB9kWzUfodcg2xVI2evEq3AeKe0TauGZ0f4EvFMemUaSNtw1Ecwc31owPl2tGp4OfylRvlfeA6RzojOuvvOkzQKch89/kkd1w6Wbb3BOu1BpHFg4XflRUrXmHA9egrXfT+8BauXEuSjqXJguU71b+T+5DSqusUvccGjFgsFzMCAsNjuhv0njwdmArF1YPpN0B84DZAH4LwAfoDLNu5eYXSrf8crZv+DB8t7ln6R0QG/lw4vOPUTl91zPUDC5YF/Nk2bE1Si32zjpNk/6FTOp3JtBnw7ECA4ZCOqOF41Dd60krtixF3obOefE4bccXAwhToRyaqFQjoB+mXgG1pH+dC+2HKnA1yzgnl5e686aMRcBSm+RB/SccCzxn8qPAto90J6xJVuIJ3LvShLNTxoH/H3YHr6dWLcAyFwatndeP6eec2de5GXZmN4MICxnXkejZuO15nGPhejJphqvv+Q3VFxcJsVSQrcCi1KrKwpjz2ald12OYhjnmUByTKHcdELV8OVmc/T3Rh2enohAMjDfyDMPd6vjixlJoWWTVB32EL1TqDpeZ6he+Dc+BmNsrjTRcyordixSsMfAzDuP5gQRaL7nCpqVhYdPXYq11ivr9rTWQxrUMsFkY7OC///t4munqEFSjlStOROs/eqM04nTbCuQ/TLivfWBaMimeqye8YfiUeRRZWKEy64RxMrwd4aHAOOG0a5UFkMcpnusWKlXgqN1rgX8OoK7C2YkmsWHAD8KadY6HWRBbz3Di3Y83y+zy04IPFNCJmUhxEeQ8/BlZZ/PMvAil2Yi3xKLKMGxtE1p8eaCr/70+fW7ESV8WbzjMM49pQKyLrN3c3llUb9sn/Dq6Mq1hwYn7j04HqA4S/DT4CzLezekxXuT3eSlfX/dsfAg7wlSk3isjC3+BGh0Ck17N1z8NzfGfkY8VKPJWaTL/CvRqPljF8UK+HfoQmRurX60OfXx+pMZH1f377sTpZs7QUgfTnh67kJ6xYsFJ93fIHXfnxxicDVFThHM9nrJpgNQbBJyvuF0upSZFFBGJCT+BsyOo+z/GztsnIzJF3vhoUfBW/0LHRkVcVVv3ggFob4EDP94YDrjd3TmeMbxnvM43NZ/zvFRYbsJIIZ1VW7Xw/aklMqxcRWRbx3bgewKEaR28I3L+BVXI4beMkPm/JNnUm9wPncxbehAOXggaffV/nYSpGTUooCy8RC97KwLomNe2iuscQTZ++pSLEEyssNHeMG40aEVn/81cf6PJgYqcQi4llqX7bRSssc8Y5/Dd3NfL9PJZSkyKLlSO/vaeRruJj+TIJrFkBR3wSliNrahvXUbFyxVvpluVuYC/FAyMT7zisajlxKr1sJMh+BORjBYsH9RG/ilQLD7zQQd9je+aAvRWC7EeKCVba4R9FQDrqISKwB/tTT6hAIJYNqwiJ4wXUQXsY6SI+aB8rd1gxwbl5sH1ySnrZ6ij8y/ic68gqSxYyeMue8dniWtHZAnXSRur03gtcL3c+bltWBdG5A2KN9njbVYcMd24EbeX3wJSJJwRZneNNX3/wzTCN4cbnLLDgPR5A+A8i+AlDwXv4FUbDRJYR79Bv0b8Q4BdfLe4J/EtYxcuq5ROnzulqZ6K3s+I3FO5jAogGoo8H4mzRl7CPF6cKWJnH/cNnQJ+DA7HXD9Ef0meQD9V1A4r2Z/Q9rn3a9wT7Tu5h6qGtQP9KP+vFJmN/BkQUUoqNm75Gz8nrP+jLqBPox+nDqIs2vvJhX+0v6TtpE9eBNnhwbFaVc708uEYeHIc6OS/6LPpC8K4x/S/t8sjKydPtiOlH+Av6S8I7AH0pn7Efxob8gsLAubn2ke6I6wPUfdTtz7PHuL6otsj6bze9KzMXbCkLDklMJB6c/JgqbutXWE34u3ubaNoW4k/9tIoWLK/UtMjCsgbc3MRu4uYkcjNBPgmUx9J94qYQ44pRHp0U4Q6ADo3ULyzrfdpdD2JOEfME4cTyYsIlPNWgu8YH40YnoB+ihVhZxMTimMRmYRUm2xFOIceJOMQBqxvIuYVQoR7ipLDkGqFAIDzq6TV4vrYDXv90gAYH7DpgtgrGp97soas8ST3BjYsFkmB+BIElsj2dVMK6fRoXDPFM/QgjguJx7l80H6VhFYh9xWpQ4uFwXNrLd0/n9eBLHTWNDyEnCCqKsyAxuIiTxXt0KvxWAukxOmnsLGLVIBCrA53cvc+100CuoSKLCNXUz++E4H10bHSeLLUn0CvRmfmMQKnUgXWW32O0VSQmsox4B8stVlyg3+o+cI7GviI3LKFcWLJOv1VRZBGhnjh7H7s+gD4MkYUliHudUC3cT6TXglCRReBM+ihcQugP2Ocz9zyhX2K1OLMdgPChXyVdDCFdHnm5s96XZH2g0CYWQz33TiAVF/XRt3zv3qNvok+999n2KrKIDzjDPUNgxIQVapFj0EcbddbE9YEEcMYHmPAJ9Hu8Rz/4xOtdZeKMddoX4baCZZsUO4DQoc9CqAF9JiKJhVmcE/Xv2HtMQ9MQM5BjkVWD/pno7IQmog+lD+Za4BpD/5/jzpN6OW9mLojJiMji+tNXs1CM641w5FwJYMr+FUNtGPFNtUUWPyimCUPfIwApNxkxnsq97x56DZwgad9zht44xAch4zvxkx53P3L8sUK3r0qpaZFF/kA6I0QkNx0DC3KVERSOuCR0GIw16FgIHMp7iCU6AgTH9j3HtOPhPJnCIoXMsjV7NGwFNxsxYghzwXSkFxtl++6j2vEgQD5vNkrfwzp2x+OtNYo7+QqxGhF/hcCk1JuwNlE7G2KzIPYYMYaugOBmJiYLliuCeFI3+yGu6Fj+865vy0alDZ1wm7Noq8b48ToWvi86Ma9+2LaLKMuB2F90jIwAWazwi9saqhj904PNZG+wA6YjYrqV4zEC5Doi5mgHnYmX3wuzP8KxOjDqw7pHPsdQkZXmRpfzlm7T3wkiC8hAwO+ONhDPh8+YRoTf3N1IV7wibCNhIsuId8ioQSwsoN9lYERfxWAHJs1cp/GeKoosBldebkNiMvHQR0x85MQSKXMGjlrs+oSAdcsTWVivCaTsiYGu/eeouOHeJ8cjgzXPukXcqV+5gRp9BzBVTywp+otFCbvU6kO/Sv9Kn/G2EyOkvqEf9e5rnkGILPol4lsBbR02dnlZIE/gmLSJ+hBOsxduUXcQQOwx6GN/hBfR3kOt6kzv9XOCj0EZA0L6Cvo+rgEhihBtpJBDRAL9CjEMiSnILA/wF5HEgBTRNcf1dfSnwHnyXMJahcjj+UEbyU1InC8G1iwO43p51i3j+qDaIovEwOQlZLQT+j6rAkmKjPpm+oWovwQcJUglgoqbkQcgQb1C96tuqWmR9Wv3oOVGwqTrmapvfqi5EyuX3U2zRxq3D9wk8NIHffX4pIdg2pOIxtwUWHu4SREq/MViR3RjXg9yr7lheeiv2bhf6yHP4H3Pt5eJM9drwmcPRnmYsb0M7Nx8pOXRelwh4i+dCNHin27QXb5teyVPGaNC9kWAVGzP4eNpKuq8m7f34Pka14xOxzO5Y/1q5cQHncJyJxIhVGTRFo6BXwedWMCa1N51noHrTOeycWuS+9tTXwMCEpGF4PTM4DsTj6vlrrog+jyRRd2ktmBKgE6e3wnXm++Tjh8hhb/J+s2HdDrx+Xd6qbhksIBllt9BJExkGfEOIsuzsCOkYhVZ9C+eD9OiFbtUZLEdg0uv/yB4MXgii8Ea95XXn9AvYTkjODHT73zGSnKgf6Sf8balPsQRqchSUs9rvxvaZxA8dbwTeQGhFHivS79ZZSJr8uyAvxnHox4Gl/RvHog5T2QNHrNMhowNWPcQNTzD+JzBLrkHETue0GKqkn4Kgdlr0HzpN2yhDry9PpxnASLLu8YYGRicc528YKQEgw0VWaz8HDAisD19EVHet+46ojMjHlgL17lnCYPohq1/0JytXqoz4/qgRnyymFJhdPHE64EEyl4hvhXRjrGgEO8K363Qz2uj1NZ0YSjcDKXuJmVUQ1oJopxzfg+70RfWo8mzNmhKCTorOgICruI3QIoZbmCsUIzEGNlgReKGpNNBiIZ2RFitSL+AAKCjosOg/VivgP9veaS5JtpOdPVgFWPqls4TkeeluwEEkBeh9v1vhmosMtpDdHrag3VupLvpcf4miTUdAlOhdGCkb6DTo05ElpfklrY+8EIHvebURwfJ1MFNf/laRRZCkTYCncuJk+kq5hYl7FRBSZJdRFbvIQu0A+FaEFkf36nqEiqysJTy2+ABESqy+N74HzFMJ6fWwidaq9DC6spfnPOjYSLLiHew5jANzvQVU0+ILKzxWN2xVBFuB/HEX6auPCsRq7+xyOCs/eL7vfUeYtCJIMESj2AgujkwIMP6i8Ua6xKCg7Q9+Nrudn0S0/FM35F70Ev8jMiiv0AQ7XTbcP/Rr9Df4LuJBYtE0rhUMEinX8Q/i89p65adR9TKg8gi3iLihT6I1DTUSWR0ZlToW0jRw4CL1e1swzl550H0eSxYLLpC0DAgpS2eNQ5RRh9266NO5LhzICkzg13OnzbQNkTWwGDeVU9kYeXCunXgcIr2OaEii/NksE1/zfFJV8Zzie+ENHT0jXxO/8qAm9kJBBjvG9cPNSKyKIz6Me8SmiH0ffL5YVnhBg59v7ZKTYosnft3wqEi+DZ4Iy+cRUmzwMPYc3akbnyxcBYFOizqadhqrJrNgdFIux7TpUn7CWW5rRBSdGJYhRhRAjczkfLJhUjbC50QCI19o/X0DNTDjc4NS2Z3zO4Hkq6shkRo4OwOjDhJZUN7SOSKWKQjnL1oi4ooxAfk5xdpyh86WtoETAdi0gauD6PB/m40dv5CtqbYIVs8bWf0i0+ENxJEzGGSR+iRfoMks4Tu4DVTmIjPJu3H63vBS1stELtY5Bh14nz7P3/1of4GeaDQTgQphf/pJD3owLme+GmQciiWJesmsox4B7HC779Juwmy2A3KCLHDfYcQISMFAyn6D1Y28/vngQ4IJ3w7mVYjzyDWLGDqij4GIRFqWSEjBIVBDn0e27AtMBDFFYAUYt7gC5GFxZs8rPQ9CcEB3ATXH3hO7+SBxErV2vWD3grvtHMZ6t9JXQhI+j2O2bH3TM1RiMjBHYLBEzMH1E2/xP3MgJZ96Zu49+kv6Y/osxgcksaMvpHUN6FwHgPdOXl9/yY3+G3WaaJa13gOkAbMWy3NcwgLH9d4hOtjm7jjc33pB3Fl8FZD4pumaYFcmxCETGmy0AkRSt+EfyrO8Ux/siKf/tqbUTGuD2pMZFHIQ4jVimWqoUFISYrJg5vkxqHb10apSZFVX0B8YSW7UcHKh1WRTrg2MJFlGFWD1cpYpQzjRqVGRRaF5fD48zDyQWixlH7NhgPqbO23fU0XE1mVh5GZN2o0Ko+JLMOoGhiFvLAyhnEjUuMii0JYBhwDMRfjq4XDoN92tVFMZBl1jYkswzAMw49aEVkUhBb+WXc93db389oqJrKMusZElhHvENcJlw0rVqxUv6zZdKBs5X00ak1kXatiIsuoa0xkGYZhGH5EFFlfNhvtK2TiuUSLIWIiy6hpTGQZhmEYfkQUWaRg8RMy8VoIbIqIigQrzG76y1flcksZRlVhMfWP//y5Lrs2DMMwjFAiiqzEgyfl73/ylq+gicdCGAIvhkkkcMQnjophVJcDh0/Lr+78xt1Esc3PG4ZhGPWHiCILCIQZGvMqXgvRcomqGwuksSFycG3FTTLqBwQOJEo/gWcNwzAMoyJRRRaRgon4S0R3P3FzrQurGO96qq2mZIgVHo7k7Hrqze4avTwW65dhhMJ0M+mJHni+g4l1wzAMw5eoIssDXyeWLs5ZvFXTI8RDIb8TOanII1hZSFWABYIEwOQCfPH9Pprg2YqVyKWPPPRSJw2y27DVDxZI0TAMwwhLzCLrRoVI5yQ+nuMj4qxY8SskkL1wMZA41jAMwzDCUe9FlmEYhmEYRm1gIsswDMMwDKMWMJFlGIZh3PCwiCsaLIIqLikNvjKM6mMiyzAM4wanpPSyDBixSCbP3iBLV+2RjxoN1/KxK+cvZgW3Kk+fIQs0yX84ECT4tMLmHYdl6Njl+n88Qltf/aifZOfkB9/xZ1ficWnReXLwVe0Ta+aR9VsOyciJCcFXxvWEiSzDMIwbHMLwPPZqF/m2zTjJzMqT5JR0FVDPvdNLCgqLgltdgW1uebi5/OnBppKTeyVESfqFLDly/IwUFZXI/qQU+aTJCDl3PlPOpl/S4NVn0zPLQuIQ2iQnN19KncA7lnxW0s5m6PuQcSlH9h06VS5DB7udPH1eDrh6i4qK9T3qy88v0jZwbFaFe8KE+mgL9ZeUlMp59/lFVy/5a0tLA9Yozo3XiMF7n23nzitX8guKZP+hFDmddlG3AYQmKdk2bktS8QlYtKif8/OgDewbKtb4n/adTDkvp1z7PbCcUWeoiOV8uG5sT9uebtBdUlIv6Ap5jsf259w2kOXqzcsrdPtn67nuTzql73M9OCe+I33tzof/uaZcB+o+ePi0/gXeO+S2P3HyXNl3Y9QdJrIMwzBucHgoL165S0UWTJu7UeME8mD2Y+qcjdKx90z5qsUYmbd0u743bNxyeey1LvLpdyOl79CF8k3rsfL7+5pIz8HzZMXaRGnZdbLGjtuy84huj0Vo+Zo98oF778Nvh2mYnB7fz5XkU+ny0EsdpUn78fLW5987sREQVLMWbpF3vhqs5d2vB+t7v7mnkQqRZav3yKNOJD79Vg8ZNWmlWs1e/rCvHq9xu/Ga1upmJwjfazhEnnm7p7TvNV1F3qOvdHFCcLg0+HygthURRnto+11Pt9WwRKvW75O7n2krX7ccI8+81VNFVl5+oVq+OFeOP3JCgiQeOCkPv9RJj/dx4+FqHYQBIxfrtfyyxWh58MWOMnz8ChU4CNjPm42Sx1/vKpNnrdfr8sgrnaVR23HyZfPRer7/9/efyGfuGHwPr38yQNvANV6xdq/0H7FI/3/j0wGyOGGXtOs5XVLSLmgdX7f6QY/Fyniuzb3PtZcn3+wm23YflUdedsdoN04/R9R9+t0IPR7XdOmq3dpmo+4wkWUYhlEP4AGLyEIajJq4UoUGQiA37+qUUK84AUPKKB7iBG7GUnLHE61VfAABnfmMhzfwoP+uwwSZu2SbigisOPc9296JrL0qsKDQianbH2+pwgvBtHn74XKBfGkHFrGxU1fLTbd9rVYX4tFhIYI7Hm8tG7YeUmvW7+5tokJk3eaDcsvDLWTP/mT57T2N3QOtSK1ND7zQQWY7EdO040TdF0vWL+/4Rq1gWNd27j2u4qVr/9ny8gd9Zfe+QDDrCTPWqciavWiLtOgSmDbEUnXboy1l1oItuu32PcfUmuTRZ+gCad1tqv6P1eovj7aQsdPWuLrn6HsZl3LdtWsl49x7b33xvexKPKHtRIiReQQQUS+811unBcdOXSNvfjZQeg+ZL9+6a4nxiTRwZF9p232aTJu3Sffh+3nKCcAlTjw/8Xo3KS4pccJ1gnTpN0vr+cqJvtFOkBIHkn3SzmWoVcuoW0xkGYZh1AM8kRVKA/cwJ+5bKEy7kUQf68xTb3aTn936pU43YRkJxU9kIcJuf7yVzF+2XcUWYqVtj2m6DaLp4Zc7ydlzl2TB8h1qJbvtsZZyISMQcw5xhQhZ4YTZH+7/Tre/+cFmOh0IBAFOP58lFzNy5Jd3fiMjxieohWnM5FU6PYbFCRAvTA0iJLEGAXXd5tqFiHv+3V7Sb/hC6T14vgakfvy1rpJ6JjB1uMadEyILq53nj8a+WL2ynNBErDBFerd7zTQdILKGBf3REJ9Ms3YfOFfFEtB+xBRibeLMdWp9u9+JQF57Iottyb3L+VCWONGFyBo/PVCHJ7KwSq13QhO4Dvc9315FVrNOATH5jhPE/O/VQ7Du4yfPqfC66+k2TkSu1e2MusNElmEYRj3AE1nTnVBYsnK3rNt8QP54f1P1l/phymrJCPpHIQS6DQhYYQCLF9OLTNUNHrNUtuw4otODWIOYusK3yhNZ8EXzUWpp2rT9sIqaO59orUIOS87TDXrIzsTjMmP+ZrXE3Pdce50+1P2ajdL3EQ0IO8TNnx9qpn/hISfQEIC8ZOqxvxNKWIXGTFmlvlzPuPaBJ7IOH09T69um7Una7p/e8qUKjr8+1UZOuGO+33Coiqwu/WarINzhzue1T/qryMIX655n2qmQHOjEFuJv3ZaDKnb2HTyl1iov2wMii+Nt3JqkiwUQOolum/uf76CWt56D5um0I9ds2ao9smdfsvzpgaYq0vB54xj4YiFOsfyxD98VIssTRZ7IWrRip4pEph4bue+S6VeuV/POk3S7Ge67xTq5dddRWbBsh/qPce6ILdrWvud03c6oO6otsnDewzTJvDRquVNfV9wP14qV67K43y+dLqNjHHCD/bthXPcgpniIk68V6xK+RWs3H9TPRk5cWeaEztQVztgeh46k6n58Psg9sNt0n6q5YnHUxuKDxeh48jlJWBewiCGeEB6eBQorWGd3X2E9wveIKbuBI5foVB4WLQ+Oid/RpJnrtU5gusuDxP7edCV1DPlhmTTvNElmLtii04HT5gam0XDKH+8EHfBsQoAsWLZTJkxfq8IGK1srJ1gQIUw34hM2fNwKd02mq+M7ggYQcB16zdDjYHViGrK3EyocEz8uD86VlZsInr7uf88xH6HD+YyYsELbjfM627Rw7UFIAde1TbepOgWKeOvQe4Yec78TrqzYZDEBIPrwH4PlTtDyHUyZvUGn//heV4a0Z5H7/lp2maxtxQcNwcYxsdyFLjQw6oYqiyxuvK5utMOPglERaUYwlZaUlurNZcXK9VjotFjZxEqcSW5ET2c1YvwKNc0bhmFUZMjYZTJ17sbgK8MoT6VFFoq+S//Zuroj3MoUw7iRwJTPaiVGjt7ScMMwDMAK5YWcMIyKVEpkEd+DZbcsIzWM+sbKdfvUTM9AwzAMwzCiEbPI2rbrqPqseDFNDKM+Qjyexu0CAR0N43oBJ3X8j6xYsVL9sn7LwbLVpdGISWThKNmuxzT1uTKM+g4rplhJZQMO43pB/Q1LS61YsVJDJVaiiizC+jNF6Jd6wTDqKyzRZiWRYRiGYYQjqsgixsa+QynBV4ZheLDMnGkYwzAMw/AjosgiEm/nfrOCrwzDCIXUGq26TSkLlmgYhmEYoUQUWQRhI0KuYRj+kLqCEA+GYRiGUZGwIot4QEQFtlG6YYTn/MVsjfhsGIZhGBUJK7JIITBgxOLgK8MwwtGmeyABrmEYhmGEElZkrdqwv1x+JsMw/CEBLElpDcMwDCOUsCKLvG1Jx1KDrwzDCAfJZVPPZgRfGYZhGEaAsCKLpLipZ+zBYRjRGDt1jSaUNgzDMIxQwoqs4eOWy5lzl4KvDMMIx7hpa+VYsokswzAMozwmsgyjmpjIMuIdUqL1+H6u/lY9Dh1JlXe+GiyZWbnBd64wfvpaedd99l7DIVrOpNfes2D9lkMaLqgixKH7rOlIKSyy9FXG9YuJLMOoJiayjHinx8C58nSDHvJtm3H6GuHy3Du95Ka/fKW5OCvCduOmrZHTaRe1FJeUSOqZi1JYWCwZl3IkL79Qduw5Lsmn0nV7Alfn5hXI/qQUSQvxTzx/MUv2HjjpHjKFcu58pqZpu+j2BxLs8jnPmf3BrCLkA6UO3iN40KoNgcVXbLd99zH9C7R/z/5kOXrijIUZMuIaE1mGUU1MZBnxzrHks7Jk5a4ykYXoGjEhQe5/oUNYkTVlzga5mJGjogghc9tjLeWlD/qo+Hr368HSrNMkufuZtrJy/T5p3nmSPPFGN2ncbrzc/GAzSTqaJpt3HJY7n2yjydSff7eXvP7JAFmcsEvjLwIWrK9b/iBL3Hutu0+VU6kX5P7nO0jDVj+4bfu7Y2fL7e6YhBN67p2e0rTjRLn1kRYq1qiLerGyrd9yUOszjHjERJZhVBMTWcb1wNJVu1U87Uo8Ia9+1F+KikpUZJ05d/UCJ7a799l2brt+Wi5l5sqfHmgqu/cl6+fZOfmycWuSvOxEF4INwTNwZCCuYue+s2TqnI1OiA2RDVsP6Xsc+6X3+8jC5TulVdcp+t66zQfli2ajZdGKndKiy2QVX0xTQmnpZSl1wu7PDzVTKxqWMgQaAm7t5gNyxxOtZfKs9ZKSdkFKSkp1H8OIR0xkGUY1MZFlXA94Iqv7wDny+Otd5bWP+8u//u4T+bjxCCkqLgluFYDtFizfEXwV4JaHm6vgYVrwqQbdZZh7RvQZMl+69p+tIov6oc+QBTJxxjp5/t3eOp0Hu/edkJc/7Ksiq0XnyfrevKXby4msz5uNUqtYKIgsfMcee62LTJ+3Sf3EVm/cr5Y54tP99ak2MmP+5uDWhhF/mMgyjGpiIsu4HvBEVklpqVqxKPc9315Op11Q0YL1ySOcyGLf8xey5K6n26r4eevz78tE1rLVe3Q7T2SNnJgg73w5SDZuS9LpxZc+6KuWMCxkWMFecCIsVGSx/0MvdZLVG/br/pnZeSqylq/Zq/vjg3XLI83VT6vX4HmybfcxtYr1H75Ij2sY8YiJLMOoJiayjOuBE6fSVcCEMm3uJnVix4EdK5MH2yG8QkH44JtFwb+rU5+ZKoy27DgiazcdkOSUgBM8DuoHkk7rNB5+XZ3ddosSdskrH/ZTZ/YJrp72PafrVGLCukQ5fvKcrNtyUOtFkHXpN1v9voqLS3VbrGyjJ62SvkMXyPxl29V3a9mqPVrHsLHLJTevUI9rGPGIiSzDqCYmsgwjMkdOnJVPGo8IvjKM+oOJrBuAEjc8zC2+LBfyS+VMbqlcKijV17x/I1DqziPfnU924WXJcOeWXVgqeXF0fiayDCMyWKkKCouCrwyj/mAiq5KczyuVhOSCiGXf+drvTFhQk5heLOMSc6XD+iz5JiFTvlh2qax8k3BJOm7Ikon78lx7ilWoVIZT2SW+51adcuxS7EEFXZ8sB1y7J+/Pky4bs6XJykz5MuT8GrnX7d15j9yTKxtPF0pu0bVTXCayDMMwDD9MZFWC1JwSab02q5yY8Ss/7L06gnJNgVjaklYo7ZzA8Dt2uILg2nmmSMVLLKw+VehbT3XKgqP5wdrDQ/t2ny2S7puyfesIVxo70TX3cL5a8OoaE1lGvMPqPnygrFixUv2C7yDBdGPBRFaMnMwskVZrYhM2tSWymC4btiu3nEWnMuXL5ZdktGsbU23RuBYiiylBLHNVPT8KVr1TWeWXo9c2JrKMeIe0OkVFxVasWKmRUhKzwcJEVgwcv1QszVaXn46LVGpDZOFn1Xlj5axX4Ur3zdkq2CJR1yIrp+iy9NxSOetVuNJ0VaacyKy7fGcmsgzDMAw/TGRF4dCFYvUH8nuYhys1LbKwPHWr5PRZtNLbCZqCCJ7jdSmyiktFBu3I8d2nqoVpXZzk6wITWYZhGIYfJrIigGM5vj5+D/FIpaZF1rh9eb7HqW6ZejAveISrqUuRtfR4ge/2fuWr5YFpT7/PKpYxtTRtWxETWYZhGIYfJrIi0GJN5QUWpTTfcOYAABkiSURBVCZFFisDERZ+xwktLddkqT/TnKR8Gev+tojBf4x6D1/0n1Zbl1IojRIyK1W+XuF/HK/4iaxLhaU6vee3vVcaunonHciTAxeKNURFSnaJrijssTm6dS85s/b9s0xkGYZhGH6YyIpAZfywQktNiSwm86JNEyJsFh8rkMIKU39MBS44ki9fRxFofbZm+zrwUR11xFoS04vkuwhiCevTeifcKoLw8tveK0zVHgojBJlmxBrnt59X6sKaZSLLMAzD8MNEVgT8RBbWnwlRpu9qSmQdvFDsW39oWZFcENzaHwSY336hpTLxqyqCPtucWijfJvjXTeGaLTtRcFWsLl52iuLMv+5U5JQZCK3eTij67Uv5zok0nOprExNZhmEYhh8msiJQUWRhjVl1skCn2ELfr1hqSmQRbsGvfq/03ZqjQiUSCJtoq/Ym7g/vmxWJElf3/CP5EUMufJuQKdvS/OOJXMwvvSqIamhpuSZTimKIorr7XJHv/l7Zm167Kw1NZBmGYRh+mMiKQKjIQkgsOpavoqYuRFa+UzDRpiv3pscWDG3H2cgipNXazKumG6PBFOHoPZFjWtF+VmeGAwua335eGbE7tutIANJI06KzkyLH56ouJrIMwzAMP0xkRSBU5MxyD2rPqFIXIutoRuRjtHBtQ+jEQl7R5YjO5QilygTwJGZXryjWsTZrs+R0duQ69zmR6LevV6YdjE0cMWXYPIIgHbQzJ7hl7WAiyzAMw/DDRFYEPJE1aX9eOefwuhBZK5Mj+1LFauXxGOyEhl89XlkbxffJg9V60VIL9dycrUIsGtF8zrjusYDIihTLrO26rOCWtYOJLMMwDMMPE1kRQGSN2ZOrD/FQ6kJkRXOuXxgherofcw5HXsU3LULMLA9yCkaLGzbEiblYkzWTqsivDq/oysfgtpFIzyv13d8rCLBKzoZWChNZRrxTWFQs7XvNkNGTVsn23cfk9U8GyNtfDJJ3vxosGZfKW3pzcvKlRedJbmBZOzfNx42HS0Zm9ftIw7geMJEVgYn7c6XQZ8arLkTW91EioG9Ni83y5LH+dOTgokN3hZ9So69dfqIgahysiU4YVhSkkbhUcFkd4/3qohAfKz03eoWLoqyg5Bi1ucLQRJYR73TtP1tefK+3fNtmnCxYtkM695slZ9IvyVlXSkvL32MXM7LlrqfaqMhKTkmXnNx82bLziGQ78XX+Yrb+BfIhpp7J0P9Pp12UbbuOak630tLLkpJ6QffLzMqVrOw82bT9sJw4FbhH1m85pPvC4WNpsu/QKd0HOF5uXoEeLzPrysCP93fsOS4lJYG2clyS9F5w7TGMeMZEVgTCPZbrQmRFy1MYLnZUOIhj5VePVwjsGY7U7JKYkja3W5+l577BCbpouRGBLUjo7FeXVxB/kYTbyaySqGmPWMGY6QRdbWEiy4h3Tp0+L0tX7S4TWd+2GStLVu5yIiszuMUVQkXWH+//Tt5vOES+aT1W7n22vcycv1mtXLBs1R5p3mmSTJm9QZ57u5c0d+8/93ZPFT43P9RMHnu1iyxcvlMeeKGjdOwzU97+cpCcdO146KWOcsEdg33f+WqwfNF8tLz2cX8VaH95tIUer3G7cXLHE61UVA35YZm8+lE/adR2nDT4bKDsPXBSHnwxUOfHjYaXCTbDiEdMZFWBuhBZ+BH51e2V45WMZJ4Upc2dNoT3W8KB3W+fSAXhg08VYRoiwco/v/1DC/5kaTml5eJssRqS+FzRVmBSvkm4FJOPWFUxkWVcD3giK/HgSflhymoZOTFBbnm4+VXThaEi6w/3NXG/7bNqzb776bZyKvWC3PlkaykoLJaPvh0mW3YckdseaymTZq1X8fZXtx8WrV/e0dDVk6N1c4xZC7eotYs6H3ihgyQdTZUHnFAqCVrRmLrctD1Jtz145LS+h5BKPXNRfu/aMHPBZpnv6v+zE29T52yUx1/rKstX75FLNu1oxDkmsqpAXYgsYkT51e0VUstUhuOXIguldhGcw6sisrzS1ImgXWfDh5pIzSnRaUG/fUMLAU2x7pFIut+2nJjElVeYLozFslZVTGQZ1wOeyAoFC9GGLYeCrwKEiixEjzdF99BLneSiE00fOnG1cMVOuffZdjoliAia7ETWjPmbtZw4lS73uM88Eg+ekm4D58itj7SQbbuPqsjaufe4PPNWj+AWIg1bj5WV6xLdNs2luCTQtz35Rjc5cvyM/PquRjJt7iatG7HFdOWKtXulRZfJcuujLXQ60jDiFRNZVaAuRFa0FXyVzckXrc0da9iSFVqIYRXJh2zqgeolwEZEkTvR7zNKY/dZfrGJLKN+44msCTPWytS5G9X69If7v9OpuwEjFpX5N1UUWZ7PlieyEDi/uO1r6dR3lr7f0omdL5uPllXr90nfYQt0CvLe59rrZ/hwdR84VzZtO6xTguyLyDp3PlOeatBdho1drtONCLbs7HwVWZ51C5HFM+jTJiN0apH6ew+ZL+u2HJSxU9fIhq1JOqVofllGPGMiqwrUhcjq4ESPX91eYfqvMuw/H9knixyJ4cgoKJWZh/IlIblANp0udIKpSBNIzzuSrw7636yIblViVSK+XX4QeDVajsZIhajz30SwhhFDq/Ykloks4/oAfyicztPOZkifIQu0YCmC6fM2lTm0FxQUyeyFW/R/3kdswdwl26SgsEjy3eejJq7U6T8oKi6ROYu2qrVqzuKt+jl/ASvYvCXbpWv/OTLbbYNg8+rJyMzR1Y6Dxyx1z5qAA/2M+VeOx/Rjbl6h1jfNiULE2qKEnWq5Yrqz24A5snn7Yd3WMOIVE1lVoC5EVt9tkUVHpCk4PxBGfvV4hWm4qpJZeFmmHMjTtEN+dXtl6K7w1wWfqR5RApz6leGuTvy1/D7zSiQBWROYyDIMwzD8MJFVBepCZI1xdfjV7RUSLlcG4mr51eMV4nJVB8ae0Y7BtOH5vPAO6ESwn304P+LUn1eoC2FHbkMEp982XiEHZG1iIsswDMPww0RWFagLkRUt9tP4SoqiaMmmVyRXTrT5QaiFlmsiT3NuSo0e3+tCfqksPV4g/bfnqL8VTu9YyfjbwtWPIMSR32PGocg+XZUVpJXFRJZhGIbhh4msKlAXIitaXj9iUgUX/USlyOmRaI70lfXxCkc0MVfZZM1YyPKKL6vwIhF0RRB27aPE2iIRdW1iIsuId/bsT9bgnVasWKl+IdwIvoKxYCKrCtSFyMoqjBwNHavOiRhXGB7JKInoL/XdqkxfAVMVxkVJBxRrPsJY2XOuKGKgVCxrsSbSriomsox4h0CfhYXFVqxYqaHiLdCIhomsKlAXIouvb+D2yKl1xibGdhySSfvt75WKKXUI+rnjTFGlV+SxfdcoqwQnHag5kYU/VrTI+JNr8HjhMJFlGIZh+GEiqwpUR2RhVNnuBAyO7fgcMb3Gyj8/YwsRzf3q9wrWrH3nI0+F7cbSE8GKRdlVYaUibWmxJlPbSH7BWNnljuVXf2jxS2yNfxXnEfuRAhHfo01NYuEi7U5tYyLLMAzD8MNEVhWoqsjC8hLOqjRyT64Uh+aNcbA9Ysdve68Q+Xzf+autTrxmKo2pQL/9vIJvV8XcgJ7I4vOmbn/iUJ3LLZ/WJhS235xaFDWHIGVv+tXz2AhBVgsi6ohkH+44wEennHAi6rtf/aElUtLrmsRElmEYhuGHiawqUFWRtfxE5BWDq5KvXnm35lRkaxYFgUJ+P7bdebZIVru/BAnF0uW3fWghuGhFQkWWVzgGU4ET9+fJsuMFGoyU47Cyj7yHoduGKwg2Ao9WBJHlbUObSVZNoFPeP3apRI5mlMhe9/+SYwU6hRrLeREGgpQ9dYGJLMMwDMMPE1lVoKoiq/PGyP5K+BdV9KXDytRna9WjoUcqCBY/q5GfyKqJsshnqhBCRVZNFKYJV52s3bANoZjIMgzDMPwwkVUFqiKy0DJYcvy290qjlZmSVXh1XIYzOaWaGsZvn6qWVk5EERbBj9oQWV2cwAy3yq+mRRbO7pGmHGsaE1mGYRiGHyayqkBVLVkkYfbb3isNV1ySi2GEz5GM4ph8nmIpiD38msJR0yKrzbosOZvrf15QUyILC9a0g3UrsMBElmEYhuGHiawqUFWRNT9K2hmSKGcXhlcIyZklUQNvRitMWYZL1OyBSOlVhTyCfqW3qwen+UjUhMhiAcCW1MJKrVCsKUxkGYZhGH6YyKoCVRVZ+cWXNWyD3z4UHMijWWFyii7L1IN58s0K/zrCFQKbzkrK1+jpsZDrjsP2CD+/+qIVgoCuTC64auWiH+l5pZrEOVJQ0XCF1ZMzD+VLZiVCTdQ0JrIMwzAMP0xkVYELThSw+i1cYYVfOBBRC8JYtFipFysIE46FZSrcajveZ0UgeRDDTUNGA1G3PqVQhu/OlbbrsnSVod+xvnaiD8d9cioSLysWcRUKEokpUa5B983ZYcUdU6pMu/6QSHyxwphFY21iIsswDMPww0TWNYAwCBXFA4KIGFGVBdGWWXhZrWuIuy2pRbLD/SWVDu/XpH8SwgkLF/5VxzNLVBQR7BMHesROTR2LFZY4yZ93QpL6OQ5TpUw7cpww/vPXDBNZhmEYhh8msuoYLFB+U30jd+deE38io/qYyDIMwzD8MJFVh2DpYdqtosBiagzxZVyfmMgyDMMw/DCRVYcQXb2iczev8Xkyrl9MZBmGYRh+mMiqIwib0MQnGOnk/XUf18moWUxkGYZhGH6YyKojcEavuAqRXIbx5sRtVB4TWYZhGIYfJrIMo5qYyDIMwzD8MJFlGNXERJZhGIbhh4ksw6gmJrIMwzAMP0xkGUY1MZFlGIZh+GEiK845mlGsoR/qMxvd+R+7VBx8FX+YyDIMwzD8MJEV5yAwxifGntMwniA0xdwj+cFXVWdcYm5cC00TWYZhGIYfJrLCQM68ze7BvvJkgSYj3pJWpDn1iHe1IaVQA4geu1Qilwouy9zD+TLWCaFtZ4o0JMMCJyzyg4mLyeu32tWB4EAojHPbLT6WL4XB2A0HLxRrLkMSI2cEkziTp4/4Wby35HhBmciirjlJ+VrH7nOuPe49LF0cNyG5QM7klGods902JGqmbth/vlgmuNeTXJ2hFqHDbt8dbl9CSZCPkCTSs4L7Hgruu8rVy/9TDuRpIX8gcH6Lj3Ft8mTtqUI9b96jvbRtu6t3pdu3+epMmXUoX6/T5tRCvZaTg/UUuYtCHXvTi/Sc2NcLaUHIi3GuHctc20bvCYgsPmLbie59rg25DUPZ5r6jsa7+qQfzJDWnRI6774e2APsuCrnuNYmJLMMwDMMPE1lh2JpWqOluECB73IO63bosffDz/7cJmfowR+B03ZTtHt4Fss89/Pl/gxMDA7bnqHiBBUcLZH4wJhbvJ10slh/25spMJzxI6tx+fZYKhyWujj5bc5wYKVVhssYJF+potTZTRVa+EwdsSz1s33GDa4/7fJUTcI1cexAWp50A7LwxWwXXXtfONq7NJzKLtY4DTigluv3WhkSXZzv2nRYUJR03ZLv6CmWP26712iwVQj03Z2th34VH86WDawNi6vsdOTLdCR3q5bw4R9r+9fJL+lmiE3aIqlaunl3uup13Ao42cv5znCgdvDNHkz0ToHWkE1H7zhe5tgeuMefX1rUdgcT5Nkq4pCKLBNid3HnTFt5vR1uCogmRyHd0NKNErwsij2sz3R0TEMjN3HXNLjKRZRiGYdQNJrLCgMhCLHiPZKw1CCtEVjcnprBM8UDvvTW7bJu96cXSf1u2TvEN25Wr2yAcUrJKpOeWbLXMYK2ZeiBP60CkIFB4DytLUyc4sJwhOjyw5CCy9jnRMsi1x2NrWpE7Ro4KCf4CViqEBPVROMZq127E1iR3TCxenigBRNaI3YFjYdVq4fbFssS+tJtjILA4L2DPTu59xA8irDhoSELcIQAznMhCmHpCBqtfJyf6PLA8YdXjnBGDiCzaey5okcICt9wdG8se7fYY7M4bkUVbEWHAEagHQQZY4VqsyZSZrg6+oyJXpYkswzAM41piIisMiKwhO6+IGixUWKB4gCOggOm4vtuubINVp797nVV4WVq6Bz4WoR5OpCC2ujhRgXjhPQqiBjGhwi34HkKKacgx7jgeCAVEFtag0PYgNoa7dqiQcGINmNZDUHn1URA+CBBEIqIxtA5EFqIEmFJEKHF+3r5YphBZB9xnHljrEGscx9NrZ3JL1cLFVCUWKE98hYoshBSfcR2xRHkiC7HmTa0y7brMXaNx+3LL5XPkPBFZWL+86T9AdFKXB9OlTFEiaLHOcW0QtJDpvhNErIkswzAMo64wkRUGRFajlZnBlW2IhSz1ywoVWYgDhMnqk4HVb73cw51pPhi5O1en6ZjWAqbT+jkBhp/QESewtqRemRZDXJ3MLFHRg98V04VMjXnTiYisHCcOWrv61rv2ME3ZbRPtKSwnshAtTJlxTKxLtP2oO95SJ1zSnADZlFoo3Z1o8ggVWQHBk6kihX0RQ+lOGCGyEJInXPs4T9qb69rCuXJO+I9hScOXC1EWKrLYn3OhvUwHdnVt5r0Zh/Ijiiym+rjeXFOmHLGOIbI4H86b97kOCL3c4L5ncgPtQ2hhjcPqhSDr4urBv46pylArW01iIsswDMPww0RWGBBZI3YHfI2GOlHlOa+fcg/slclXrCyIF1a/YW1Zl1Ko2wACaeze3DJn9mL3AaKGukapD1LAOoRFitdDnVBBJAAWMYQLFh2EFI72wLQj1rThTkAgPpgCY1u28aA9OJZj5cGag/DBl4r6cSBHLHlgvcJZ3CMtp0Sd49mXaTZEECILKxj7cmzaADiy4wg/ZGeuTmnixM72iDbvGvAHX7OhO3NUPC5w7eA6IQLJ3cg+CC7+Ar5UTE3yErE6yO2H8Epw1xuhxvtcC6xxOPLTXg+OPTspT61dfB/4aCH2OI+B23NUNGLVKjDHd8MwDKOOMJEVBkQWK+HqO4isUGFmXI2JLMMwDMMPE1lhwAJk4iLgEM/0oBEeE1mGYRiGHyayDKOamMgyDMMw/DCRZRjVxESWYRiG4YeJLMOoJiayDMMwDD/CiqyRExIkJe1i8FX9g5AKG1MKZUVygYzem6vhD1jNR3iDdacKdfUbK96IQ0UQzTFuG0294/ZlO00h494jNhYr21iVSBwrwhPwHtHUCc7J6jdiZXkpcAg7wH6sniN0BBD2gVV/vHc0JC2OER/8MGW1JKekB18ZhmEYRoCwImva3I2yPykl+Kr+wepC4ioRdoGUOcSrQiARJ4u0OuT3QwQRZJQ4VIRS6LY5W+M3EayT9C8E8SQsA6lr2JdQB/xPTKnU7FKtk7APienFGi8KMdVqTSCuFO8RFwpRRzwo9icCO7G3CPJpxA9Df1gmZ9PN6msYhmGUJ6zI2rzjiCxcvjP4qv6ByApNY4MYIu4VIqv7pmy1Vh0JptXxIF8faXWwTCGQPEgL44ksrGKA5Yqo8AuP5WtKHXIRYvFq7QQVca6IX0WQTvIiElPKA4G26OiV18a1p+uA2e5GuhJvzDAMwzAgrMjKys6TnoPmBV/VPxBZBLb0QAARNys04jvTf31C0uoQ3JN8ekztEbkciH1JdHRPZJEcGbBUdSDZ8flAOh0K6XhIgcN05EAnzIbvzlGBNT9EVLE/Ec2N+KFN96nB/wzDMAzjCmFF1uXLl6Vtj2lSUhLMkVLPQGSRVocceqTBwdLEdF3FtDrk7GNKkW3ImUd0dOJrtVyTpRHXic5OahmimYeKLGJPMUXIvvh/4ePFdOHiY/k6RUg9fbYGAoG2cdtx3EBi5kxJcZ9rCpnc+vndxBPHk8/JiAkJwVeGYRiGcYWwIgumztkg23cfC76qXyCyRuzJ0ZQ05MFD9JDWhbQyXvobIH3LxH15mqsQaxfbYL3i/e1nAoIL/ywc1rF0kZPQgxQ4gdQ0gdx/WLKwUpFShylHnOWB/Ui9w3tJFwOO77OdWENsGdeWXoPnybnzmcFXhmEYhnGFiCIrP79QWnaZrP5H9Q1EVlXT6hx3ggpfLSxZ/GXqL5iez7iBuJiRIx37zAy+MgzDMIzyRBRZMGvhVlm+ek/wVf0hs6BUTgYtSVWBffHDOuYElwmsG5Mu/WbJ6Xoc5sQwDMOITFSRhU9Wq65T5IwtUTeMMhYn7JRp8zYFXxmGYRjG1UQVWXApM1catR2nKw4No76zO/GEhm0oNROlYRiGEYGYRBaQYqdJ+/GSejYj+I5h1D/WbDygflgmsAzDMIxoxCyy4OKlHJ06XLV+n4Z4MIz6QmFhsQwas1RGTkyot2FNDMMwjMpRKZEFiKvp8zap2Kqv4R2M+kNhUbHMXLBZmneeJHv2JQffNQzDMIzoVFpkeRDeYercjSq2+g9fJEtW7pbDx9Ik9cxFnVq0YuX6KxmSknpBEg+cVKd2/K7a9ZwmG7cl2fSgYRiGUWmqLLJCOX8xSx9EE2eukxHjE2TYuOVWrFx3ZbgroyaulBnzN6vQys2z9EWGYRhG1akRkWUYhmEYhmGUx0SWYRiGYRhGLWAiyzAMwzAMoxYwkWUYhmEYhlELmMgyDMMwDMOoBUxkGYZhGIZh1AIBkZUv/z8nEkHlujYBzQAAAABJRU5ErkJggg==" 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<a name="_Toc227102184" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Economía circular</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">Seguimos reforzando nuestro compromiso con la economía circular mediante el diseño de operaciones que minimizan los residuos, prolongan el ciclo de vida de los materiales y promueven el consumo responsable. En 2025, nuestros esfuerzos se centraron en cuatro áreas estratégicas: cero residuos, empaques sustentables, reducción del desperdicio de alimentos y fomento del reciclaje entre los clientes. Estas iniciativas forman parte de una visión más amplia para reducir el impacto ambiental, optimizar el uso de los recursos y contribuir a un modelo de negocio regenerativo que cree valor a largo plazo para nuestros clientes, proveedores y comunidades.</span>
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<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gestión de residuos en las operaciones</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En Walmart de México y Centroamérica, reconocemos la importancia de la gestión responsable de residuos y materiales. Nos hemos enfocado en prevenir y minimizar la generación de residuos en todos los procesos, así como que en asegurarnos de que los materiales se recuperen y se reintegren en nuevas cadenas de valor, siempre que sea posible.</span>
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<a name="_Toc227102185" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cero residuos</span></a><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro compromiso es desviar </span><span style="font-family:'Times New Roman'; font-size:12pt">más</span><span style="font-family:'Times New Roman'; font-size:12pt"> del 90% de los residuos operativos, tanto </span><span style="font-family:'Times New Roman'; font-size:12pt">inorgánicos</span><span style="font-family:'Times New Roman'; font-size:12pt"> como </span><span style="font-family:'Times New Roman'; font-size:12pt">orgánicos</span><span style="font-family:'Times New Roman'; font-size:12pt">, de los rellenos sanitarios y la </span><span style="font-family:'Times New Roman'; font-size:12pt">incineración</span><span style="font-family:'Times New Roman'; font-size:12pt">, siguiendo la </span><span style="font-family:'Times New Roman'; font-size:12pt">metodología</span><span style="font-family:'Times New Roman'; font-size:12pt"> de la Alianza Internacional Residuos Cero. Aunque logramos avances significativos en 2025, no alcanzamos nuestro objetivo de residuos cero, que requiere desviar </span><span style="font-family:'Times New Roman'; font-size:12pt">más</span><span style="font-family:'Times New Roman'; font-size:12pt"> del 90% de los residuos de los rellenos sanitarios. Desviamos el 81% de nuestros residuos totales de los rellenos sanitarios y la </span><span style="font-family:'Times New Roman'; font-size:12pt">incineración</span><span style="font-family:'Times New Roman'; font-size:12pt">, lo que refleja una mejora constante </span><span style="font-family:'Times New Roman'; font-size:12pt">año</span><span style="font-family:'Times New Roman'; font-size:12pt"> tras </span><span style="font-family:'Times New Roman'; font-size:12pt">año</span><span style="font-family:'Times New Roman'; font-size:12pt">. Los retos estructurales, como el crecimiento del negocio, la complejidad </span><span style="font-family:'Times New Roman'; font-size:12pt">logística</span><span style="font-family:'Times New Roman'; font-size:12pt">, la limitada infraestructura local de </span><span style="font-family:'Times New Roman'; font-size:12pt">gestión</span><span style="font-family:'Times New Roman'; font-size:12pt"> de residuos y las deficiencias en las </span><span style="font-family:'Times New Roman'; font-size:12pt">tecnologías</span><span style="font-family:'Times New Roman'; font-size:12pt"> de reciclaje y procesamiento de residuos </span><span style="font-family:'Times New Roman'; font-size:12pt">orgánicos</span><span style="font-family:'Times New Roman'; font-size:12pt">, nos impidieron alcanzar el objetivo deseado. No obstante, seguimos </span><span style="font-family:'Times New Roman'; font-size:12pt">desempeñando</span><span style="font-family:'Times New Roman'; font-size:12pt"> un papel activo en el fortalecimiento de la infraestructura y las capacidades nacionales de </span><span style="font-family:'Times New Roman'; font-size:12pt">gestión</span><span style="font-family:'Times New Roman'; font-size:12pt"> de residuos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">- En agosto de 2025, Walmart de México y Centroamérica firmó un memorando de entendimiento con la Secretaría de Medio Ambiente y Recursos Naturales (SEMARNAT) de México para desarrollar conjuntamente el primer Polo de Desarrollo de Economía Circular para el Bienestar (PODECIBI) del país y el primer Parque de Economía Circular en Hidalgo. A través de esta alianza, nuestro objetivo es canalizar los residuos orgánicos y los materiales reciclables de nuestros centros de distribución hacia la infraestructura de la cadena de valor del parque, desviando los materiales de los rellenos sanitarios y transformándolos en nuevas materias primas. Esta iniciativa, en línea con nuestro objetivo de Cero Residuos, refuerza nuestro compromiso de promover prácticas de economía circular y colaborar con socios públicos para impulsar la recuperación de materiales, la eficiencia de los recursos y la resiliencia climática en México.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gestión de residuos inorgánicos</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En Walmart de </span><span style="font-family:'Times New Roman'; font-size:12pt">México</span><span style="font-family:'Times New Roman'; font-size:12pt"> y </span><span style="font-family:'Times New Roman'; font-size:12pt">Centroamérica</span><span style="font-family:'Times New Roman'; font-size:12pt">, utilizamos una variedad de materiales a lo largo de nuestras operaciones. La mayor parte de los residuos </span><span style="font-family:'Times New Roman'; font-size:12pt">inorgánicos</span><span style="font-family:'Times New Roman'; font-size:12pt"> provienen de los empaques secundarios utilizados para el transporte y almacenamiento de productos. Para garantizar una </span><span style="font-family:'Times New Roman'; font-size:12pt">gestión</span><span style="font-family:'Times New Roman'; font-size:12pt"> adecuada, seguimos fortaleciendo las estrategias, los procesos y las herramientas implementadas en nuestras tiendas, clubes y centros de </span><span style="font-family:'Times New Roman'; font-size:12pt">distribución</span><span style="font-family:'Times New Roman'; font-size:12pt">. Esto permite un manejo, </span><span style="font-family:'Times New Roman'; font-size:12pt">separación</span><span style="font-family:'Times New Roman'; font-size:12pt"> y </span><span style="font-family:'Times New Roman'; font-size:12pt">recuperación</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">más</span><span style="font-family:'Times New Roman'; font-size:12pt"> eficientes de los materiales a lo largo de nuestra cadena de suministro. Mantuvimos las siguientes iniciativas en </span><span style="font-family:'Times New Roman'; font-size:12pt">México</span><span style="font-family:'Times New Roman'; font-size:12pt"> y </span><span style="font-family:'Times New Roman'; font-size:12pt">Centroamérica</span><span style="font-family:'Times New Roman'; font-size:12pt">:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Reciclaje de subproductos: </span><span style="font-family:'Times New Roman'; font-size:12pt">los materiales que pueden reciclarse y reintegrarse en nuevos procesos de producción, como el cartón, la película extensible y diversos plásticos, se envían a proveedores autorizados para su tratamiento adecuado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Consolidado</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">349,054 toneladas de cartón para su reciclaje y reintegración en nuevos procesos de producción.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Contenedores de plástico reutilizables: u</span><span style="font-family:'Times New Roman'; font-size:12pt">tilizamos contenedores fabricados con plástico reciclado para transportar frutas, verduras y otros productos. Estos contenedores se devuelven a nuestros centros de distribución para su lavado y reutilización, lo que elimina de manera efectiva la necesidad de envases desechables.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Consolidado</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">47.7 millones lavado de envases de plástico reutilizables (RCP) en nuestras instalaciones de lavado en tiendas. Esto permitió que se volvieran a poner en circulación en buenas condiciones, evitando el consumo de envases desechables de un solo uso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Tarimas de madera reutilizables:</span><span style="font-family:'Times New Roman'; font-size:12pt"> utilizamos paletas de madera para la distribución de productos. Estas pueden devolverse a nuestros centros de distribución para su reutilización. Las que están dañadas se reparan o se envían de vuelta a los proveedores, quienes las reintegran en otros procesos de producción.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 10pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Consolidado</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">225,701 toneladas de madera se recuperaron gracias a programas de reparación y reutilización de paletas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gestión de residuos orgánicos</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Estamos comprometidos con la reducción del desperdicio de alimentos en todas las etapas de nuestras operaciones. Dada la magnitud de nuestros procesos de manipulación, preparación y venta de alimentos, es inevitable que se generen algunos residuos orgánicos. Estos residuos cubren, desde aceite de cocina usado, hasta productos que pierden su viabilidad comercial en las tiendas. Para abordar esto de manera responsable, hemos desarrollado programas en colaboración con empresas de reciclaje autorizadas para recuperar y reutilizar estos materiales. Nuestras estrategias se centran en la prevención y la donación, así como en la transformación de los residuos orgánicos en recursos valiosos, garantizando que los materiales se reintegren en ciclos productivos en lugar de acabar en rellenos sanitarios.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestras principales iniciativas incluyeron:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Reciclaje de subproductos orgánicos:</span><span style="font-family:'Times New Roman'; font-size:12pt"> enviamos residuos orgánicos, como frutas, verduras, restos de pan, carne, productos lácteos, aceite usado y otros, a proveedores autorizados para su reciclaje. Estos materiales se transforman en recursos valiosos, como abono, fertilizantes, piensos para animales o biocombustibles.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Donaciones al Banco de Alimentos:</span><span style="font-family:'Times New Roman'; font-size:12pt"> a través de nuestras unidades y centros de distribución, colaboramos a diario con la Red Mexicana de Bancos de Alimentos y con cinco bancos de alimentos regionales de Centroamérica. Nuestro objetivo es redirigir a estas instituciones los productos que no son aptos para la venta, debido a daños en el empaque o a el acercamiento de su fecha de caducidad, pero que son seguros para el consumo. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Propuesta de valor para el cliente:</span><span style="font-family:'Times New Roman'; font-size:12pt"> los clientes pueden comprar productos de panadería y frutería cercanos a su fecha de caducidad a precios reducidos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Iniciativas con los asociados:</span><span style="font-family:'Times New Roman'; font-size:12pt"> a través del programa </span><span style="font-family:'Times New Roman'; font-size:12pt">AsCanasta</span><span style="font-family:'Times New Roman'; font-size:12pt">, en México y Costa Rica los asociados pueden comprar productos que están a punto de caducar con un descuento del 90%. Esto reduce el desperdicio y favorece la asequibilidad. El 10% restante se utiliza para financiar becas académicas para asociados y audífonos. Esta iniciativa se complementa con nuestros programas </span><span style="font-family:'Times New Roman'; font-size:12pt">AsPan</span><span style="font-family:'Times New Roman'; font-size:12pt"> y </span><span style="font-family:'Times New Roman'; font-size:12pt">AsFrut</span><span style="font-family:'Times New Roman'; font-size:12pt">, que permiten a los asociados beneficiarse del pan y la fruta retirados de los puntos de venta debido a la proximidad de la fecha de caducidad. Estos productos conservan su calidad y valor nutricional, lo que también nos ayuda a reducir el desperdicio de alimentos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Resultados de Cero Residuos</span>
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<img 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" 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" 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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Circularidad en Nuestros Productos</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Cada producto que ofrecemos es una oportunidad para fortalecer la colaboración con nuestros proveedores, impulsando prácticas circulares en el diseño y el empaque de los productos para reducir los residuos y prolongar su ciclo de vida.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<a name="_Toc227102186" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Empaques y materiales</span></a>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Estamos trabajando para garantizar que los empaques y materiales utilizados en nuestras operaciones para los productos de nuestras </span><span style="font-family:'Times New Roman'; font-size:12pt">Nuestras</span><span style="font-family:'Times New Roman'; font-size:12pt"> Marcas sean reciclables, reutilizables o </span><span style="font-family:'Times New Roman'; font-size:12pt">compostables</span><span style="font-family:'Times New Roman'; font-size:12pt"> industrialmente. Además, buscamos que incorporen materiales reciclados posconsumo (PCR) y promuevan la adopción de diseños circulares optimizados que utilicen solo los materiales necesarios.</span>
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" 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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante 2025, avanzamos en la incorporación de atributos sustentables en los empaques de las Nuestras Marcas, entre los que se incluyen:</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Arena para gatos Bodega Aurrera con un 30 % de PCR.</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Molinillos de especias reutilizables Great </span><span style="font-family:'Times New Roman'; font-size:12pt">Value</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Caja para pizza </span><span style="font-family:'Times New Roman'; font-size:12pt">Member’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Mark, 100% reciclable y fabricada con cartón 100% reciclado.</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Desengrasante multiusos </span><span style="font-family:'Times New Roman'; font-size:12pt">Member’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Mark de 5 litros con un 30% de PCR.</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El empaque de la quinua Great </span><span style="font-family:'Times New Roman'; font-size:12pt">Value</span><span style="font-family:'Times New Roman'; font-size:12pt"> pasó de ser una bolsa flexible de múltiples materiales a una bolsa de polipropileno (PP) de un solo material.</span>
</li>
</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En México, continuamos implementando una etiqueta para los productos de Nuestras Marcas, con el objetivo de promover el reciclaje de envases. Esta etiqueta permite que los clientes conozcan los componentes usados en la fabricación de cada envase (información sobre sus materiales) e instrucciones claras para su reciclaje.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: Salsa de tomate Suli</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En </span><span style="font-family:'Times New Roman'; font-size:12pt">Centroamérica</span><span style="font-family:'Times New Roman'; font-size:12pt">, implementamos el primer empaque </span><span style="font-family:'Times New Roman'; font-size:12pt">doypack</span><span style="font-family:'Times New Roman'; font-size:12pt"> de polietileno </span><span style="font-family:'Times New Roman'; font-size:12pt">monomaterial</span><span style="font-family:'Times New Roman'; font-size:12pt"> para salsas con tomate en nuestro producto Suli. Todo ello sin afectar al costo del producto ni a la experiencia del cliente. Esto representó un hito en la industria local, ya que fuimos capaces de impulsar el cambio en un esfuerzo conjunto para obtener, producir e implementar materiales a precios competitivos que benefician tanto a los proveedores </span><span style="font-family:'Times New Roman'; font-size:12pt">como a los compradores. Esto </span><span style="font-family:'Times New Roman'; font-size:12pt">está</span><span style="font-family:'Times New Roman'; font-size:12pt"> en </span><span style="font-family:'Times New Roman'; font-size:12pt">línea</span><span style="font-family:'Times New Roman'; font-size:12pt"> con los compromisos medioambientales de Walmart y las expectativas de nuestros consumidores.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Acciones con los Clientes</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Invitamos a nuestros clientes a unirse a nuestro compromiso con la gestión medioambiental. Cada acción cuenta, y su participación desempeña un papel fundamental en la construcción de un futuro más sustentable. Hemos ampliado los programas centrados en la reducción, la reutilización y el reciclaje de residuos. Al participar en estas iniciativas, los clientes nos ayudan a minimizar el impacto medioambiental en todas las etapas del ciclo de vida de los residuos, desde su origen, hasta su eliminación final.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Programas Posconsumo </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La construcción de una economía circular requiere una acción colectiva. En 2025, reforzamos nuestros programas posconsumo para ofrecer a los clientes soluciones de reciclaje accesibles y fiables, y fomentar hábitos cotidianos que reduzcan el impacto medioambiental.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro programa insignia, </span><span style="font-family:'Times New Roman'; font-size:12pt">Reciclamanía</span><span style="font-family:'Times New Roman'; font-size:12pt"> Evoluciona, amplió su alcance al operar 41 centros de reciclaje, incluidos tres en nuestros centros de distribución, en 11 estados. Estos centros recuperaron más de 334.9 toneladas de materiales, entre ellos cartón, papel, PET, aluminio, vidrio, envases multicapa y aparatos electrónicos. Participaron más de 51,682 clientes y socios, lo que demuestra que reciclar puede ser tan sencillo como ir de compras.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Historia y Evolución de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Reciclamanía</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> Evoluciona</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2019: Lanzamos </span><span style="font-family:'Times New Roman'; font-size:12pt">Reciclamanía</span><span style="font-family:'Times New Roman'; font-size:12pt"> con dos eventos temporales. Con la participación de más de 1800 clientes, logramos recolectar 3.7 toneladas de residuos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2020: Instalamos 12 centros de reciclaje permanentes ubicados en 6 estados, recuperando 21.8 toneladas de residuos. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2021: Fortalecimos el funcionamiento de los 12 centros de reciclaje permanentes, recolectando más de 109 toneladas de residuos. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2022: Abrimos 10 nuevos centros para nuestros clientes, con un total de 22 centros activos en 12 estados mexicanos, a través de los cuales recolectamos 157.2 toneladas. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2023: Instalamos 9 centros de reciclaje, cerrando el año con 31 centros activos. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2024: Contamos con 35 centros activos en 10 estados del país. Logramos recolectar 326</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">791.9 kg de residuos y la participación de 49,351 clientes y miembros. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2025: Contamos con 4 centros en 11 estados. Hemos recuperado 334.9 toneladas de materiales para reciclar. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:12pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">Gracias a </span><span style="font-family:'Times New Roman'; font-size:12pt">sólidas</span><span style="font-family:'Times New Roman'; font-size:12pt"> alianzas comerciales, la </span><span style="font-family:'Times New Roman'; font-size:12pt">colaboración</span><span style="font-family:'Times New Roman'; font-size:12pt"> de los gobiernos estatales y locales, así como la </span><span style="font-family:'Times New Roman'; font-size:12pt">participación</span><span style="font-family:'Times New Roman'; font-size:12pt"> activa de </span><span style="font-family:'Times New Roman'; font-size:12pt">más</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 51,682 clientes y miembros, </span><span style="font-family:'Times New Roman'; font-size:12pt">Reciclamanía</span><span style="font-family:'Times New Roman'; font-size:12pt"> Evoluciona se ha convertido en un referente de </span><span style="font-family:'Times New Roman'; font-size:12pt">colaboración</span><span style="font-family:'Times New Roman'; font-size:12pt"> multisectorial. A </span><span style="font-family:'Times New Roman'; font-size:12pt">través</span><span style="font-family:'Times New Roman'; font-size:12pt"> de este programa, hemos integrado el reciclaje en la vida cotidiana y fortalecido la cultura e infraestructura del reciclaje en las comunidades donde operamos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, junto con nuestros socios comerciales y aliados del gobierno estatal, abrimos 7 nuevos centros. Con ello, hemos ampliado nuestra red gracias al apoyo y compromiso de Barcel, Bimbo, Heineken, Mondelez, Oreo, </span><span style="font-family:'Times New Roman'; font-size:12pt">Nestlé, Gamesa, Sabritas, Diageo, Hi-Cone, Great </span><span style="font-family:'Times New Roman'; font-size:12pt">Value</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">Member’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Mark, Garnier, Herdez, PepsiCo, Whirlpool, SC Johnson, Tetra Pak, Bio Baby y </span><span style="font-family:'Times New Roman'; font-size:12pt">Listerine</span><span style="font-family:'Times New Roman'; font-size:12pt">. Estas alianzas, así como el creciente compromiso de nuestras comunidades, han permitido que </span><span style="font-family:'Times New Roman'; font-size:12pt">Reciclamanía</span><span style="font-family:'Times New Roman'; font-size:12pt"> Evoluciona </span><span style="font-family:'Times New Roman'; font-size:12pt">continúe</span><span style="font-family:'Times New Roman'; font-size:12pt"> ampliando su impacto positivo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Como parte de esta </span><span style="font-family:'Times New Roman'; font-size:12pt">expansión</span><span style="font-family:'Times New Roman'; font-size:12pt">, celebramos el lanzamiento oficial de </span><span style="font-family:'Times New Roman'; font-size:12pt">Reciclamanía</span><span style="font-family:'Times New Roman'; font-size:12pt"> Evoluciona 2025- 2026 en Walmart Universidad, en la Ciudad de </span><span style="font-family:'Times New Roman'; font-size:12pt">México</span><span style="font-family:'Times New Roman'; font-size:12pt">. Este evento reafirmó nuestro compromiso compartido de promover la circularidad en </span><span style="font-family:'Times New Roman'; font-size:12pt">México</span><span style="font-family:'Times New Roman'; font-size:12pt">. El lanzamiento reunió a representantes del gobierno local, marcas asociadas y aliados operativos para reconocer los resultados colectivos logrados desde 2019: 38 centros activos en 10 estados, </span><span style="font-family:'Times New Roman'; font-size:12pt">más</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 145,000 participantes y </span><span style="font-family:'Times New Roman'; font-size:12pt">más</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 1,000 toneladas de materiales recuperados. Con una amplia cobertura </span><span style="font-family:'Times New Roman'; font-size:12pt">mediática</span><span style="font-family:'Times New Roman'; font-size:12pt"> y una fuerte participación multisectorial, el evento posicionó a </span><span style="font-family:'Times New Roman'; font-size:12pt">Reciclamanía</span><span style="font-family:'Times New Roman'; font-size:12pt"> Evoluciona como una de las principales iniciativas de reciclaje impulsadas por la comunidad en el </span><span style="font-family:'Times New Roman'; font-size:12pt">país</span><span style="font-family:'Times New Roman'; font-size:12pt">. Gracias a estos esfuerzos conjuntos y a la continua participación de la comunidad, </span><span style="font-family:'Times New Roman'; font-size:12pt">Reciclamanía</span><span style="font-family:'Times New Roman'; font-size:12pt"> Evoluciona sigue ampliando su impacto ambiental y social positivo en todo </span><span style="font-family:'Times New Roman'; font-size:12pt">México</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">También nos enfocamos en ciertos programas especializados posconsumo que atienden diversos tipos de residuos reciclables:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Medicamentos Caducados: </span><span style="font-family:'Times New Roman'; font-size:12pt">en colaboración con SINGREM, garantizamos la recolección y eliminación segura de los medicamentos caducados. </span>
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<span style="font-family:Symbol; font-size:12pt"></span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt">En 2025, recuperamos 42,845 kg, evitando que contaminaran las masas de agua y el medio ambiente.</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cápsulas de Café: e</span><span style="font-family:'Times New Roman'; font-size:12pt">n colaboración con Nespresso y </span><span style="font-family:'Times New Roman'; font-size:12pt">Nescafé</span><span style="font-family:'Times New Roman'; font-size:12pt"> Dolce Gusto, hemos instalado puntos de recolección en tiendas y oficinas corporativas.</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:Symbol; font-size:12pt"></span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt">En 2025, recolectamos 8,042 kg, reciclados bajo modelos circulares certificados.</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Reciclar para Ganar: e</span><span style="font-family:'Times New Roman'; font-size:12pt">n colaboración con el Grupo Alen, seguimos promoviendo el reciclaje de plástico en las comunidades de Nuevo León.</span>
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<span style="font-family:Symbol; font-size:12pt"></span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt">En 2025, recuperamos 84,753 kg, lo que equivale a más de 2.1 millones de botellas.</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Árbol por Árbol: j</span><span style="font-family:'Times New Roman'; font-size:12pt">unto con la Secretaría de Medio Ambiente de la Ciudad de México, promovimos el manejo responsable de los árboles naturales de Navidad.</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:Symbol; font-size:12pt"></span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt">En 2025, recolectamos 71,325 kg de árboles, que se transformaron en abono para nutrir los parques y jardines urbanos.</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Puntos Verdes Centroamérica: </span><span style="font-family:'Times New Roman'; font-size:12pt">En 2025, operamos 27 estaciones de reciclaje en toda la región, recuperando más de 168.9 toneladas de residuos posconsumo, incluyendo PET, cartón, papel, </span><span style="font-family:'Times New Roman'; font-size:12pt">tetrapak</span><span style="font-family:'Times New Roman'; font-size:12pt">, aluminio, vidrio y aparatos electrónicos. Estas estaciones ofrecen a las comunidades una forma cómoda y confiable de reciclar.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<a name="_Toc227102187" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Regeneración de Recursos Naturales</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">Muchos de los productos que vendemos, desde productos </span><span style="font-family:'Times New Roman'; font-size:12pt">agrícolas</span><span style="font-family:'Times New Roman'; font-size:12pt"> y mariscos, hasta textiles y productos de cuidado personal, provienen de la naturaleza o dependen de ingredientes derivados de la naturaleza. Las </span><span style="font-family:'Times New Roman'; font-size:12pt">comunidades </span><span style="font-family:'Times New Roman'; font-size:12pt">también</span><span style="font-family:'Times New Roman'; font-size:12pt"> dependen de los ecosistemas naturales para servicios vitales como la </span><span style="font-family:'Times New Roman'; font-size:12pt">regulación</span><span style="font-family:'Times New Roman'; font-size:12pt"> del clima, el agua dulce, la </span><span style="font-family:'Times New Roman'; font-size:12pt">protección</span><span style="font-family:'Times New Roman'; font-size:12pt"> contra inundaciones, la salud del suelo, la </span><span style="font-family:'Times New Roman'; font-size:12pt">polinización</span><span style="font-family:'Times New Roman'; font-size:12pt"> y la </span><span style="font-family:'Times New Roman'; font-size:12pt">energía</span><span style="font-family:'Times New Roman'; font-size:12pt">. Sin embargo, estos paisajes terrestres y marinos </span><span style="font-family:'Times New Roman'; font-size:12pt">están</span><span style="font-family:'Times New Roman'; font-size:12pt"> cada vez </span><span style="font-family:'Times New Roman'; font-size:12pt">más</span><span style="font-family:'Times New Roman'; font-size:12pt"> amenazados por la </span><span style="font-family:'Times New Roman'; font-size:12pt">conversión</span><span style="font-family:'Times New Roman'; font-size:12pt"> de tierras, el cambio </span><span style="font-family:'Times New Roman'; font-size:12pt">climático</span><span style="font-family:'Times New Roman'; font-size:12pt"> y la </span><span style="font-family:'Times New Roman'; font-size:12pt">contaminación</span><span style="font-family:'Times New Roman'; font-size:12pt">. Los grupos de </span><span style="font-family:'Times New Roman'; font-size:12pt">interés</span><span style="font-family:'Times New Roman'; font-size:12pt">, incluidos los gobiernos, los clientes, las comunidades y los accionistas, esperan que operemos de manera que contribuyamos a obtener resultados positivos para la naturaleza, ayudando a revertir la </span><span style="font-family:'Times New Roman'; font-size:12pt">degradación</span><span style="font-family:'Times New Roman'; font-size:12pt"> medioambiental y a salvaguardar los recursos esenciales para el futuro.</span>
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<p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:12pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">Reconocemos la importancia de la </span><span style="font-family:'Times New Roman'; font-size:12pt">colaboración</span><span style="font-family:'Times New Roman'; font-size:12pt"> entre las cadenas de suministro y la necesidad de fomentar soluciones innovadoras que reduzcan el impacto ambiental, apoyen el equilibrio del ecosistema y conserven los recursos naturales. Para abordar estos retos, hemos identificado </span><span style="font-family:'Times New Roman'; font-size:12pt">áreas</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">estratégicas</span><span style="font-family:'Times New Roman'; font-size:12pt"> clave que </span><span style="font-family:'Times New Roman'; font-size:12pt">guían</span><span style="font-family:'Times New Roman'; font-size:12pt"> nuestras acciones:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Abastecimiento Sustentable</span>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Huella Hídrica</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<a name="_Toc227102188" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span></a>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Abastecimiento sustentable</span><span style="-aw-bookmark-end:_Toc227102188"></span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El abastecimiento sustentable genera valor tanto para las empresas como para la sociedad. Fortalece y optimiza las cadenas de suministro, mejora la calidad y la disponibilidad de los productos, reduce los riesgos y abre oportunidades de crecimiento dentro de las comunidades.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Materias primas</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En Walmart de México y Centroamérica, promovemos la producción responsable de productos libres de deforestación y la transparencia en la cadena de suministro, con un enfoque en las materias primas prioritarias. Fomentamos la colaboración entre productores, comerciantes, fabricantes, minoristas y proveedores para ayudar a prevenir la degradación de los bosques y los océanos. A través de prácticas responsables, nuestro objetivo es garantizar la trazabilidad, calidad y continuidad de los productos que ofrecemos, al mismo tiempo que fomentamos el desarrollo económico local, la inclusión y la adopción de estándares ambientales y sociales que impulsen el crecimiento sustentable a largo plazo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<div style="text-align:center">
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<td colspan="3" style="background-color:#d9d9d9; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:237.2pt">
<p style="margin:5pt 0pt 3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Aceite</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">palma</span>
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<p style="margin:5pt 0pt 3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Carne de res</span>
</p>
</td>
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<p style="margin:5pt 0pt 3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Soya</span>
</p>
</td>
</tr>
<tr style="height:49.05pt">
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:237.2pt">
<p style="margin:5pt 0pt 3pt; text-align:justify">
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" width="154" height="113" alt="" style="margin:0pt 9pt; -aw-left-pos:-124.25pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:-4.25pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:12pt">Nuestro objetivo que el 100% del aceite de palma utilizado en los productos de marca propia se obtenga sin </span><span style="font-family:'Times New Roman'; font-size:12pt">deforestación ni conversión para 2025</span><a href="#_ftn4"><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">[4]</span></a><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:5pt 0pt 3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Garantizamos la trazabilidad de esta materia prima mediante certificaciones reconocidas, como la Mesa Redonda sobre Aceite de Palma Sustentable (RSPO).</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:138.3pt">
<p style="margin:5pt 0pt 3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Aspiramos a que el 100% de la carne de res (fresca, refrigerada, congelada y productos procesados de carne en conserva) para Nuestras Marcas y productos de marcas nacionales procedente de Regiones </span><span style="font-family:'Times New Roman'; font-size:12pt">Prioritarias</span><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">7</span><span style="font-family:'Times New Roman'; font-size:12pt">sea libre de deforestación y libre de conversión (DCF) para 2025.</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:120.45pt">
<p style="margin:5pt 0pt 3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Aspiramos a que los productos de marca privada que contienen soja procedente de Regiones Prioritarias</span><a href="#_ftn5"><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">[5]</span></a><span style="font-family:'Times New Roman'; font-size:12pt">sean libres de deforestación y conversión (DCF) para 2025.</span>
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<td colspan="2" style="background-color:#d9d9d9; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:180.5pt">
<p style="margin:5pt 0pt 3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Pulpa</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">papel</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">madera</span>
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<td colspan="4" style="background-color:#d9d9d9; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:325.95pt">
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Pesca </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">sustentable</span>
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<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:180.5pt">
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro objetivo es que el 100% de nuestros productos de marca blanca se fabriquen con pulpa, papel y madera de origen libre de deforestación y conversión para 2025. </span>
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<p style="margin:5pt 0pt 3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Alentamos a nuestros proveedores a cumplir con certificaciones reconocidas, como el Consejo de Administración Forestal (FSC), el Programa para el Reconocimiento de la certificación Forestal (PEFC) y la Iniciativa Forestal Sostenible (SFI), o a garantizar el uso de materiales con contenido reciclado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Pulpa, papel y madera sustentables:</span>
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<p style="margin:5pt 0pt 3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro objetivo es que, para 2025, nuestros proveedores de productos del mar frescos, congelados, de cultivo y silvestres provengan de </span><span style="font-family:'Times New Roman'; font-size:12pt">pesquerías certificadas</span><span style="font-family:'Times New Roman'; font-size:12pt"> por terceros como sustentables, que estén en proceso de certificación o que participen en un Proyecto de Mejora Pesquera (FIP) o un Proyecto de Mejora Acuícola (AIP).</span><a href="#_ftn6"><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">[6]</span></a>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Se anima a los proveedores a cumplir con estándares reconocidos como las Mejores Prácticas Acuícolas (BAP), el Consejo de Administración Marina (MSC) y el Consejo de Administración Acuícola (ASC), o contar con el respaldo de un FIP o AIP.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Además, para 2025, en México, todos los proveedores de atún claro y blanco enlatado y en bolsa provengan de pesquerías certificadas por terceros como sustentables, que estén en proceso de certificación o que participen en un Proyecto de Mejora Pesquera (FIP).</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Pescado y </span><span style="font-family:'Times New Roman'; font-size:12pt">mariscos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">sustentables</span><span style="font-family:'Times New Roman'; font-size:12pt">:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">México: 98.7%</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Centroamérica</span><span style="font-family:'Times New Roman'; font-size:12pt">: 99.6%</span>
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<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.88pt; padding-right:4.88pt; vertical-align:middle; width:128.8pt">
<p style="margin:5pt 0pt 3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">México: 78.4%</span>
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<p style="margin:5pt 0pt 3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Centroamérica</span><span style="font-family:'Times New Roman'; font-size:12pt">: 75.2%</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Toc227102189" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Huella Hídrica</span></a><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El agua es un recurso vital para nuestras operaciones y comunidades. En Walmart de México y Centroamérica, seguimos implementando tecnologías y mejoras en la infraestructura para reducir nuestra huella hídrica. Nuestros esfuerzos se centran en el tratamiento de aguas residuales, así como la reutilización y reducción del consumo de agua. Durante este año, logramos gestionar nuestro consumo de agua en toda la empresa mediante la reducción de la extracción de fuentes naturales. Esto fue posible gracias a la reutilización del agua tratada y a la optimización de nuestros sistemas de monitoreo.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México</span>
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<p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:12pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, reforzamos nuestros esfuerzos de sostenibilidad </span><span style="font-family:'Times New Roman'; font-size:12pt">hídrica</span><span style="font-family:'Times New Roman'; font-size:12pt"> mediante la </span><span style="font-family:'Times New Roman'; font-size:12pt">instalación</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 25 sistemas de tratamiento de aguas residuales y la </span><span style="font-family:'Times New Roman'; font-size:12pt">optimización</span><span style="font-family:'Times New Roman'; font-size:12pt"> de la </span><span style="font-family:'Times New Roman'; font-size:12pt">operación</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 37 sistemas existentes, lo que permitió una tasa de reutilización de agua tratada del 78% en servicios auxiliares. Además, estamos implementando programas de detección de fugas que contribuyeron a reducir nuestra huella </span><span style="font-family:'Times New Roman'; font-size:12pt">hídrica</span><span style="font-family:'Times New Roman'; font-size:12pt"> total.</span>
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<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Centroamérica</span>
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<p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:12pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">En Costa Rica, reforzamos nuestro compromiso con la </span><span style="font-family:'Times New Roman'; font-size:12pt">gestión</span><span style="font-family:'Times New Roman'; font-size:12pt"> responsable del agua mediante la puesta en marcha de un proyecto piloto en el Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt"> Heredia Oeste para recuperar y tratar el agua de lluvia para uso interno. El sistema permite a la tienda reutilizar el agua en la limpieza, los </span><span style="font-family:'Times New Roman'; font-size:12pt">baños</span><span style="font-family:'Times New Roman'; font-size:12pt"> y el mantenimiento externo. El proyecto se desarrolló con equipos </span><span style="font-family:'Times New Roman'; font-size:12pt">técnicos</span><span style="font-family:'Times New Roman'; font-size:12pt"> y operativos, garantizando el cumplimiento de la normativa medioambiental y las normas de seguridad. Se espera que el sistema de agua de lluvia reduzca el consumo en aproximadamente 100 m3 al mes, lo que representa una </span><span style="font-family:'Times New Roman'; font-size:12pt">disminución</span><span style="font-family:'Times New Roman'; font-size:12pt"> del 30% en el uso total de la tienda.</span>
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<img 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XAN37k14pJM187/bO4DdmzisvNSrutx+x/b53Y9X6jtUfuNVAZQhZHmpql0uUHLKJuSAueL6fVcQ+f9UIlgr5Il7/tivlDejvz4P0h+/Ib8IJlmI06ZZD1k7ln7Tspjl5aPgyO/7PrMPSqd9Zl51ojs1UIR0nv6GSM7yBfJFKnqZZXkqKfl2y4YKfGsZ3MdkLwqNc/Q7wa0g2pKnrSBd7SOZ6+/INv0mZQhpBQkPwgZtbWwlgnvQb1SRtlVYuPZ1C3P4brsKvFt1brLqtIpz62kdTN1dZQ8pgMG7WqmDrJrdl2U13WgoY2NVIl/8eYL8mrhCHlCBw0GKQ+PxCJR5IcEVa3PCVNXSBDOBVXhGHir9g4RAamTNnqOMSJ/WiMkRYxWAgKO/LKpGuxmXiEG1KL3yx4yaYLzGcodkjr9ToY6Q/frt2Tsp+ozHerLWodNFXJA2nPkN0Tfjc7+kUp6qHigxchTlh8SqiO/SqqyAkiV7/tYSdehhqqNXFNPVTrApM1nNUPEME6v/6rmEfv/OSXE17UjPv1z6N1rDwjlCWnRSQu1PWZEwwQB5/OrulpX84REIFB3bcZolTo28uuu6jK/IT8GnBZKfp9p2UJmfCdEulGJzAHy4/gQHVgAkwePK5kgYRaIJqRKKjWRN2X4U9PQtwxWMjXy0/Mt9RnhtrWBSlqQF8/m3gMqRYeT3w9KYpAag4wzE7gyelKfz+/2Kk1mqHjY3rv/jNBg0XRIqH4qdj0hW5QoKa8UOvAxYYYa/CjSoX4TbTGlfjdkjbS4IyLhdkcPD4dEkd9jKmGsiLbjBAEpQEQ0XFI2HckhNkd+kMqIBdeTXz0lCM5z7w/1VEoxIjgmHVVSotNmUGmroUpjXJtDpQU6GsAoPkSlPRr9++UOxth8OB4kvzFLz1nHSlMipAJzf6WeITKrpdKLI78GQ0PENkEJB5IOkl8jPcc1JToes/uxZ75X9qAdG780St87JKlg1xyt30UapQlVDxxX9fx9lZDItwF20b6h/CA/VELe793SB+366WuiYqTKIPl1Gn/avq2qkjS/IT9IyYhdiWWMSkEp8oZU73Dygyicyrr/6GV7D6S5Sr2OG/lh7yM+AsRIPZE/Uh7kh8Q9YfmNk1RxkR91vFCJHrthRlWXIb/2qqZ+Wl2lO31WiY7HY8qItEkHPMgPcwaSOWgx7EbyYzCM0Gcg+UGcSLiowMG8ML14eCQWiSI/OtwXNY5IziZHLRVR9Q31tu2Y09bRfmwQKW+rhIN9ic6N2odRngZNh+g+8YzZ/PjdSMkA8iPvt7TzYOvpN+OsFO8QsnVlrHBY5q67YBIDeWdTaaKySio5mkbahAASD53qc+1c1ZXUIK212kEc+WGcR5LkXpanlOl83NRD7F/zVIVOCPnNVbUOGx22yTJdjpnKRn7cN2nFeZu8oEyQ+Cr2OC71lKx/bHDEltYA1hVCNqhuTM58pyTPvZAfEy8ZVCrlG5CaXsofYZIZ56do3hX0W/kfYuF/VEB+Q35F2oQkN0gZFRabXWzkx/UvqCpduedx+VS/i99fquS6YruWK/Y3JSykUiaS+A4mGA6dCNniHtY8J8cyQx9OfhBPhmiyI+9czSKN0PhN+bRSaZsye0FJjPeopxJvDm07S7ZcDJFsHOSHXZY2x3f+rGr0eJW0v6kd+qYPdWBkkq2qkvjPSuDnfoVlVB73HxJEfseReJTUnsp54LqUUtWYsUvOmUr3lkpY2w9ekhFKbnR4GijSxkyVaFBRkBoLqDQzRhs697ZS6QXyQ62qreolEwIYvTNVOSzPKJl8pSQbpRLJgJln5Y1ioZlm8vhcOx1S5fTVUWaLc0b/l/UZdH6khfR6/JCqSswsI3mwLIPrUhU9aLY2pJ06+kzeo8WoU/aNzIq+qBIUBOXAIu6aqubzPTybvNJq3tyHhISUU0PPp1CC4R0gISYYlkVLx8zqIhUyGcD3fVQ1dG8JVbsxF2zYe1Els9BM6dB5Z822CbGs3nFJFm48Ly9p54eQIcYCSnjcW7zTMZM6OcYz31dJlG9/Tt8Rm6mDSX5KHD80PGIDBd//jkqZ8zaEiHnY/LM2mcNxyieTSpFz151XKfMXs3u+oGUxPXqWNwhmmykPSB7yg3aYoeX7+P6Ptf4yaTk9re/aXwczyqh0l+PyvJIt70t6Q+uBWeyvah2R53VwQ9IFqMJ8Y63eJ61dsALgGcpe72HGHwmZpUzuWdTJt3W1nXjy87gFJIj8ULv2Hr4sOyOuT7sPXVbV7qoZ2g+oBAiwH+3S40g9qLQQ3B69d+HGC3acpSvcy30OXLdkywW7hjVd3Ls/MqSqmmqlUtL8DeftvFNhwdFTV2WJqlpIcuTNs7l375ErMbYqJBM62jLNH/UpeG/wPVD9gt/hwJKa9btD3gxHT1+1d+E+rgcQJBMus5U4ZihZYLjnmAPfO18lyOVbL0pk9DNZj3hUn5tVJeXK3U9Inf4n5dNqIfWQWXDeiTJHwmVWmTxR7929lClEN0ufRzkh5fLdvKuDs/n118Fjh56jnBgQHCgHpCuOM0uOBO5AGVAW7huDYEaZZ0UEyonnLlVJbvqq8/YM8uVdnUmC89jlWNJC4n5mwvdHP4elO+CEvgP3UTfggt7HgEa9Y+cEp/T5G3ZfsnWji7VOeN6Nb+nhcXMkiPw87jyYhGFGG8kOexkSEctVmCC5E8AEQZ7MBnt4eNwIT36/EZC8WCSOfXCqSkzYK++kvzATBHNUGj2kUpiHh8eN8OTn4eGRLOHJz8PDI1nCk5+Hh0eyRILJjxlZt3A5CGbtmNEMeloAfq/ZedFmWOMDSz6YRf21Z+yYtdx/7Mp1/rD3A5j5xWUtrigzrrw9PJI7Ekx+JTods/VzuBkFMXDWWVsDOHR+aKGqA3HeWPC8OSzaSDg6TDgtmasfjnFBu9tgGUYp/RYW9LKI9l39S1SS2wHLLcLJ/7fA2QtXzdOGReexkR9H+k0/YwvD8Vbx8EjOSDD5fVvviAUzaDAo5JYGzmlnw0eX9Wldp4T8MwFE0GvqGZm5NhT2CSAhBv1E+Z9EsILJq87HnON61smxNix4ffA4a+DCQf6xSaXBY6wFTF3ioC2UZp3YDv09blmUVOl7zXeYZ7K+jG9wt/Js8nLvgPTk8uV/1tSxlpBrAMTDea4Pfhfvbu8ffa+DPVPz4RzXgeAz3X38z+ngbwf+Ze0fPr8ubBUgb55H4v+dh7W8V56PeQfyiK28eXbMO0Uf8/C4n5Ao8sObIHO1a1IDUh1eA0RPduTHYlS8FnBDw/Vo9MJzpjITpqj9uNPW2ViRTwy9SSod4nHQZNhJ62jEcWNdWsG2RyVr40hpMvSkqWh0TlygCrY9ZpFROL4/EKmZjtx+wikZGO3ED+i0VXqfiImvR8cu3vG4hVNioXAQV6NZBD/VJkNOSlZ9BnHrpkWTxNYDl819bebq8/Zu3zc4Yv6lfAcx8fBK+LFhpMWmYxFuu7Gn7bu7Tjxtki2LhQfruxEhJUezSGkz6lTMEhQWSBP7jjzJo8/0s/buLEyupu8/csE5+bmFlmUzQlldsIXNuVtqPvqO01ZHWXlCVFP1XYu2P2YeHY2HnLJv5Jspc2Iadtb36KzvzGJywnZB0Lw/HjmF2h2zb8bThEXhLHwuqdLxN3WPSC59LouXg0Tr4XE/IFHkV7HbcUld7KB1DtBHVagf6kfKR5UPG/nRafGB/ar2YQtk0EU722uFI2SOSoCEg8LPdP7GC+bi9oGq0IQ4orMTYw83qGbDT5ova9vRpy26CFFHiPgyaM5Zeb1YhKlzdNbvtFOSgqobAQBws0MaBXhc4H5HRBBAbEDiynVQMogNeCPkUrLGf5eILQRUxQ2LcF0LlKDx8f2x/hHzmIB88eeFuPvOOGP/E5Fk3OIoIxTKJJW+79f6jr31+yBDAhxAmHwLkWEIyIkNtbsOCsSkI+oNfrC4xy1VgqKMWQCNGxn35GlxVN4oHiFZlNwGKZHiV40LIV4RmBhSFY2wQQeiw22sgtbVRR1QsjSItFBQ3+m7MzgMnXtO0pU7ZINNq1Gn5fUiEdJanzt4zjmLdoN0XFVJl+8fs+ScRdvBdfFmtlsPj6SGRJFfB+3EdEakIzoWQUw7KOl8WeOIkd+GPZcsxhpuXkhs7O+BbyuRkJE0avQ9rh34oHVaOiLShCO/bUqEqbVzE9fPSRlOxYQ4IBB3fPeRy/YcFyYLYMvDFxYiQC0mth4Rlh0OHL1sPqFEoo4Ns5WgIazl26+5sX2v5NVciQHyg4j4LnBZvyWNSrz4myK5vazPxY/YAfLD9gahEngV6Zi4g+79Cf30ir4/sfMgfb4RIp+0PEqeUiLtqwQL+RGrjvcCxDN8VN9/YnSkFSI7v6bEhQtcNiXsMl2Py5GTV+3dxyyKkueV6LGjQn7UHRFmeL4jP4KpUob8du8VUn1/sffmnViETXgyfGvXBb7Pw+N+QKLIjygddAac17dHXDayMGfzmiHyQ7ojGsi75Q7KBxUPWWLSo2qPE9bBDmtnejDrPsmoZOd8NR35LdLOTkBNNiEKAomDSL8LoiOlADophNtSJZcgiHJSWFVjCAFi2Kh/HejQSJ6Ei48NSHTEi3uv/LV3x/G/1YjTMl/JD8d8yMCB6C+dJ8RNfo0GnbJv3qVE/WKBA7Jl37WJIvxoCWJKSHaiPpdV4iKgAyr9SwUiLPgC5JeyUERMVOglWy9KSv2mLdETSHhwvKFSODPqb+p7vqLn3Hu/r4ML55AKIT+kUkdwjvwIMU9AhG1aj+FgUovoLB9VOWTqP25ya3Z48vO4v5Ao8us5+axKAIQlj7D9KojEDKk48oPAUmhHX7T5vDnxu4QdDNsZs6pEaEHVIrQV/dGR32rN9+VCByxKcxBIRqn0etRgB6QY4uChDgYxf+N5yxtVjegsbgIC8P/P2qGRyMJnliGGUYvOmVq5bncoAIFLTB4g+RG5JbgsJpz8Vu+8nvzaRhMz5A1pYatzQLVk4CBfwtyTkGZ5r7RKTI78+O4j0Wo75IfUzH4nwJEf9ZFJSap2/5MmaQffnUEC8iNaioMjP0jUzBD6DkEg+aXS5zQbdsrygHyJ/OLJz+N+Q6LJD+P9t3WOWPy9bpNPW9gmR34Yyz+rfljytIg0MqOTYyzH/rZ4i3bmohGySP+20874gXZAOpYjPwgNciJkEc79zAKPWxplId4JG4WqjI1tq0oqTBC8rdKOk4ocsKGx29d/s+0zu1g4lkVLT3mUbHjGlgOXTJ1sOea05cWWl4RfQmK0meDFUaaixkd+kNubJQ5Kl0mhMP2o6kHyg0ywpRFTkFBXSKVsWkQ8PCTJ77Vc+T4iuYzW5xG3LzHkR35MavBdxAzkHZDGsUVSN3GRH9+Sr2WkfQcRayjvEfPPCntrPKffOmzeWZPOm444aeGjPPl53G9IMPkV63BMhs8N2ZtQf9OWOWQqHdJFodbHZPC8kP2NCL25mkcauTGzylaPk5dHSTnt8M1HhNQvOlXu5kfNjsfECLuvEbsP6Yf1hEyGpNd7sWWx/wTSHzOf6VSlY60hEiezluEg78ZDTlr0ZmIJxgYI6OemR21ihQmSt1WCbK3kwL3Y0bI0DL07z4egUGeJXp1Z1dJzSq4OTEAMnHVOyS0UHh8yzq3fDYmX6HBc+ky9Rr4Hjl22DZ3SVzgs6TTfnErySGzIpczSEkuP+IXE6mMiB6kYdfarmoflWPT+FGv0PSBQwkABSI+4e4SHIiQUZYsqzXunr3jYJEHsdiU7Hpd+0669y0QdUNglDUmY0FVlOx+3d+I+ZnexnVIvhNYifzaXSlv2kNZr7OXp4ZFUkWDyo4NBdIC/qLvOjmTntKM5IHGw8BdvA4gLguBvcCEwEqTL80zUtbVk/D56+orFqWPpiztOZ4U06bCxxZkDBCllFhSi5P+4EKXvh6SH5IcdMri+jdlaCGCfPh+Vl28kr+D3As5BLoDzxBlkIx2u4bvcOQe+K/LkVbuOpT8OXI8NkOcxAFAWXGtlFnimK0PMBzG/9bxb88hvJk2QDNl+05V1+LtwnGc4IKlyPaTKtZy5ot/DUhne1dV1sIw8PO4HJJj8kgJQQZmkQI3z8PDwiA/3FfkhcWLzik/q8/Dw8AD3Ffl5eHh4JBSe/Dw8PJIlPPl5eHgkS3jy8/DwSJbw5Ofh4ZEs4cnPw8MjWcKTn4eHR7KEJz8PD49kCU9+Hh4eyRKe/Dw8PJIlPPl5eHgkS3jy8/DwSJbw5Ofh4ZEs4cnPw8MjWcKTn4eHR7KEJz8PD49kCU9+Hh4eyRKe/JIgzl+4JOeiLvr0K6aoWI75dG+mqPMX5ZfghjtxwJNfEkThSr3lw+8a+PQrpkxZGku67xrGes6neyt9lbuV7D90Irq3xA1PfkkQ9duMkQLluvv0K6bCFXtJwXI9Yj3n072VStcYIEeOXturOi548kuCuHLlqly+fMUnn3yKNSVsn1VPfh4eHskSnvw8PDySJTz5eXh4JEt48vPw8EiW8OTncc/j8pWrMmvBRqnScIgUKNdDarcYKVt2HBS3lOvo8TPSpd9MKV6lt9RqPkLWb9kvV/Uka702b4+QJh3GS8EKPaRs7QEybd56M4o77I04Jq26TZamHSdKiy6T5fjJc9FnPG4Hh46cko59pkvRyr2lmNbLoDGLbf0dYMJuwbKtUqPpcClSqZcMGLVQTp2OsnPHTpyV3kPnSfFqfe1cz0Fz5KSeO3z0tLTuPsXqyaWWXSfLPq2/W4UnP497Hms27pU/Pplf/t8juWNSig8qy9adh2T/wWPyzhd1rjv3UMoSMm7aKjl1Jkre+rTWdef+9nxhGTJ2ieV78dJlKVC+h/zvo6Fzf3o6v2zfddjOedwefi7Z+bpy/93jeaVGsxE6kF2Rjr2nyd+fLxRz7v8eyyPfF2inA89ZqdZ42HX3/d+jeWyZ0eJV2+Vvz127h/TnZwrI3CVbop+YeHjy87jnsWz1Tnn23QqSt0w3W2gMWUGGfVRCqFR/sP7OI399tpDkKdVVntPr6BivZawme/YflbRf15dv87WRPKW7xpBcbv2f5RAQJPfRMTnuye/OIXvRjpLxx8YqcfeUf79czMr3zcy1ZOW63fJ46tL2O/UnNe263z+Rzwiwx+A5UrHeYHnvq3omMT6aqpRd9+RbZWXSrLVGfv95pbgUq9pHytYaIBW17nfsPhL9xMTDk5/HPY8TKhHs2htp6u9gVZ8gqz8+lV86q6r77hd1rYN8nrOFuf11GzDLyJDONH/pFtm0LUIuXLxsqtOf9B6uzV++u0QcPiGvf1RdJZDC8nXe1nbck9+dw8atB+TcuQum6r73ZT0r37dVQu85eK7Vze+fyCsz5m8waS915pp2/us8rWWblj91RV1/E10vT79dTqbMWWfk98w7FWTM1JWydNUOk+wT4MUWJzz5eSQZRBw6IR9nbWId4tl3ystM7TxIhPzGRgSmz9tgJIeUN2LCMjt2UckPOyHXoSr1H7HA1CtUqoKq9rbqOtnOefK7s7hy9aoMHL1Q/vFCYSO8yg2GSJOO421weiBFUTNbXLp8JWbweVWldYCtdvr89fLvl4paPeZRiX/xyh02UP1N1WXqkP+/VbI8dOSk3XMr8OTnkSSwY/dh+UKlOzoRnWnYuCVmVH81Q1XrOLlKdTEpYOyUlfJ7lQzpYLMWbjLpAMP6X54paOpV6Zr9ZO+BY5IibSXLK0vhDpIpmlD5XbRKb5M8PG4P2FN7DZlr9lfq4vOfmkvksdPStX9IMv/LswVl7aZ9JpXjN035Z9S/kOHoySvkKVV1OYZkv3PPETl+4qzM0fpcvXGP1GkxKrq+8srwcUujn5h4ePLzuOexat1ueeH9iiYFQHxte0w1tepQ5En5Oncr6wjPvlNBZmvn+KlYJ/vNdRu27tfzrY0MOZa3bDdZuXaXrFofyg/1mQTpcZ6EDXB/xPHoJ3vcKsrUHhBjZsjwQyNZuGyb7FASm7Nok/xZJWyOIwmOn77K7Hj8xn7bVCVDpDp+YxOcPne9SogHZd6SLSbpb9dBsFXXSUagXIPd91ZVX09+Hvc8egycLf+rDZ3G7tIfnswnPQbNkcmz18o/XyhixxyJIeHVaDLCJIY/q8QXvI/EzCJSBB2LVLJGXztOnqjEqMket4fH3yxzQ7ljYz1w6IT8WLBdTF25v8+8Xd6WJaX/vtF195Aee6N0yEyh16L2uokrbIHrNu+LfmLi4cnP457HuKkr5cNv6ssHgYQ0wWwta8aGjFksGX9obPa/NJ/Vlkbtx8mJk+fk4OGTqlI1ue4+EvY/7nMYMXGZHWd20kt9dwbf5W97Q7lju8MMse/AMSldo5+8nK6KvJi2kl7bRuYs3mx1UrJ63xvuY7Ye+y3/v/B+JUmZsZoRKPbdYD0mFp78PO550MCZyQ1PruFjID9z9rxJFdjrMLS747Hdd+nStUXOIJh/QoJgetwcFy7eWO5I1K54WWh+5Ogpm7AIlXvoOLbC8PvIizo9rXXMgMaidmyFt1tVnvySIOjkqHQ+/YppbyzHfLonE+s7g148ccGTXxLEZzlbyMOvlfTpV0xPvFlG/vt6qVjP+XRvpZfTVZVd+45G95a44ckvCWLMlJXSfeBsn37F1GvwXOkxcE6s53y6txKTVqfOnI/uLXHDk5+Hh0eyhCc/Dw+PZAlPfh4eHskSNyU/twyAqeWrV29/GcDVq2y+E/faHJ4QnBL3+O3Asg/qIljvbvnI2XPnY5aUhINYeqFrLlh9h4OZOM7RphxoZ/wOJlydggjeF1ySwvKI4H1upo/7g8cvhi1x4T2D50kJmSW8l8E3s9yHgAJx9VdXrydOnbNvdmVJMIEbyiN6ORGgbLjn9Bmt+8DxcMT3DjyL48Tto95Cx26sQ1Jsz6DOeHdSXO0voYiX/IikUaRyb/nsp+by+c8tpUn78db4bge4IOGeEnu1iPn/fZ+/bZxBCk+fjTK3Jo+7C9bC9Rk2XzL80DgmZhqE1qHXNPkoSxNJ+1U9c08Kdyw/c/aCtO42xRYhf/BNA1uZf+zEmeizIhu27JdcJbvI+1/Xs0gsk2auMYLEn5NZ7Mza1kjp9f4qDYfGEBYr+XOX6irpvmsgn2RvJoNHL9LOeNU6Gvu0fpStmXySo7mlJh0n2PGSNfpJpqxNY44Tuy8IfEvduY81zw+/aygN246Ns23ey4BUiHTC4t+XPqhscQzrtR5j6x+DuKQkQzxDFoWzwDjD941CZalE06LzREn7Tf3rUode0y3vFWt3SbYiHeyeVzNUMx/pAwevXxDOdYtWbJMfCra1eIu24LzdOFvYDM5FXZBOfWbIO1/Uleffq2hRW+Yv3Wp9PmvhDjc8m8mLICDJEROWyoffNpQPv28oo7TN3A7iJD8Yu3SN/tbAcTvBJ7KZNipCAd0MNDxGB0CBEKXVLSxlP80tml8M9IMoHBYyAhidzuaivrJT/kkdbfhwMGj0QvPtDAfPcSCP2yXp5AzqHtextz6vY9E3xkwJNTKi6qbUho9HxJxFm3VQbKaDYy8jRcB9bbpPkdc/qiETZ6yR6fM3mNdE+ToDtXNdsXp+X0mTCCwLl2+TDn2mm4vSohXbbfEq0X1Jsxdtsrh9dDDTPLRtZFTCJSIw8eAIavDSh5VlkeaBxPBC2ooyaOxi8/8kbd5+UKWCX4wkaSvu+HJtw0EgnbhzbbpNNTcqiCApYs+Bo+YLS6gvhJXXM1U3Nz8TNAJ9A3e+B18pLv96qZj8UKCtPPpGKfnni0Ws3JsoUb2jdf62ktbfXwj519L/CTvFYIb735c60Lz7ZV353WN5pKTWYzDvXfsiY577xc8t5LWM1eUP+n9bbRNIbJ37zrCILA+nLGHEyHWQIG3hBxV4OAZpP/RqCXt2nRYjo3MOYe/+o/Jq+lAgC0JiEdLsdhAn+dGocCuhoTnVhcbNxxav0kcmzFhtx2DtzDma6d8zNsWcv2x3HdGby8sfVpEu/WdKgzZj5BVtqJ/qNSzOXbB0m40GW3cckk/1uppNh1uHSv1JDXM4h+gyKKvjZoTT8ptaoRToj4XayzStOBr9f18vKV/maikHVerIWbyz1NJCQpJACuk2YLa8qQWYMkNVc6c5HHnK3tMj4WDwatZpgixdvVNSpK1s5McARpBJGrBr8EtWbjdJYO3GvfY7Ugc2AlYO0HbgALE8owRHVJYhSlC4NKHyAPIhGkuRSr2vU6/Wq5T3zDvlZdmanfYbd6hHXi9lxwHqDkEw67UcbQPdy+mryDbNP9APrbPRLgl/HzweDt4BQk39cQ0j9/jUuXsZuPoRpAEpmMGIwA8EEX1HiQpVFVBuBA+APKhfvpWQ8RbtRqXkC3ofA1Q7HTD++lwhrcuasm3nIQsmwDrHVDqo4TZIvfzrpaIm2Z8/Hxr4wKhJy+0dvs3bxoSZFet2GdGl1jZBP8S3F3JG2kc4yaf9k7BitZqNkHMq7CAZRhw8Ye0Mcp08a210ziGVvHTN/hYNBve2u0p+oP/w+TaaFKjQQ9r3nBbaG0EJMJuKqEOVFAEqKC9zSD+uc9+Z5qC8cet+a3SPpSolLXTkQe1BxRmq4vbMeRulko4mG7YckEf0fKd+M6yyqjQaKiV0JMF1hXBDG7dGyCfZmsqU2Wu1Ui5bR0RqRJWp22q0ubogHaZTEZjRaJ6OXPgHEgJnA4EUtSDJD8kkqdtxfgu4AQ/1BfLbq5IFEXVRWx0YqFIpaUyYvsp+r9+831Qi6tYhUuuT9sHAVVXV2BzFOkWfCQHVOqNKFU5ToEOWqz3QVCxHiAxyDHhIhBAZHeejrE1sjwfq+TmVHqo1GS41mg03gqVtQH4fqypcStsL4dO766BI2woHqi/SBwMlUWCSKvlhNsDxn3iH9BOk4gdUoqPOnHrKtxEBGfKDcBjQ2vacauT3TZ5WJvA0VGEFCY+I2EiDDA4QExFxIJ5sRTpaCKq/6v+oyUGMGL/E3iGzStyUNRxAxJZ/KQnDHWwhwGDpyHi0tivIElXdaQ/jpqy053/wbYPrVPapc9ZZtJdyqkWUqNrn7pMfRIethQWeNDQa+jptLEHyo2ESU82R30/FO9kIs33PEXkyTVmz3ZEPYam79J8lMwLk96J2LERqMHz8MpPiGCEgP0YbRG5irdEZkDRRnSvUGyTNO4UKnQLD/jQmWvdv3H6c2ZgciOKb5vPacjRgc/JIHBz5sWEQauHOPdeCfdI4UYEGRauKSIK0BerOAUmCAXTkxOUW0pzBKIhRk1bIW6ruOGmQe3kmZOmAJMrGRajMaA2FKvaSp1SaRMtgAGyi9T58/FLpNWSeSScN2ow1eyCbGvFuA0YuNFshtsbwgRCTTpseU6SMShW859DbiA/3WwL3O8oe4kDzQfOCWJCYkZwBAvD46atN5YVICPH/ROoyFh4qc47mJvmxVQBl+M8URUzjmqcCBVJccyU6CO9fKYoaCT7xZllToZ0WALbvOiQvqWQPMVGnaGn8z31sRYCUhyp8/kLIpDVt3gZ93/wmoTOgMeCisvMN3QfOiZHYjymRfqhS5svpKms7jJDi0eTXTgWyoMaQWMRJfnxU0AGcgkGk7j9ygWTXUXnAqFCD36YfTAE68kPaYtQldlcK/XgaNeRXTFXlcPJ787M6clZHboDIHCQ/Ak5SIEtW7jDb0BtKvIuWbzfyaxYgv8w6umM0Bc06jrcdulyhEQcurarDSCgetwZHfpgsgqoowOTBXhnT54WICiJ5RVXQVev32G+AjZhOsEDrqK6qqRi5g+jYZ4ZpBUhwtLlazUeaiSTcZoskgT0OYkPK+S5fG6mi7Yi2RQLUeydtK9itwmcaJ89eZ+SNbSw2QLDVmwxTiaN+kpT++FYIpmT1fkZgdVuOMtJ5LVM1M0k5MItKX8tTpqvZ7ApV7Gnkx0DCd1Pu9Nl6ql1BntQNZoH/qPSWKlMNWbxiu02Y/FsJlMHISeyAd+A878DkVHWVxomr+IL2ZwZPVOWn0pTTPh6aJMNMhqSYO3pQ4v2RQmlTweg6K9buNrL+72slzRb8uNYjYa2IyThy4rJbnqCKk/xoPMz0Ei5o975Ii7eP+sJsTuWGQyRb0Y5mD4DI+EBHfiWr9Usw+WFQp9GDcPJDhcJ4vnrDHlO1PlQxeKo24IZtxxj5btp2QAs+ysiPjgU26rGUWtmM3tyH2sy2hcHRySNxcOQXZYNfSzNP0FApU+rsVSU7nMkZiE6eijK1CzsvdU4aOGqhESL2WIJRPp2mvGyO3naSjpjhx8a23ST5HTh03CZAIDfA/VwDsO1xDYn2SCfCJIKKS4flONcjGab/vqGqVmdNq3D3YHIhOjDRn8mTa0+ePhd9b+hZEMY7X9ZLkuQXdf6SDNN2T9mg8WATJwYiaj+h+Ss1GGz2VyYl2Axov6rC/KZ+f/dYXiO0ph0nqMS9zuyzCDGmRmN60ushyLe1v+7ef9QCkjJp8oSWJ9dyH/bSc+cumgTOOzAQfsU7KEmhuVHOH2Vtanlib+QdGWggOyR0yj9L4fZGuI3ajTUOmbVQuaL+YJs8+ypPa5uRJyF18j4vK78QuftWESf58XBsaNho0ivbMgIMGbPIGgYfl0PJjxG6Q+/pVsDo8Rgou/WfbY0NW2AJHQFY+sCHdVFiRG9fu3Gf2XmQ7Nh9yc3yIuGxlwJSGjo9kgYTJt/oR3+mz2naYYIS5cWYZxdSFQppoG6LUVaQgOdOVVEc1fvLn1sYebpZY49bgyM/MHPBRhvFsRuxJITJi9ZaZ4ePnrK2QB2OnbrSYq4xQBI3D6mPTYWoGzSJ3KW6SFpVYVg5wPIGZhapU9BUBypUMWfrmThzteQs0dlmZQldjlmjdffJNiuYr2w361B04M+1rlmGhcnj2XfLS49Bs03C+yhrY5Ng6rceLS+mrWxLZyA8JlmYIOBdWV7Tosskqa0SJ/ZqlvIkxaGS73otQzX589MFbGc7SAWBgbJlxpto1p9kb2ozq0htBAWF9JjYwByB/Y9JReyBEBB/H1DVF+EHokTthLiY/WfGFtUUgkQY+ov+RipjEGRyk/O8A9dk/LGR7FKVHDBYPR6tZqO28nzUXAaplSrdMUGDjRJtEqCK88ygbZG6YXLmrtv8APY7GplbkOgACTLa3+2GgpTBqB8Ez45P14ds/STHnUE3ldaR8AEDIp2nmkp/ZZQACbDA4EX7QLpD/aW9QEiM2OXrDLIw5aiUDswWso9Diap9lUDHWfghh4EjF9q9DlNVCmFPXgZWiLd83UEmRfQeMs8kPsDghvpUpuYAqarvNUW1A9oL7WOCkmcFvadivUHWibmW2UnWj2GAh1R7Dp5jgzeEjiTrJM2kBsoY+2aJan20jAbYNxIvD6xQtfXBV4vbpAUCA+sw2Qu3ug4W2MtDJoeQellbBxnOMZAgqVOO9HGIjQEGlbqoanHsz0G9QLpvZa4pr+hACIEO1LrAJof5iWsYGB3ol4tXbpdK9QZLgfI9pZ0KJ0zOANYRMvhRT7QzQJ2zVjFoQwbT5qw3YQh1/HZwU/Lz8AgHjZOG7MCkFgSCZO7A+eA14YAko9t4nBitZNTX9mgIXRhfnhx31wVh99zkQfHlm9RAuQa/hU8fpBobgwjLX9wxBIjYyotjNzvHMxzYUB7bX3B9ZPg7hINz5JMQxPYedwqe/DxuGzTmoHR3p4D0fr+Q0m8JBiXs43cDSNlIgCwqT2q4b8gvrtHKw8PDIzb86uTH5ASqTGw2OQzizBqxVV1iAOkxrR60F3l4eHjEhwSRH4sPHVkhXEFSCZWyuC54/ZoNe6VT3xnXTaCQN+cRodv1mnrddnTcxrXhdhsMsU7VQjViWQvT9R4eHh4JQbzkx6r8/iMW2swd0+EsXu03fL7kLN5JWnebbKoma4BYNgAgMRaZblbpjmUtA0cvsiUNXN+130ybGeQc/qFce/joaZvhyVOqqy1eZuavY2+9f/tBm/1hVrBr/5m2ETWLX1kwC0EyA8miTJZNsMrcnNg9+Xl4eCQC8ZJfBSW9VzNWtVk3FoCmzFhd6uhf1uuwGJUV2Y3bjTOVE7BM4ItcLWSaEh8LH9lHtdvA2bYQkQXSTE1Pn7vBdtE/dSrKnNPzl+su8xZvsan5Jat2yBc/t7RrhimRseaHtX94dvxcsrO52LGokjVZuFKhIr/3ZV1bwe7Jz8PDIzG4KfmxXge1Elsdzs5uXRaO5ZBiOPmx4NSRHw7LSIcEJsAfGBJ05EegAqJGsDbIARe6IPl9mqO5LZIGrBhnhTlO2pAdcQFZtEq0CfwaPfl5eHgkBvGSX8X6Q5TExtv/W3cesnBFLhABkRsc+VVtFAomwCJSXFYc+ZWtM9COo6r+XLyzuS058puzcLOtDyJihEM4+WUp1N4WUoPdeyNt9f/8pVvMdadK46FKdoslZabqnvw8PDwSjZuSH9EcAOT31qe1bU0PgPxYEY+NLmvh9mbPm7t4szz8WokY8kNyBLGRH243RNEYNn6pkR4LZXGjCZKfC6vDhEeXvjPMhWromMUWpBJS5Nwzeg3uM1/kbGlht24nyoOHh0fyQbzkV6flaOnYZ7r9T6ACSAeXIIBf5qQZa8wPDx9CwpoTMuiznM1Vqtsk7XtNM/sggLwIbEAQw7mLNkuuEl2M8JgUIVw5EiDO6IThZnKDa5zaS+jxD76pb/G9sA2i9hIdGJ/AgpV6WZSHfRHHpfugORYNgqgSHh4eHjdDvOTHEhW3xIWlJhCWW3GCfc+5qODbSaACjtnx6KUxwVX/ECDXc45rHPgfH0TyYLkLv1laA/kRFufs2QsWEcSpv+C8qsqEUyL/0DuF3JOI5OHe18PDwyM+xJAfBHIvJZawEP8N0oztvE8++eRTXCkhMPI7eOSEDBi18J5KfYcvkF5D58V6LrmnoeOXxnrcp7uXBo5ZHOtxn+69NHzCsphVIvHByC/6fw8PD49kA09+Hh4eyRKe/Dw8PJIlPPl5eHgkS9yU/Ah7zWZBrOcLemPcKljS4kJXxwaWw7A9oltGczfBXhHs/vRrPMsjcbDw6QmctbsZWDoVX14s4/Jt4OagDFl9cTOw7Cy4NC0I8uBceJSmhIKlcniS3Ykgt/GSHwuGWYT82U8tJMOPjWx3Nbe/6q2CTY7qtBwZ/etGsLsWC5pxWYsNEYeO297BdwIs3H4hbcU4K8oj8cBTh5312Xc1CPZ6YF+ImuzOH3XRFsD/VKJzTCpera+1rYhDJ2y/ZjyIshfpaDt4BUGkoZwlu1x3L5to0anWbNwn+cv3sMXzgD2D2XeCXcTY8Y+AHEGwt+/g0Yvl+/xtbHE+O/253QTvJ1AONZoOt7JiM6Mg0eOuim8+54iiBNgKNnfprnYMTyyIhg3IcWJgn2y2uwxuT+pw8dIV20/l+/xtJdOPjS0YCrsxAqhq8YptkrdMV8mgnIJX2MQZqy1vdmek3lx9kthLhHXGDrwze5SQNxuqZdP72VHydkgwTvJj5MUlrcegOUYOSGw8jA2EkQbdrmgwMYuQGV3P6DU0YDrA2o177RqkK/bPxXWNBspvNjpngTLbXZ45c15Wa0ESrYU8+Eg2JnYLmAmBtXLtLlvUzKjDtnc1mo6Qg4dP2rWRKkXyboS74jeudOS1blNog5pwkAdSLFtjsokN0Wn4Pt6N71q+eqfsPXDUvsuBAuZd6bRU1PrN+8TtOgcIzrBmwx4jbLeAm3KiHFziHQF/2Uth646DtpkO4L337I80DxfKid9JEbv2RpqnzoOvlrBNcByOa5v4ThstUXrYS4JGPX3eBhk8ZoktaWL7yg+1QR8/ec72AmGTIrZXJMwZW1SygN6BABu4RJLYm4L9nAm+wcY4bFvK3rCODItV62OblY+ftsqiBhEEg20XHdjelPelUw0ctUheTFvJ2tf9BPogu9W5HdkIMOIcAWjPhJtjhzTOEWGJgCOPpCplv0mr1u824mNntb88U9B272OHOHa6cxtbAcqb3fXYtY09dtnaknxxV2Xgwz2WDdT/pPe+nL6q/O25QravMOt5Z+oAxz2kh1KWsMTui/R/h2Mnzsiz71Sw+mUzJvKmPtmu9lYRJ/lBPtmLdrB4fDTeoLhLAdL4AFtUvpapesy+vbiifZu3jW0cXUolgCJVetvWk1wDccwM7Nv7Soaqxvhf525lDW/slBX2LPbt3bkn0kakjD80lh8KtLPNrifryE0gg+ffr2g7UfFMRiICIKT5vLaRVonqfa1BU3i43REX0AGSK6MdK81ndWxLTEa3R14vaQ1k8qw1dl+Wgu3k3a/qSn/tlG5UgXjZvR7p5Ft9j9DWid2NAJev3SkfZWtqe9qm0/vZuYodyth7FOklw/eNrKJ7D5lr2yl+ro2B45lUksZFkEodrJ34PX1mVv2O9Ho9W0AmRbCvci0dmNi0Okh+K9bssu0GO/eZYeTngKRQr/VoyaR1yF6+YPe+awMPAxqEGS79OdAxn32nvKxSEmOb0u6DZsun2Zsb+Z09d9HuDUp7uFiyLaqTFdhwmwHPARJFsrgdaeJeA+2LcHKpM9e0LSOD5IdUljJDNUmlAwj760J+tNOnVCB49I3SRn4r1+2yUHKcb9FpovEC28VyDknZAS+tR98oZSQ5ceYaGwjpJ2yhydan7KXNPcQFJQ+2NSXPuvrXkR/xAHgnkttz2QHpldifEC7CBEFWuH/c1Luwby8ggsrHWZua/+zPJbrIiAnL7MUpwKHjQhFUID8K15Ffqo9qmCS4Qgvt4ddKGkkywmRTtYNAqEHyo4AnKekgZbbsMsnEaYgG8kM6YgPskZOW2/10BKQmGiiRZCBjyIx3K6YNGomJQv4sR3PbLo/3ZIs+NkJ2Utr8JVsl9Se1rGI4T6DUf75Y2Ar7i5wtVAqZb4Eb2G6R/UZduC3eCXJGeuA+VDPIcIKK7Yyq+DHToPhufI5HajnxTbwf+8Bmzt7U7kEdrFhvsB2n41GOLbtMNMKGBJBUsYeyd3FSBCoj31ap/pDryI8NtalDNjB35If0hwSPZDdt3nor13Cs3bTX9oNFqg4HKitlSf1S9raJjpb55z+1MPKjfNkjlvblUKRyLxv0gu6VDrxPtiLt7Zpgp0vqoE21U1W319C5Ji0FyQ8tjWAgqLsQI+SHgIEgkE4HYcgK4YG4m5xnK0oGhk5avpxjG0sHtBaOYR5DA8Sm16jtWDtWtfEwC0n3mPZ39npmz+d3tR38/YXCpvo68vtehRwIlf2U3d7NQbhBibZEkBWkzJnzYx8YE4J4yQ+c0kZEI+w1eK689GEVVRs2X0d+kNLL6arGkB8FSGRl7GnP6KgMsfDSjLpdtJBnBCU/JU0aKRiFLUfVbK6H/CAoyCatSpJIdxQYBYIq1FxHIEBHgyCdjYcNqgnG4MBeo29+WsvIC/TQ/H4u0TmmcbNXyFNpyqiafdA22ka6ZJNsNm8mLqGzb3I/EWhQpx0Klu8pDduMMdsG2/c5EGjVBXSYPn+9jX6o15QBIblmLbymdnUfMNueR5nyHRA5G0FD5EkZ4eTnECQ/6r2u1hebj7+v5YI9MKjmMLmWp3Q3+TZfmxgTSxBbtO5eVall2txQ3Ts48qO8C1YIBcVApW3ZdbI8maasSd3hdj2awwRVjZ9WVW7RfRYYg5bOoIDXQzj5QVCco14c+fH7/IXLZuuHuDBZ0a+R4BhMflDN6An9y7kfVEp2GDV5hR37sVA7EzYoU/obxwqU726CC1If6jeqL89DJUbTW7pmpw1KaD7PvVfR1GqEHPeeQfB+BFv5/eP5JI0SIPxzq4iT/HiIM3YCJBnIgYLCTtBTyRCwIfLDqqM78itZrZ8VKuSX4sPKRiBxkd9bqhq7hkh4rCD5of7A8Ii/2HMYKVCrKtYfbEZsAPllztZMFizdar+79Jtpoe2doZTJlU+yNYmxtxFMNVOWxjHPnLlgg/znlWJmbyOyDNcjQZB4LjZIAPkxYmGnAkgpqGp9dDTFUI6kCKj0PKpKU+nYpt5WVXzctGti+Xf529j+JQACRnJh42g6N2SAWQDbWKP24+yapIqEkJ8D5cDGU3QsN5FFeVAuqGq0k3BwT71WY+SrXK1ukBAc+QFUvpadJynB9pBGqi2w2TYdLChlkhfth/pFU6Dd34+IjfwcguQHkIxjyG/9bmubaFsIIt/kbSNZVELmHCYeh4XLttoxIi7R3yhX7uFY9abDTbqEQL/J08qiO2FyggjReOCWUEATrQvN558vFpEn3ipjXBAEA2KLzhNNSkRjoD/ynFtFnOQHseQq1VVVtQG2izpSDqoey16wA773ZT3pO2y+EF7+P68Uv+Pkt27jPlVne2ueMyxcPerqouXbVMWcKmm/YjRfaI07SH6MAtjrKiipdOozQ1Xw6vbuDkSA/vDbkHTVfeAsVZk6yINKflQWxloIEALt0Gu6zUo6icORX1ZV3dk/BJtW6o9r2Lf1HTbPIkxzX0WVSrHZIbVCYu+Rn5YJEh6TOjMWbDQ7JxXITBgmAqROJFY658CRC20mC3U8KSNIfrQF1z4d+dEeiMzjQFvBeL1k1XbtaFFSvvZAeeOTGmbLc/fSyF1Dp95TfFBZho2/MXhtkPx4DvdAaEQTxzzTptvkmLx4NwZU6rapahOxqcP3C4LkR9+ePm+d2eYom5uRH32SgQkSZHOxV7UNQ2Rof/OWbDZzE3Y4TBRwATbaA4eOm8DCdczQFyzfQ/5X86vfapTlT3/hmQhU9A2EBfohAYqZWEEKP6j9efLMtabZYZvFzo+q+8SbZY1AEVCCM8KJRZzkB/gAbAJlava3zsosJ42GQmDK3G0X2U9JEBJjZzZ0cK7B1tBn6DwraH7PUJZep+rz3v1HZe7iLfYxbHDkRqHtuw6r/r/G8sHoygwREh+jRy0lIlieisLwiQ0DcmPUxw5JjD+HXSqt0vgha0aR4KwtIAx/804TjMBX6/tCrKGR55IZx/nOJkqE2DB4bwD5vZW5li0B4N4WKk0gmQLef87izdJAn0dgV2Ymya//yAXSWlUtl1x+2FAw3LbsOslmnXnCdlWnMdhTnkx+xKbmJSU48qNMa2jdzY6esHDkF6l1z4QRgwKzfYQuw6ywXzsQNlRm9FCJUVdJBw6dsHuxn1LeENj7X9czCT0cQfKj/XEf9coyDbZNoH6w0TJw0/mR/L/I3VL6jVhgz6LjRlf7fYUg+UE0j6cubTZ5VlbcjPzmLdosD6QoahON1M0flNCyFupgqxuYcPrLMwWMwOprnf3pqfzyzxeKKBGWMMmOqOsnT0WZEMLsLonJz3+8UNjyaddzqt3HPbzTnzUvCJMZ/42qCfEbW+Hw8UvtXt7pj/oMZpOZ9WXwulXES34eIUDU2Ov2HUjatrhfC0gEEA8k/ulPzW1QAKzzatB6jKmdg3Xg+6lYR4vOjSTO0ig6HRI3dsBgYsKDAQmVFYmxng5QQXNCEK26TLIlWWDqnLW2EgB7UoW6g0w6gTwhUZ4/TYk3/FlMvLlB737CsjW7pICSW6feM0x4yZS1sS092bHnsCzSemE3xJ6DQ2szL12+ahMPlAfCAqlQhZ5WVwQbRmpD8KAesxRqJ397vpDZtakbhImvVbVl4o8ZXaQ3gOACgVEfqMas4GAZHRI5KjODE1tRcB4NkslGIrMwSYgdfd3m/TbrHF5fkO6twpNfAsDMMhJuUpfIfm3QgItW7m0Sbmyg8yDph0vn4YCMkLbpPIklJrcqIHgf/9+PBJdQIEkzyVS10VAjpYSA66iry1euqZmonZmVEDFpBU0G9BPs9bGVMetwTytxBq8HDEqovcEldQDTBeaJuwEjvyv6QbyQTz7dyYTpgpnr02ejbjiX2IQJhs4W2zmfEpdYk8cKBZapxXY+oQmNiJUg2NpjO/9bJbfU5mYw8sOgSYBMn5JGGj1lZazHfbp7afjE5TJswrJYz/l0b6UxU1fGrPCID0Z+0f97eHh4JBt48vPw8EiW8OTn4eGRLJHsyc95cXh4eNw+mGaIbyY9vnmIuzSpGyfiJT+WIsxdvNkWFLN+B+dkpp5vB7jMLVy+LfrXjWCaHE+H2BybAQV7u+/gwERPier95FLY9HpCgQ/z7IWbZOPW/dFHkgdYmoKP8tipq2zpQhD8nrVgk62XY9FweOBawpmxwJiF3yxCD9blkWOnzWOmWbRze2xLi2iTBNzo1Ge6+X67uI+0C9ona/had50kS1btuC5vZgHxRGjbY4oMHbs4JmiFAwumiTyybM3O6CNJH5Qfi5sJSBD0Pwes++N4MHEty4IAayJZ+M1x1vABAm5Qp320jvBMCoKF/dRn844TpE6LkRYmDEcHhz3a77sNmKXnRms9XB+4gOvw8MIxgTrFhz42AqXuiXjEOkAcBQhV5t73VhAv+bECnzhr9VuPMT9UFi+y5OBm4L2DLx90cSJAKosbg5/Gte56XMYKV+5la5EAx4PT1stW77CCig9cHlvhObjzeFa4eH4OdJi47wzd5/I2bwPtTBNmXoscAkLfe30u/Awnba65U0T+a4EGCMEQCoywZUEvC4gPDxncyIpW6W0BKT7O1iTG+Ry3P/xDP8vZQgqU7yHPv1fBvHUoB1zWCO5AIIN6LUebayDugsF1X3RmvGBeSV9FilTuLdmLdZRqTYbZuaXaLgh0wIJp2iqBKvD+AXTkr/O0tiC5RNBhbdqkGdfq7KiSbs6SnW2xLoFU7wew4Bg3Qbwo8OxorGQRRDUtRwIMkPCY4BoiFzFY0R9wR8NDg+P4PB89dkZyankTUOCPT+WzPhzEhq0H5B8vFDH3s9/rfTyXgAZRFy6aVxN547nxhyfz2TPx7WVAwmMrW5GOdozyJ2/qd7mScxBRURfNLfaBF4taHrwz8f2CwUYSizjJD2mIqA2wtAMhmwjAyTHH/GejLljEFxZArlq3R8bpue7K8Lik4QfI6vGqDYfqCDLHGi9uYUhL+NniBcDi4WqNhpqkwDouCp77KRTccBq1GWv34x6D6xrhdYgGgY8t13CcSByd+8206W1Gf1zXajYdbv5/4b5/BFXEW4DRCeni6TQh8jtz7rxJBDR+pIpgnDcKnnelEunc3OsiteBeg3cCLnZEscW7oIq+b5vuk2Mcsxl1GanK1RloIb4gEIgX170qDYfYfSwKTQqAwDJ831AaaL28/dn15AcBpfigkrn7Acrw42xNzasD8wLxEPHlpJ4YDAgkQUADAtbO1HJ7Ue9lbSCgXfCboLUOE6avtkhBK9fttt8svIU0Qc2mI8xLgAEJMq3VfIQN1lxDxBhiLRIsFdAOz2p9OxDKDDIm4nOl+oOjjyZt0M4ferWE/FcHKVzCwoNlEEyX/kGqoURIbLx3v6hrEhnCBeGmcEHjeCuV0nEvJVYfLmW/fyKvSWhB0B8IKkJ+BPaABHFL4zj1AJGW1IGHOsdPn99oAAQF4X+i79C/CPEGSeJxElyATR/h+HM6YA4atVDmaRvD75/wdbeKOMmPjk0Ayu90JMY3ktGTBguCIa3C4/nxcpBPlQZDbaQtWLGnqsyzLeIuEWGD8fxwXi5UqZd+zCLrJPjNumCmkCtEh88sjtG1WowykRdfwR8LtlMRfal1PIKFvvtlPSldq7/dQ1goxOcBWlgEKnAuO4BRDUm2coPBdp5YcPgq0hkJPsp3sadHoYo9bNR0xIlvL+G8culoNUBVciKO8D0QXvEqfcwkgET7aKpSRnAQcg59d8JnQawQMWTNM1/TssLP+WdtKAQ0GK0NrU7zkWYOSApgASkuUcTJC5IfhENjRKoKrrHq2GeGxYS0oLf67YMDgSZoY6/qMeI84jfOlgJ0AFSoHgPnWP05MqQjVKw7SH5WgsOZHn9yBj0GEkAdEEuOBbx04J+Kd5LSNfvZ+737ZV0r/3GqJqGOEQ7LtWVAVB+uIyLP/UJ+W3YcklI1+tv3xEZ+DvhfE5wECQ+TAAP26x/VsDIjtBs+v5Afpoz62q8I7hEb+VEPzkxxWPvZX58tpP2htLkQMsAR9ADhBdBOzM9Y82rdfYq9H/2GOiaAwj9TFLFwVW7jcfohWw1wD14phIxr0HaMXXs73h9xkh9AEoN80iqJPfdOBXN8ppHER340ftQfRh5GHUKF05gRoymwYFQXIu06sbX/iIWSWxs2jRfyQ+rDL5T4fJAaHYrOEh7Pj/0AcGTHDtWl/0x9Tnd7HoBsibKCLyMYM3mFdURXSYQ0J6oLzu747iIBLNfOh3RGOCon/UF+r6SrYvZPQCV9kr2ZkVmQ/Ig0si8iZBaAzF7S33wfUjFSM50P53DCWjEaIh3znUidt1OJvwXCyY+6qawSL6pOUNomWCWO7ERoob7RBIJgMCNWI5IhAQuQLF7QMnrqzbJWP858gDsUseKIOvxlrlaSr0w3eebtctK043i7BhseajDRYTBlfPBNA/Mr3X/wmDz3bgWt33pGnEQZR10iuEY47ifyM7c+1dIwWcVHfkjRBAmgzBBwqjYaZpHH0YpKKnk68iMv8kRdjY38HGgHhJyDqIh1iURPftSpc2ljiwICINDn6JNIfk9p22jXa6oRIs+kn7j+h62R4KX/p8f//VIxC7LAPS99WNkGsltFvOTnGh6gYN7+rLaMUMkI8hsyNkR+EMfzSlaO/IpV6W0d2W0OdOx43CGt3shcK0ZKCA9ptWf/MVmrzF68al8Txz/K2sTC1IeTHyGtHCkRXtsFEgUQT5rPasUUIhWWy4KZ2k8LZvpkGlW7VFVGxSIybdlaAywhlTnShPyIOoKq6lCgXA+LSBEkPzrY6ejRClJI82ktWbFmp3Vuwtyj2hP/r7eq0DyztDYuwtcjscTl/3qvIjbJD8kge9FO102CDNNBkvpjAHv+vYoxMREdGLyw+yHxvf5RdasjDOfY7Qj5jyYAkFCI9AtZEvSUKsRM8ey7FW3bAIzpSIqoxkSGRpOo3mSYtRlMGwQ8AEgoxKHLUayTDWJB3E/k5xAf+WEiIGITqm3NZsOtTRKS6pX0Vc3MkzlHcztHwF0iMoH4yA+hAkEEdflxVXkxfyCdoV0xUGGmAvR1VFiEGyY7yqqWhXRIoAWCHnCOcG/uegY2ggJj6+s2YLb1SwIj8F1E6AnyVGIQJ/nB8qibhF8ncxphxiyNZbQyNfaRRm3HmYSFUfkBFVPvdDw/QlwR3BOCQ6/PqJ0EyQmxFxsOHYzCDsbzI1gpJIk/KZ0FOxuqp+uMhKRyJMb3IX4/kKJwTPj5HqqeMzrxTCQ31zkgPwy2qHDkRZQLpBnse0Hyo/KYBaVRTZmzTlJmqKqS3QGtuDoxGzp9+F0D6aodlY1XCO+OKk7UaCdJJxWEkx+AjNhbwdk6keawoWK+QBVlTxXsnA5oFtiFJs9cY/s3UAeUHYC0GJAIawY4zuZGRPmgPYFlq3faVgjYBYk40jg6yC1Aesf+iPRHnSOBOhBPEbvxpcvXz1Tf7+RHn8D+TJ8ECAeQDoQH8WGjfzR1aZOsSEwqcO9fni0ozbXMQJD86EMIKNQ3eZap1d8mLegrtA/qjL71kmpNSH+Yexh8MFGRL6ou/Y263mqbiu2TSjrocY4wZ0SRZ5c4tEEmwlCl6V/wkVPnea87Tn68JDHV3tFRG0MwoyrhbI4eP22bhmB4/kI7LfHXEJkTQn5Ec00o+bGHR4EKPSzMDaHHGRF27T1iMdiIIUbhULBB8mPyhU2T3v+qvkVsZvRnlzYHSI1I0HTQL35ublIlMcQgJcKhY3T9SO8jUTFcDyC/VEp2VNrnKrm98XFNKVGtj01SBMmPII+E6v7sp9CGTZApeWOI5/1zlewq731Z10ZHlthA1HT49N83tMaXlBAkv9mqnmJiwAbKDHDlhkNsgKBOn1WV00W6RppA+sMOxABUuFIvef9L7HpRplHQprDjQZQYzVFXkc6Xrtopk2autfxSf1LD9oehQ5SrPUDS/9DQythmcbWd0JFoQ0jxlCsdtLzWJaGSIEnKmeOESUKi6D10rg1A4H4nP+ydmBUI7wUxYdJCsqOsGOgpR9RglvuQskXv3YFk5mbsg+SHsMGkCtuCdh88x1RRnvWcSuP0W0KQ7VPNkLImH+qT/kMkZnb4g4hZ1UFfpX7gE4iWczO1PbVRdZtJFuJDMqmKRIgEyMQZ0eOJ+Oy0vltBnOQHiPbCyMm0M6OEk6BgWpa8IL2cU7WVDgDBQRZOjWXURx1xrIyhnPPYgyA8CptG787TSBFnyYf7+ItkhDEa++G1fH8xaZSOxv80YGf0BjbaRJ60zkdlhoPzdBCCqqI+IX3wDiSewXdyHhuHA+RHMNMdu4/YOb6dfHh1912QH/ZF1HyIH1Xb2fE4j7GXZ9Gx+c2zyQt1kO+OvjTJYPaijarKtzLVhDhrqKOUIZ0n049NjMheSVfV1BRng6WeUD+RDBjAsA87Izj1j8kC2xDpDVV7mHyiHbEagCUz1A+TadhWIVGW0rh4brRTJEyOk7DJojkA9oJmACJfzrG3x9ETZ1S7OGQDoZs9hkyJqH0/oW33qfLkm2WlvQ64DPB/fqagsA8HfQ+7NnazBctiX3dLPL6n3ipnS94cytYZYHUHkc5bukUHt/KqOg+QPsPm23OCiTpkF0b6YRWtQ+yxkBmSOEFsaS/0EwYtCI9JEYiQ96FvE2QVO3ELbTPkQd3wmzxoA6wJDfb9xCJe8vMIAdJiS8v4Nksh4CbSKMSWnEAjZZkJJgQHN0DFVRZM8DCguMEhCAYzpIGg3bBV10nSpMO1/XQhQRZLh9vsyA+JkMQ7hIOOhibiBlzAIJZcMH/ZVrPF4UQQLIPbAXWc0LwQahBKwsuc3xGHTlo/CwcCUDB36p7lVhy/XXjySwDoSNg8kULiAiNQUNJNLqBsMGoHJeU7DUwkbvLJ49aBhMuEUFJZU3q3YeTHiDhx1hqfkkhiMiW24z7dvTRp9tpYj/t07yW2jE0IwRv5IbVAgD4ljYTqFttxn+5e8mWedBLq8822RgBGftH/e3h4eCQbePLz8PBIlvDk5+HhkSzhye8OgplebEPJbbnLnQCT5Jcvx2+nYUlEQmw5QbCu9GYz8KE1m8lrlv5WwFrMhLRtVgCwJCWhZcplTFAkJG/q804scwE3JT9Wv7ORdKYsTSTjD43NNYgFuokFixTD12UlRRDMsV6rUbGuI6PycP2bOufWd5G/38FyISLt4Le7c88R6yC4PX2Zu5UtJCd4Bou/g8CxvWztAbYgmWgjBNcN9ivqolnH8eb76+JAssk1UXvwEf00R/OYMFtBHDh4QgpV6mnPJYLJ8rX3TyDTWwXuZgQ3+ChrUytz1luyzAu3UsofT6dCFXrI7v3X1xFgT19CT+FB82r6qha3EW8e6pg6I89goi9t3LLfIiC9lrG6vK55E4mGNaDhwJmA9aR4eLB4ukbT4de5Vt4K4iU/GhKrwAuW72mrrvGra9x+XMyaK9Z2sbbNRUKmETI6uDVvjsk5hhvYouXbjLlZ8c9oy3Uxq//1+MlTUUaSsY0YjPh4R5Ac8fDXHXMSAcfIi2cSv438OYYnQmg0ssvsGef0WVSsewfycO/EX8B7ntZ78UphEe2m7RGyeOUOu59zLMol7BJRnXn3r7UTEzHY40ZQZm17TDWXN1yTcJbH55nfzTtPkmWrd0k+JT9cFqkrBzoOseDmLtliQTSJ7EGnchg/Y7U8lLKE+VbjNkcdE3yDxdG4yxGo4om3ylpgTYcTJ89aZ85RvJPMmL/ROjeeC8QWTM7AhZOILLipER6Odk8gCI69nK6KvPFJTfsf18yzYctJiATz56cLWF18qARIgIP/vFzM9vYtU7Of3UeQiRffr2QJd9iG7caaHzEeG/zFDa6M1pfrk8CF3eIcXiJ4jxDhBXfbYDtJLOIlPwJWZtVG5Pxvg8CXE58+OnvJ6v1sipmwRfhr1m81Rr5Q1s9SsL2t6B6tZIADO64rhC1idCCcU6GKvWzUx9WM2GvkhT8g5BEkQIirrkpbnP8mTyuLKINbHR3p27ytLRFGh2OE5y6qREv0F5zd8V8cMnaxfJe/jblgWQwwJSri6NFB8FvG9QbpYvqc9ebbiS8onYx3x5keN67v87eVeUu2WgieltqpCHDKM4h3SJgsrvfkFz+QDCizybPXWtxHyK9j7+nm3sQABli9T0cgyosDkoBTiWkWqT6uabHnAJ4kb39RRxp3GGcxF13kHfx4XRvCvxvn/V37QiHvAW0wZYZqEhnt18tATh1DlIGml+xAlB0Cv+K/C/kx8OPfjw8v4d7w4YeACIhApKcg4AtIk8jPCB9oQfweMX6pkd+/lNwIeMtSFBLCEbFCCV2Gu12XfjPtenzyXXsABLcgeAruibgs4u6KmyLkunB5yK//VhAn+SHN0RgIvxQO3LxSfVzdVotDEAV0tCZc05zFm+SRVKXsHgJeEjqc0Zf/aaAjJywzv1iI6hkd7XsOnmsFWFhJkIjGRFIhz5dVZMbn1QGfz2/ytZY1G/bax+NIj98f6gySA50IR2oCVhIy6XGtHIJm0oHoEDi9E7kWB25izm3TwkN9YsTn/bMUamfBCQiq+vBrJa3yiFaBu1r5uoPs+qWrdhi5d+k3S4rpSEgIbpytjdyVEKkY3Ko8+cUNOIVyg7Ac+RHbMP13DWzwAcQ3JFLLeG0HsYFw6nS+4dqhUMkIW89gRUSSIPkFQTCMh14tbh3ZoULdwZJH20MQrXRgTqfvcj+YZ24VBB+ZPm+9/PHp/EZ+DPIEJvjrc4WMD/KW7WbSHXH3GOyDmL1wozycsqQF/mAQIYwVJEUwCciP++iD1VVlJc4f5RwUctr3mm7kl7Vw++vsf+wjQtAETCIMgtyTv1yIWAmAcauIk/x4OGF/iFwcDhoTUYuJzkLIIqQqiAJSQix2q6ubtBuvDXOQNewMPzaWFSqVoTpCfhAekgAjCXo8AQwAZUF0lx4DZ9lvrk+t6gl5O/DxP+k1vbVQHPBXRLKD/NJrpaGOEuWFaCouFH/bnlMlv1Yetgac65FCeH8c7MvXHmDkhzjPMyHlNz+tdcPo5siPiiPcDrH6vlHpj0onKIInv5sjSH4MSi+lq2wDKERIm2NEH6mSeTiwR7GvB/WCpIBETzAJtA7MEbGRHwEPCICA/SrY0QhsSv0HQVh1Bl7MGckVaEVEdHHkh0Q8bc46HZBKWWh69tpACus/Yr5ee/0gga2W/vO7x/Ja+KnfP5nP9uPBTNZe+x4BjYmcQ2CCvz9fyDZMckAjI+rLX54pIP1HLriurojwDtERydsdJ9ILx9ibJHhtYhAn+ZEhD8hXtvt1TuYcJ0QRMbqIj8dObKQt2w+a5JdRP97Zy5p3nGjh4GMjv5rNRlpB46CO7QXiAOQP8xPaHHA9Bk5GCgeuQd8ngKUD4ZK+L9DWyO8rlTghYBLE5sLeEPgwn5Ifu1Ih3mMEd+/P8yG/n0t0sWupSIJrEqw1CEd+m7XTpvmslnbSZSatEN2CjufJ7+YIkh91ScMn9BIDEeYIpAX2eQniwoXLFp+RGH8r1u42tYj4gJ+o9F+50VALf0anIvqwqzPsuUgoGN5djEEHnkWo+yCIGEPnTeyM8v2GIPmhnkJKqL0MNlNmr5Mn3yonT6jaGx6AF7ssdjmi8BBrkTBVSGwMKtjwqGv6fP3Wo424cmr5I0TAI4SD41r26wnyDWC3ONRwIr27mXlC6ZHHACXKW0Wc5AcYTSEANoOhgRKSnpk6QgGxUxbBPXfvjbS9NdhXAfLLlLXpDeRHLH5IiNA4e1WSgvxqRZMfYix2whJKKKiXBPUkbzY6cqilYjdx72j0qL2QGWotjR91lILmf6TUhJDftl2HJZV+V38lWEiOzXKWrd5xHfkh+RLBFrUKYl+qz1iz8ZraO3nOWmscqL39hi8wdZ9tFHMU62gRjW/HEHu/I5z8nHGb/xmY6AiEJcP0wjFszrWajtBBsqaRoh6yDoIEj92XVLXJMHlIpW9iUBLnEQL8UQfDr/K0um5/FJ5FhyMIL9I/9QfQFLAR12wywn4nZwTJb3/EcZuoIMz8qvW7rSyZmf3rswVtAgobOHErqaPM2Zsa+aGRYaclJiYExY57mKmIzUiQ4mwq3HC8UMWeVof/fb2Uxeqjr6EJUH/0v34qXXIfdkJsttgZFyzdYn3+sTdCQVhXrrt+l7fEIF7yQ5iE8DBcUhAYpomWy4st1wJCdcDW9h2TAUp8kEP5uoNjGjMTE516TzfpbcSEpXY/Ieghmd6D51nDBnwsIzFBQInJFr4sAfWVYIyotahF2NiYAULyo3ETIr5r/5lmZIUgKWwkBd6TCQxmmwDBMBndeS6SJNIjkxU8E/Jj8oUI1Q50Umx+n2mn4BsxvI6buso2XTl1+pwUqdLbwmnzTUzXE+iV3dywdRLiyiN2BMmPFQUE10TSZyUBtlN2z2O1APt0IJUTuRubU35thy27TjabLB0giKDayyw/kj17U9RoNsJsea30HqQ/Ikm36znNJtG+zNVCPtYOi50Lsw2b5oRL+skRQfLDTkp7RirDHo76i1r7wdcNzJb3zNvlbT8O7OsIF5DiX58rqPVbUdXkfBY8FRsimiLmDNt/Q+9nAnT2os2StVAHI0KCqhLt+R/PF7bnMUtP+Hv2AUKzoh8TWZpI0QRDRf1GM3X7gtwK4iU/B8gCSSZcHOU4BBNfqKcgIKf4rg2dj1t/R+QNt8dAtLdqo+H941paEwTvFZsqBKmzrCYcTjT3iB10qBY6YGDyYP1WayWnPEo+5WoNsK0PKT8mRt7/up5JFkj0qEMuVWs07Aa1mPWoBEolSCnExiAXvIfEDDCSBGYb6o57WnSeZMSHJpLU9lG5W9iv2hlr6rqqlkNdMGg0Y4BXYQFBAbWVNZqcw3TAsiWIEIGEPVuYmCBgKvuDYKtHExyg5c6+Nwgc1B/htei7A0ZcX7ekngPn2ACGPZ39XeijJCTKnKqZYTfsO3Sere64HSSI/Dw87iYYKBhEggMfHY4tCcJtdbeL8CGJMYpn+8EqflA+CAEIQK6s2HubCNus1HCmLsD/OEKEz5pDluSR0LLmuvBLuT/4rNuBkZ9JMJqhTz7dKwl1Bm0DYortvE+/fUIaw2Rl9RTL+d8qJVTzMvJjj4PBY5b4lETSsPHLYj3u011MY2M55tM9mUZNWnHdIum4YOQX/b+Hh4dHsoEnPw8Pj2QJT34eHh7JEp78PDw8kiU8+Xl4eCRLePLz8PBIlvDk5+HhkSzhyc/DwyNZwpOfh4dHsoQnPw8Pj2QJT34eHh7JEp78PDw8kiWM/Dw8PDySH/7nf/4/a8qxdkxw8OwAAAAASUVORK5CYII=" 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+47fhlCF9tIiaTjG9x6aqy48fxZuWM45u5JwhfGt0QGr0nABCIPv33CX+Wp3TMCh6+ki/cleeD+OilGvEHCA+39v8LRd3k8ei+JxzW/bLxN+Uco/9vh0eL1r98mx4jv1/E7ma1nxKLHwnhUJzsDVxheA+MH9V3m0jl6RRSSLiWjAC0mxohvIbSfGSu+EjRjZzJ6L44Xb8H8MSsW9akdUYl5NEDz0W56LL4aFo22ZP/rYVG4fCdTvMfZaU4stTlcTC5fDokW1zZsXQImbkkS74ZWpzK7VfHiXNwP/GK2690s8YbMR734GxJxWH4sRXxT4iNqXydKrz6Rgq+Gkuel6+HX3D7sHSH0qnUNFwRpNiEGH3SNEC988/PCdURKlrNEfO4zbiu/scPfQzzhnine5vlrfpz4lgW/OseO+CYR7Oex0ehMdvmNGp4EfyBv2pjO25n66s0O4Vh4yNCOyduTkUlhah3qjw10rp5L49FzUTw+6h0p3ost4RspupSTWES636fEognd2IS0fBqo0Zi2IwmTaTA2GR2DJMr7hvI4VPxjRpwIhWbS7MmDid9j9A3LpQEcQTN6hiAhk2XY2gSx1hEEJk/An27kRQKjcsW31JfQINnjnCbIyZ7vt8mxYlC1pAHPHoJnZoV0/hG5YhAfc8sQsz8PyBFElppE/kYDmchEEGrLpTtZ4hUv/oLs10RwJg+T425IDl2P4WtMfZcZBt6INYn4ia4tI/sBTShJYgK5Sd74HrV5Fnlfnkje+CMci+yTaTIKh8M1Q4gcwG0hMh4hL8iSnVuAL4ZEYcr2JEEC9to86DvMjENXIs/PY2PQkUibSH1Yg9o4jUjBMn5rEhr2jxLecTd5Wz7HqE2JeL1duPimxZdksw3dE15vc8i6iOzy5PJ623CMWJsoJsiLt7NERPIJEXUBlfMkOWlbsrim2kSyjQ6pwoP3o2v+kPqhNdnlcFiXRy8Wk449D2968JqESTeNBhK/U8khWovxMeJ7cBw+HqAwxskzU5CO12aBkWSHBsFJmqmZGBzO8Hfl9l5IF2RbfTxFDKpNjqniBWee4QetShBEmkrnYW/AnoAHB3sz/j2THjQ7K6QLoXayd+VvKFyigcZeawwN0EbkIX6fEiPOuZ/OFZOUj/tE6trkldgDnLhK+dRWDivZc7FnY4/Imx6jKXxlwt4hQjLpfhoTI8gyeXui8J7racC+RR5kJbWdJwkmFZPflcJY9nr8fUD/8FwxiTDpZuxKxi/UR/xVJi8iL3sdDpGbjotBH/LImUSEmjS5KKRjEvF1XKaJYjx5SG7bLAormejLaEI6TtdkWHMaXtXj6+eXytkj8n3hd1jbkpfkuvyeq+Lpui+ME0sF9oiz6D7UoLbzvWQvr5POdmJ2I+VTmm130nqs6/x49KDBkU7rBSYAr4fO3jSEO3yzeBAwAev3ixSzMA90Jsg2WlPwTuKnA6Kwl2ZsDuf45rOncffNFt7R2StTfFmVB+svE6LFRspMGqQcbvKmCOt2pzDzvHemGPBstxl5KSY//6YJr3+m08Bhr/UzDeJGdK6lNMh4XcWetUH/SDEhRCbmi/UMr+e43Q0pvxkRgb9ixN6bv6P3FbV9OZWfogFdp08E2lG4yuvK9uTBefdwA5GN81tNixFfxHWkyWUlrcXYHr+ozd8N5ImGyzjN52pOkwbnc598SutNzmcv60ek7DgrTnhVtv0VeSJeh7HwRMJ9xW1vTl6V28qelvuB+4fTTBZ+K4vXoB9zm6Ya2rSJJkmevPrT2pHD4/eIsBzKsvfnifB3un/16b7ydxW5v74bEYXvRxn6WCedbcQk6XjnLpZmfZ6FE1MLKIwsEJsRHPKkZT4Q5VEJeWJDRMnn8IrJmk1EiKOwh0MZfn+T7XAoxJsOrBNPulyfvU8O5fOgC47OFTZEvSyqQ5/BMaRLISPvSvK7kBw+csiUSus41lM2RzjkDGFdqh+fUoB0ah8PyJjkPOGBuJ3KeoW9A6/v2BPFJOWJ6+I6/BV7PhenuW3cVgZvVCTQ9fO5eFAGUTu5bco18fVFJhi8KE8CSl1Osydmm5zP7ypym/malMckbDc53WCby7hfFeGQMyQ2V6xZ+Xxsl70tXydvenC7WDg/jEjK18ht4r7qTVFBkzHRRNooMbH5UIjPPzLFfc/LAeXecNv4ergOQ+lPXR6tmCSdLo+nEAfFe7K8GcVenHd2dTJVLNFJp4suNhaddLroYmOxinS8IXE/Kg9BMXlijcTCawzeEZTfUJGFwx5+yM0bGnq4o8u/WUySjonBi/Q8Au8Qcpo/mVS8oF91IgUTtxl23lhOumeI37HkTQ2up67DmwkHL6dj5MYEsYDXRZd/q5gkHe9mjd2UiMGr48WDV/5ZvM4LYtF/RbzYJTzslo5Vx1PEDh7v6g1enYBT1zIwakOCeEuF6/DP5nWaFyt+fi8pPV+8HsZvZqRKu3S66PJvE5Oki6IwkJ+58U/jbXRMw0/josUWP78lwl7tRmA25uxLEtv4/CoS/2IXh5z8bIzfpdzulIZmE6OFVxtExBUPercm4rRnpvB+uujybxWzpONXlNiTOXhkktdLEvn8ihI/6D3tkYFrvtniORW/ZWJPoWNEQr54VYtJ5eSRJbwah5izd6fgwq0sWvNliteTODzVRZd/q5glHb9czOsxJh2/n8gygUjHr3kpwms1fr2IQ0cmHb9SxXWYdPx6lEI6/p6bLrroUsKajr9Gw5siHgHZ2H0+XeTzT6PfoLQi/MoR/wgsvwGSQHX4hWCucyMgR7xCxj5t34UM8TaELrroYoZ0lgh7Mf5+Hb9mpIsuulgmZSIdCz8iYPLpoosulkmZSaeLLrqUTnTS6aKLjUUnnS662Fh00umii41FJ50uuthYdNLpoouNRSedLrrYWHTS6aKLjUUnnS662Fh00umii41FJ50uuthYdNLpoouNRSedLrrYWHTS6aKLjUUnnS662Fh00umii41FJ50uNhX+Qyp5efyDw4ZvPvP/8/ILRB4j3/jrxdk5ecjIzBZ/OMbWwm1Q2sHCf1xGaR+joMDwB2G4fdk5pf/VBJ10uthMsrPzMHvZUfz61yK4uPmIvNiEVHQZuAbNOi0Q6DtqE/YeuYIf281Bw6aTMXWBPdIzHv4mz6OWm3dC0K73cgwcvw1Z2QZCHXe6geadF4r2Nf9zIRavc8DEeQfQ8JfJ+KHdbBx19BDEtFR00uliM7ly3R9v1R2E597rhf3Hroq81LQsrNtxDgvXnETNxqPxRYtpmLboECYvOIgeQ9fj2fd64qpngNB91JJD3vXnDvPwUo2+aPDzJKSTJ2O5eTtYEG3MrL149t2e6DdmC3qN3IjFa0/hkx/G46tfpyM51fDXdy0RnXS62Ex8AqKwdd9FvFK7fyHpFPG/H423PhmEmUuPIDMrR4RvrPtCtd647nXfqPVoJTc3H5v3uqB93xVFSMfC7Vmx6TRe+7A/rt+8LwjKoWXLLovw9e8zkJL68GcpSxKddLrYTHjg3vOPwKsq0nH+FPJsb3w8EAFB0SLPNyASdb4bR2HdglIN6LIKr+V6DFtfjHQpaZn4rMVUdB64Wujwum7b/ot4uZYdlqx3EGlLRSedLjYVHyITk27P4Su45O6LkPA4RMUko/bXYzBu1j5BQCeXW6j+5Sh81mwKLl/zpbWgbX/iUSFdaEQ8zl68I9aU2w9cwovV++Aaebn09GyaJOwpDLXD4InbERIWp5NOl4orfoFRqFJ/CNZtP4e6P07A5PkHsWrLGeHl7viGCy/yZ//VeJ7Cysr1BhP5RoqBbkuxG70ZX9I6bcs+F2rDEDg6e6EFedzfuy1Bbl6+aOc7DYfiv9X74v3PRoj85BR9TadLBRVer/EaLSY+BR5eQQiLTBAhJe8aMuHI0cGXiOnmGVCIVArtbCmBwTG4dS8UCUnpcL3mh6SUdHjeCkYweTQWflTA16C0z/temHiUYKnopNPF5sKb6/kUjmXm5yEuOxPeiXHYF+yHrffvYkvgYwhq935q//20ZOQWlEy+fxzp+GbKDzYV4fysrNzC5yk8M/GMxfm6PFrhB9xpuTkIy0jF1fhoQa4xNy6hzcUT+Pz0PvS/dh4OEcGY4n0F1Y9vx3vHtj4WeJ/w8/nDmOrthtYux/HxyV2Y6OWKhJws45VrS6lIFxGdhM17XHDxqq8xxyD3Q2Oxfsd5zF15HHf9IkT5Okoztu2/RPGubcKDoNA49BqxEYMmbEdO7sMZh0ODvwauFc9gFqw6iQAKH/7svwrftZmNoZN3imdFFVF4U8H9RgA27HQWi3VFeMK44uGPhatPYi2tjRIpDOJnYFMXHcLSDY7iPv1d8oD+5dFElpybjdvJ8dgd7IvhHi6CYI2dDuCjkzvFYFUGbgOH3fBJSRR10/Jy8JvLsSIDuyKjHrWdvTRP41GZ6fj09F5UO75NkDCf42QTYjHpklMz0bLrYjxRpRv6j91qzAXuBUSixlejxIKXF5/8xsH81SfwZctpeO2jAahcd7CIkW0hXYesEw8vP/puXOHbBLxFXe2LEfim1UzMWHwEc5cfw2nnW+ItiGFTduKFan1gf/K60K1owhsI7zYahqff6YETZ26IPPbUvPHw2kf98ekvk8UO38mzN8UD2i9bTkelmnbo0Hel8OKPWnhY5RLBUsiL3U1OwMHQADHgOrs64pszB/ChimBa+PjULvJ+UYKs0VkZ+P7sQU29iohPHfchPD1N9EVmXp64Zs5v4LgbYempIl9LLCZdLC18eXu09jdjCknHnT5o/DZ88MVIsaXqcN4bMXEp4sHh+p3nxc7Ppt3OpVpklkVWbnZCx36r8NH3BtKxp1i09hQq1eiLwZO2o8+oTXAlj8APNfl9P16wv06Dd5e9q9FCxZKTZ70wbvY+sUumkC4tI1vcg9Y9lmL3IVfyhIFITE5HYEiM8O6d+q1EIyIjbwKUp3CIyOsVJlhwegqOhQVSKHUFHS87kAfbj1ondhQblJbiaxqs7A2bnT+iWV5RwRNK9ytO1Bf3RfuVCeYDwjUKo02JxaRj4jCheDZVSMdrpybt54qt3WZ/LsDrdQaILWDejfqUZuCqDYdi5pIjyMiyzR+E5EE3cNzWQtKxV5gwZ7/Yfh4+dRd+aDsb9X+eSF4gB3GJqeg+dD2qfT4C92nAVkRJS88SZGLvpZAuNj5VeD5+/ajxb9Px5scDce7iHVHGO27vfTocvUduFC8Ml0XyHhg8mC+FfsfC72PRPU8MoLVXM+ejqEMeTD0AdTxENQKvXU1JqdZ0/IReTbpW3ZfgNwo7eV3Rfeg6QbZUGiyRMUlYvvE0Xq7Vz2bvzrH3UkjHDzT9ifzzaJ1ZhSaF+MQ0bNh1Hv+rMxC3fcPwW7fFeIdCN6cLt/6WN9ktFX5Aq5COm8nX8Urtfli63kFst7/6YX/xnqL7zUDUbzIR37aeSWvbWOHlSyOsnZyTDcfIYMy764G+7meJYEdQn9YtNU5sLzFM1PEQj4R0/Yh0HD626LwI81edEIN37Ky94oVVJt6IabvFW9rf0ADgB6F3aV1lC2HSDZmwHXV/moB9R90odBwg1j8ffjsWjWnN8/5nw8WDV15zPl21B6o0GIpGTSeLt8Qrqiik23/MDT2Hb8D4OfvQuudS8b4fTzAvU9nclcfE2u/Z93qJ65uz4pjmm/lMLF7gZ+TlIpTWHOeiwrDe/xZGeF5EywtHUZtCRJ1cZQeTzr28SJeTm4fVW8/g0KnrcHa9K24uz7yrtjiJV2emLz6MyOgkHHO6Id7EZuI5OnvbbFueZ3evOyE4d+mOWIMeITKxB+aXaflF1v3H3EV7OX3EwaMQweEPdwYrmiSlZGDqwkPiutZuP4sDx68KDz6ewmYmIb//x69STV90WLxGxVi+6bTYSBE7iRQm8gbFxZhwrPO/jZFEsNYXT6CR497Hanv+cUK5kI5nyIy8PGTl54ndKq3QhfPkbEO6uJ4u5SPcs+r+5TCZt67d4qKwK8gH025dFTuJXzrtxwfHt2kOEB3ljzKRjmdJjvF7XT2LJucPC/xCcX4LCkV+dzmOdpdOit2rrldOo+fVM7BzP4dB150x3NMFo29cwgQvV7GFPPP2Vcy7cx2LfW5ghc9NrPW7hc2Bd7A96B72BPviYKg/joYF4hSd62xUKFxoVuaB40EN906Kwz1azAekJouQiAdVQnaWWOSnUZiUTuAJgd9uyMrPR3ZBPnIIPDlw+zmc4sH4TwNfF1//7eQ47AnyxWTq5/aXT4mHzbVoDaaT7O9DtWPbrCNdPg3YjYG3Kd53wRkiwuw718q0LVze4LUHt6fuqd34jEKlr50O4Mdzh9CcJoRWLifQgSaDv2gy6O1+FpO8r2AHEXw6zfxDPC489uDJjB86D/Nw0clVAcGks+qRQVBaCn4+fwjB9MmSmJNNi+3H520BBZ+c2oXLsRHCG56ODEEdSmvpPS7gyYajBg712dP1dHPS1NPx98Fq0p2MCKIBuhOXaMDy2uE+hXfKE/fHCc0uHBEhKAuHpl/Q+kZL73HB+3RDd9N6TVnNTb/lpqmn4++D1aTjG8sGGjruQT/38/j2zOPzeo6M6hR+bQi4JdaEK3xvimdOWnqPEzjicCKvfYjWwvwcTUtHx9+HMpPunwB+CZXDSv7UKn8cwTdWf6ZWMcH35vq/nXQ6dNgSOul06LAxeEf5eoLp93l10unQUc7QSadDh42hk06HDhtDJ50OHTYGk85DJ50OHbaDTjodOmwMnXQ6dNgYOul06LAxdNLp0GFj8Pu+Oul06LAhdNLp0GFjMOk8E2KNTCouOul06Chn6KTTocPG0EmnQ4eNwT9tqJNOhw4bQiedDh02BpPuRqJOOh06bAbrSRfsW2iEf4tDCyWVMyyxoZUvwxIbJdkpTxum9EpjQ6tMgaU2zOmVZINhiQ1Lystig2GJDa18GZaeRytfQXnZqGEt6fiXl/mHfPiVFv4sC9hGedgpK8qrHbqNoigPG4zyslNWlLUd/CPIN60lHTNWDXadDK0y/nk7+dikHqG8bGiWl7cNY9qUHZM2VKheDjYY5vRMlpWyT7TyS2tDs1y2QahINkzZMWtDtkPHrPfRiZ1EOtN/lMYk6fYG+4k/nfThyR3isyxgG+VhRwulsWuqHaVtW0W2UVqYakdpbJvSLW37TLVFnVda2Lodn5zcBS9rSLc/xE/8UXYdOnSUDvVO7Ya3NaQ7QKTjvwNQWvAfbmdolVmKimajLHYqig1GRbNRFjsVxQZDbaOhwx7cSrKCdPznq+o67EY9MqCA0wrUeab0zJWp80zpqcvN5SlptZ66TC43lZbzZGiVm0qr87XKLclT0jK09OX8kvRMlVmap1Uml5tKy3kytMpNpeU8GVrlWvpaeeoyuVxLX0uPwX9w83ZSvJFJxcUk6exDA9DAcU+FB/+tBa380uCfZKMi4d96b/hvBFpNukan96KhBHXaElhTRw0tG0qepfbLwwZDrft32SgPaLVDhlxmClp6Sp6lNhhq3cfZBv/l2zvWkO5wWAA+d9pnxP4SYE5PKSvJzuNgg1EaG6b0HicbjEdtg2GJHXM6SllZbDDKbuPrMwdwNznByKTiYpJ0R8IC8RVVZtZaCi39f5INc/mlQXnYKC0eVZ+Uhw1z+VqoSDa09L87a28d6fhvgDcmg43PHjR8ah2r0szwwrQMta66TDo2aUMNVT352OJ2WGODYaGNImkjCu2Wsp4mzOmpbJrtE/lYnZaOLbKhTltqg2Gmnnxs1oYMUzYIZW4HgW1o2fn+nD3uWUO6Y2H38S0x1oCDqmM5bQrmdBQbJdlR65SU1oIl5SXpMNQ6crqi2SjJjjkbStoWNrQg17HEhlqnpLSlsMaGQeenc4dxLyXRyKTiYpJ0x8Pviz+cr0OHjtLhl/NH4GMN6U6EB6HJ+cMW46fzhwS0yiyFbqMoFBsVqS1aZZaiotl4VG1p7nzUStJFBOEX5yMCTZ0PG2FIm4Kip11mvlyBeRtKO8pio3TtMHXNltkwr2eZDaUd5m2YKldgiQ2tMhmW2CjJTkk6pbGhpWeuTEZJemWx8euFY/C1hnSnIoLR7MLRUqG5iePSoKw2uE55t0MrbQ1Ka6O8zqlAzpN1LEF52GBYW0+Buh3WoDxsMNR2lOPfXI7DLzXJyKTiYpp0kcFo6XKs3PGrRl5pUR42Kgr+SddSkVBe/WqNndYXT8DfGtI5EOmYsb+REQW/i7QCJd/csVpXXSanTR2rdQ142BZZ19SxWtcAy20oabV+STbUUHSL6hS3YQ7aNh6WqfMUyGXaNrgdhrY8zCteTz5WoOQZ8Oj7tajuw/pF8y2/FiWt4GF+ye0onm578aR1pHOMDBGM1aFDR+nQ/tIpBFhDutNEOmasDh06SoeOlxyIdMlGJhUXk6RzigoRjDWFPyRolVuC8rDB0G0UhWKjIrVFq8xSPG42Ors6IjDNCtKdiQpFx8sORdDJCHW+jJJ0LLHBMKenVaak5XxT9RlaNrRQkl5ZbShlcrlyrM6T02qYKlfnmbNTUpnWsRrmbMgwp1dSmXxcGhtKWs7X0pNRUjlDrfOX62nct4Z056JD0YUY24UMmAfrmNIzVybDEhsl2bHEhlaZjJL0LLFTHjYY5vT+iTZKslOeNrT0zJXJKEnPET3cnBCUbgXpzkeHoeuV0zp06CglermdIdKlGJlUXMySrvsVpwqPHnSBWvmlwT/JRnmA2/Fv7VcmTJ+rZ9FDlc82ermdNZY9tMd6XIeh5LFOsDWkuxATXmisJPSmkxTL18ozA2ttyPWsbkdJNhgl2bGVjVLCqj6hcrmeVTYYJdmwACW2wxJYYKM3YeFdD/EzC8FpKTgVHoSB15wLy5f63BDfkQuitdrxsPsY4H5e5M+85Y47yfG4Hh8NO/dzIq8ffYakpxqZVFxMks6FSNeHKstgYwxmsoy+BM63o4YoeXZXz6E/pbkhRewYy01CS8ecDVP6WnlqyGWyrqk8JV+GnC/rmcOjtGEKWjqmbKjTcr5WnhpymaxrKk/JlyHny3qm8pR8GXK+rKeRN8LTBaFEFCbVuahQZObnYdd9HzG2R3hcRGRmOnyIdMfCA5GRl4u1/t4Y4nFBEDH/QQESc7KJpIbxP4DIGpJhFekiBGEYTKgNAbdxPSEabnFRmH/nepGyrYF3qSwGV+IisYBmi3E3LuNMZCi8EmNxgcLUiV6uRn0DCf9+cDvKoy26jaJgG6btTPK6In57h389fJTnxSJlE2+64iCV7Q/2wzg6HnT9AjYH3hFfMdt+/y7604CW9csbM25dRXZ+Plb7eWOoBxGQSHONvNcAOu9kLzek5+bAMSJIjOVUOj4TGYLdQb6IIjJ60zhn0g267ixsDSLScX1TYpJ0F2MjxAkZTKQsYj4zPYxmg4TsLIynjuEyJmB2Qb74gwn86gs3YoP/bfilJMKdGp1bUABnIh43RLH3KMCzzLiblzHV2w3DqNPUZeM1yobT8bRbbhhz45LQkevoKF9wGBaXnUmDM0t4Cv7hnpHkXbiM7xt7mdisTMQROLzb4H8LSTSQY7IyhCc5FOpfzGZ5YuHd68gl0i266yk8GI9l/u3KwUQkHjOe5FQy8/IQT9dQ8OABPGhs87U4Efl4nDMReSyxraE0YYRmpBmZVFxMku4ykW4wEYXBmyrJ1AHTadAuJJJlUeO2BtwRZbvu3xMzxCIi5q4gH0FA7rCR1NDx5PHSc3OFd+SGKPbKG0MIu4Lu0WSQKSYH/qr8NJqdlPL9NLNyWRq1hW/2WM9LmHf7unhVJ5v0ozJ4orhVxKaO8gPfH/ZY6US2ubevYQuNHR4zS+/dEOXryLvk00Be4XMT6+g+5NAYYo83m4jKYy6JBvdVGkNsR227vDDd+6oYHw7kzRbe8RCE5yhtnd8tTCUPvfSep2g3h5555EjY0/GEkEBt4zHHRLxM0SG3ccR1F4RZSzomyjACs5xnoAk0I02hBnDnHaRO4XL2dEysSDpJbGaGaNBa6kQm3Unq6CyaHTj8ZN1HhSk3r9AsmSF+yprj8LS8HJyOCBZlk8gj8yzEM9NG8sBpdHySFskcOnDHbqEQhneawigcGE8eT21bR9kxgsaCO5GGx9AYCivZ6/EY2mYcF7yBkUHj5EZCrPgbADyAd9N95LG3wzipHwzxL2a3PDGK1m0XY8IFgXiMMKF2UPtSaIycoHHMXo89Ma/1blMbJ9GY45B4MoWbzBUeS5OJG4otq0jnGhspwi8Gu1BuCHfOep6JjJ6OZ62x5M3YS3Cn3CUvwqHDKt+b4gK4Y3mnh8M3YYvCCcWmJkoqNwGeIblNvAYYSTeVv0DI3o5v9jSaKbkdfEOZ/DxBcBmHwbfpk/Xtqe180+fQ9QiblrbDnB6XWWLHymsugpJslEc7LLWhocd9zF6DBzBP2ovJazCR1pMX4TJe33GUxN6M7w2TbjONr30UoaTkZsMzPkaMs8JzqOyXFzjM5bHME/dsGgujadyyA+H13sJ7hkiOPR+TTa43lxwPrwV5vHF6DEVS4daQjkPCUXRSxlwKxXihyCEmD84girm30gDPpTBgDy0muSw0PU10JLvYvdRZ7PE4zR6Iw9Mx1GmKvZFGKGlTKElPKVvt5yVCEiYVn0chHXcal5+ikIHbwTMVt4s9YhR55TtGnUOhvCOVh3nUebJ9GebaYq6NMmxhwxI7luqZQ0k21GUbA27Tmsgw+bEX4PvB9yuCjlf5etEkHQHHyGARLfGAPUATIZOPScc76dvu3y1iT4HSDlNtMdfGQhBJmPwC5KU4PBx2lTzgFQo9L53DAGcn2Dk5oNeJE+h+6Cg677FH+6370GrNTrRcsgVN52zAT9PXos26XRh44QzG3XBFOE3qpsQk6XjW4QHJGEMzAD+n4E7h2Hz2nWuYTuy3DwvAHDrmH6blsu0UCkyimYw3Xg6HBeJIuAG88zmWbLAdxaYMOZ+P1TClq2DWbXexwL1FZNoX4idic5focPE7L6uIkDvohu0O9hFhQA6RbhdNFHzzOSTg2YufqfAG0VRaCCs21W1QoC5X0nK+Oq2GukzW14JcV11HnTYFua66jjotQ0tPhlaZkieX8cYb/1Eafg7mQcsVXruxx3OPjxLrJfaEPAleIvJxPnsY3hFnXQb/bQ2OmNTnUqA+n5I3igg05PI59D97Gn1OnET3g0fw584DaLdxD1qt3IYWCzehycx1+Hb8CnwxfAka9ZuHj7vOQo22k/FOs7F485vhePXTwXip7gC88KEdnv2gF556tweefKc7/vN2N1SuPwStui/FB1+MxJNVu+NdqmN3/AQirCIddQa7W971Y4hjil+VtBZYRwta5XI9GbKOGnK5ut6R0AARvnB4ez81Wdw0JuIpmiT4wSWv65hkrnGRYtuXQ9JwIhqHnqzHxJTtyedVQ60j15Mh11FDrSPXkyHXUUNLR64rQ9aRoS6X66gh15OhLpfrqDGJ+n4CQdFVjvlTlBnzeayJY/I8o8nrjLh8HkOcz2DAaQf0Pnoc3fYfRucdB/DH+t34belW/ELe5sdJq/Dl0CWo230WPmg9CZW/H4lXGw1GpXoD8GKdfniuZh88Q6R5+v2eBuIQSZ4g4vynCqFyN/xf5a74v7csx4sf9MHpC7eQnZ2Lu34ReLmWnciv2WoyQpOtePeSNxp4cI6ni7Y7dhydt+xDl20H0G23PXrsO4xe9kfR58hxYvVJDHBwwGCn0xh6/gxGuJzFSOqgUa7OGO12AWOuUqx87aKwM4HcOHck22VwJzPUaTlPhlaZXGcued0lFHvzOo4XuLPJA07zviJ2wHh3dQ6lp0j6HKsvoVmV9Vhfy6Z8LnPlptLqfK1yU3ncvp0UPRymWX6F740iutPJK/PzK55sNvh7YypdJ29M8DMwBodjpuzK0CqzNE+rTC43lWaMpTEx/MJZ9D50DH9t3Y9+Ow6h5cz1+GLwYtTrMRu12k0RXqPydyPx+udD8NIn/fG8kTRPvdcDT7CnYbJYSZjyQJUGQxAeZfhR2eycPNT4arTIf65aL3jeDRH5WmKSdOwdhp07g/rdZpFL7U0zAs8K3cXs8OQ7PcRMwTPGM3SCZ6v3xnM1+uD5Wn3xQm07VKIOerXhILz+xVC89c0IvP3jaLzXbByq/zYRtdpOQZ2O04TdRn3nUScvwjcjl+HHiavwy4x1+HXeJrShmeuPVTvQYe0udNqwB12I8H9tP4DuRPheRPg+9sfQjwg/gNz4wJOnMMjRAUOI9MPOOWGEM5GeiD+aiD+WYvKxRPxx7i4Yf/0iJlOIM4UG5+MAJhyHVbwOYg/N6+lNFKZzGROMwzF+YBuekSq8+4FgP/F1En6Gmk8hdDStjdQ2bQ3ub+774TQZ25F36kLkajF3Ixr2moN3mozBf8n7vFCjLxauO4X4pDQcOnUd/6W0enBXVDxJfBgxdRc8vIOwcM0pPEXc4PwnaCJwuepjZFJxMUk6t8gIfPjHVFRtNBSd+q/GJz+ML3bSR4n/0MzFs9gTCsnf61mM5C8QyV/8yA7//bg/KlHM/UqDQSKc4JnxjS+HoTLF41V/HIXqv07E93aL8DmR/MdxK9Fu2XZ032mPgeSlR190xpQbVzCNBrkBbkYY0rx2ZTws10ZRHcVGUTsPy7Uh66z0vSnIdD4qVOyMMel4nT3jlruAX0qSeGWJ19G8huUXEJbRupsf73CYzTuyZWmH9vU8LH9YZgA/thnlcl5Mhp3W78HPk9egQc85eO+XcWICfr5WHzxJE7X6Pr/x8UD4BUaJMZeZlYPGv88oplOR8WSV7ni5ph2eIgIqeVaT7vAlL1Sq3Q/nL99Fbl4+/O9HodrnI4qc8HHAM+/0xLb9FxGXkIq1287i2fd6CY/9FBH5WSLwi7Q4fo0WyjVbTcI3w5agzaJt6L37MIaccsQYF2dMcr+EqZ4UonpdFc+XZlIoKj4VyGl1mSmUZIPAW+a808ohIz/K4GeJ/kQ03srmciYV7w7zWxLsCfldQN5JZqLymxK7g3yKnkMLWu2Q81Tl073cMOU6ea/LFzDU8TR6UkjYYuYG1Os6mya5oWKj4RmaGHmiFCGfxv1Q49l3e2LjLmckJqfD5co9vFKrn6be4wQD6XyNTCouJkm3etd5/E+aheITU1H/50maJ6nIqPvjBKSlZ4trCItMQNWGQzX11GDP+t+P+gmP+UHz8WjUcy6aTlqDDit2os+eIxh60hFjaWafcu0yZnpfFetCi0Frz0JolRM2Gt/MsA/xE89HozPTxQPaxbRmXUQISeOXc1NwKMwfyRRmXomNxHLydLxTzG/a8MYRv9pUaFPrXCbaMYuuZ4r7ZYw+fw4DDx3Hn2v34Be69npdZlLkMFpEFRxxaPWbNXiOJsJaX4/BS9Ufn9DSHJ4g73fR3QrSLdvqJBjb0W4lLhFrJ80/iGdoVtI6SUXGC9V64+Q5LySlZGDvETeR1tKzFOwln6Z+4ND2lfoDUYXWrDVprfr1oMVov3Q7+pCXHOFwGhMobJ1GhJx10w1zaSDPIwLMo8FdCDmtPiYwgfgBPr+vyNvs7NX4hYMQ8nj8sgKTkJ91XYgJE29J3EuOFz+Gw89X2fOxt2NymjvXHPJeM8iLT7h0AcNpEum59YAg10e07q5M1/UykYu3yHkdr9UXOrTBY8Rq0rEBDhOef7+3xeFCRcTLFLKwx6tEsbdWeXmC15/P03rz5XoDUOVrIiStJxt1m42faS3ZefVuDLI/gQkXzmMGhWnzaNAvIBJogb0Uv0/KL97yK3a8ccJvA/FDf96x3EPhYyCV8YaJF3nAzYG3aT0XLb6CwnX4BQXZ3lwKj6e5XcLwE47oum4vfhq1AnU7Tse7P43Bq7QWfo7WyTxYtK5JR+lgIJ2fkUnFpUTS6Shf8HOhpzl0rdMPlRsPR21aS35ltwBt5mzCwP3HMf7sOUy9fBGzrl/BvJtXsZDWcEsovOQHxg/BaQ/xuGOJjyHNj0Tme1/DXA83THO9hHFOZ9F9wz78MGwZPmozBW9SmMxb7k9WLb6ZoaM04McTDJqgKlNfVumF/1Tpg/+8TaFxZUMkyLual67ppHs8ULmrWCu9SmHrO9+PEmT5vNc8NB29Eh0WbUfvLQcxaN8xDLM/iaEHT6D/7qPovn4f2s7djB+HL0f9zrPw/s9j8Rp5Lia25jl0aIBJ1IPIQwR6mwhUtT+eeHcInnx/JJ6sPh5P1Z6FZz5egmfrr8Wzjbbhuc/34vmvDuOFbxxQ9TdnNB9+DTU7uOP5bxzx9EfzaGLrhUvXy4V0j294+U+A2HHlZ6NEpmfe74XnKRx8lj45nOVHK1p1/p3gvmAvxKCJx+iJnnhnEJ78YByerj2bCLQUzzRYj+c+24XnvzyE578+hRe/P4///uSK/za9jpeaeeOl5ndQqaUvKv0agEq/BeHl34MJoXi5VVghKncMh8P1DGRkP4DX/Ry882e40H+uwSpctoZ0ywXpuuGJaqPw7Kfb8ULj48Tuo3iOGvncF/uJ7Xuo0TvwXKMteLbBRjxbby2eqbsST9MFPV1noWD80zRDPFVzKp6sMZEueAzNHCNoBhksZhJ2xwbQzFKF1oyic3pRJ1FHsdsWUDqPIDpTH1yMz5pPwWGH69hx8DLe/GSQps7jDbrPSvhGxHnogezwxHvDyPtMoLE1k8bZIjxTbzWea7iZxuJuGpv25H1O4oXvz+LFHy/jvz8TgZrfJvL442UTxCkLaveMQERCnuBLdu4DNOgfaShreRuuNyNEvpaYId0ZPPXhXFRqcRdv/BGGV9sUP2mJ+D1EXGil3+4TAg2zxq/+hhmkxT1Uog556Rcvml08qYOu4cWf3ERnvfiDC3XcObzw7WnRic9/dUzMSM99TmSnzuVJ4NmGRPb664noq4joS4jkC4wkn0Y3hUhefRwRfbQIEfhGPfHOQDHrPSSw1s2u+OAd5fU7zhnvEjB08g5NvQoPvg80wfIELDxQnQXG8G27mNSfp0n+he/O0Hi4JMbGS828DGOGxw+NJzG2tMacDfEacWLc5kTcDsnB8iMpeL2tUhYCF28rfq5hxS43VKILtVsaD0ePTMzclYw324cXOWmFBt8Uvjl8k1r40Ix3i8KHy3jh6xNE2h14+pPlwguz5zUQUWNgVEDwLvLYWfvECwsZmTlo0WWhpl7FQjcR1Tz5wViaHOdTZLRJTKIvfu8sJl32Qq+01riHjwG43VU6havaH0qkyzAyqbiYXtMdCEL1buEIjMwV6YTUfHw3Ikoy/PigxcQYrD6aimYTYvCy6BwKMYiUHKu/RLPnf5u4k0c9RaHyNjEonnhvOM3CvSusV+S325t3XoBvW80UO2VaOraHMfznDYm37fBUjUliucFe68UfLghycaSjDvFepfvRa3E8nL2zMGV7knURVYUDezorvtqzYF80qvBC8VoG8vIf4HZwDur0jtA4QcXGx30iEZucL67JNzyXJhLLrqFS87ticf08DZpn668ToTavS594ZwB5G15rPL4haplB187rrCfeHSTW67y2epbWVc83PkpLBFeKLgI1+1QLH/wVAZ+wHHF/eEPih1HRmnq2AHurdztHoHrXiGLk5zLeKKnZPQL/a2eI+N74Ixy1ekTi/S4RKk9nLen2Gy6eT9J5bhwaDohSGX488AmRLibJQDqfsFzUsJB0RUAzcyVem1Ko+tIvNw1k/JLWl/VX4ZkPaUH/wXA89U5v8T7n01W7C/Ab5wx12hJUKBv8svm7fegaR+LZj2bjuYbr8EJje/z3x4tiTV6JCSbWV9ZtUPDEfvYm/8IWEBSTh4/7GjcjbIzXaD3Wf3k8bgRmwz8iF7P3JovdSS7jcd91fhw8/LMp8svDVqc01O4Vgf0u6QihNt8KyhHlD+1ZTToKxQqNPL54hdB2eizWHk9Fq6mx5TxxcJhKZOSNoV888N/vHPDiFzvwYsPleOHj6Xih9gg8X70Pnv+gVyFekI+rF803BUVH1i08JhtKWq6jhrpukTylHdV744Vaw6jt0/Big+XiWl763pGuzZPI5WcIDa0klznUoYlx4MoEfDnk71u+1O8XiciEPBx2zcC6k6lIzShAtwUGIlUlD+cRkI0znpkYvjYRWbkF6L8qHjvOpWHcpiT40WTOxHs4tqwk3UIV6dgg785oxdxKGe/myHn/jPjcCvCahQfob7SGae6NSj+eQaXGu1Dp02V4qd5kvPTxcLz00UC89GE/gp1ApQ/7Fh4XRV9jGX+yniFPS1fRM13Gn/3w8kcDUKnOULxUdwJearQQLzXejpd+cMTLzW6IjSf1uuvfgL+IYCmZBfhqaBSq/RWO4JhcLDucIsYw797vI6/mR8uTI1cyEJ2Yj+8pDObxXrVTOK76ZJMXzJHsWUu6Aw9J9zYZHrspEUfphEsPpaCe3cMQgBs0cp2hbPPpNBGTf0Ax8fRdyVh7IlU0StHVQQOZnxe1vIeXm17Byz8cxSuNN+PVz5fitUYz8FqDcXit7hC8/smAh6grHSvpQgwsWqbCa58MxGv1RuC1hpPpHAvwylfr8PJ3+/Hyz854ucUtw+5uBdh6rwgYuCoBSekFaDQwktZ14SLEXEPjl0lXuUO48GrB0Xm4fCcbAZG5gnTMi3n7k8UmY5+l8ZI9It0ta0h30EA69lhTtiUhOSMf9pfSERGfh2NXMwq9WqspsUijGYIJ5u6bjWsE1s8mF5yV8wA1rVlDlQHcXg4pi+VLKMxjXYKsZ3sYicgepuVtvPKLG1796RRe+3YrXv9qMf73+WS88elwvNloyEN8KkHKf+Oz0Xj9i5l47evVePWH/Xil6QUiF3mvlj50DmXtpdWGR4+32odj6JoEEb7N3J0sJmbOf71dGEZtSMRaCukYq2gZ0Kh/JNrPjMXeC+ki1Pt88KMPO38YHY20rAKMXp8ozp1C4eWMnUnoQR7wl/HRiE/Jx+pjqfhuZDSRrADLj6Zgj3M6UmnsLyWPWLfIWtRK0i0+GCsMvE2LSbd7WcKF8m7NtB3JIt6ta/R2v0+OFUyfsj0RZ25k4tKdLLEgXUUNTKeLsBXp/kcel7ecvSm2dvbORItJDz11O1rTXbiVVYiJNClwZ16mtl7zy8YgmuWUHakKBfGskcjy6x282uwyXmtyEq83sccbTfagTrt9qNl6P6UP47WmTnilxXXS86U6ROBHsO4qC3hiG785UQzkczczxXjZSZ7jTRpPHCktOpiM4+6ZwrvwRD15WyJ5nXycpfHEmxe8Xnqzvbbt8gJv6Ow4mybaxrhI46TvsnixCTdibQLsL6eL/GhKB0XniomCyZeW9UDouN7LxivKcqo1ke52GUjH26H8uOCYW4ZI2y2JR2b2A3w73LC7WbdvBO5H5SGKFqE8Uyyh8JNnr76kZ0vS8UI8I7sAGx3SBJk4BFBm08bDozCZJos1p1LFTbWnUDgqMQ8HLmWINwkSaBZrzs/wVDYrKjrNiaU+p8U73ZdGAyv+s1N+eMxR0MXbWXiLQrWVNCHz4K3T2zBxMyn/R2OGCcmT4HwK2TJo7PDGSn8a+Dl5D/AjeSK13fIGh5EcNjYZG413/wwXbfqc2sCOh8Ft+HVyjGg3e+5PB0ThM+p/Rn1pycWku2gd6Qw7N5XJ+AWvLDHb1OoZIVwsu1p2+Y0GRGLW7iTE0wzA7plj4MiEfNTsEYE+NiQdh7oHaKF7LywH73UJxx8zYgW5/pwjb+OGYeKWJDGD9lwUh3QiKMfhv5JH5HYOXZNYRLeiggfotjMPfz14wpaK3+5qf0XANyxXbEZw++1WJNBypQCfDno4YfxMA5094US6Hn6ZgceUBxHwbmgOHjwA3SeDE3gc8AqR7pI1pFtizwOWw5RQ9KBBmpaZL3ZvkmmxuepYCuYfSBbeZNymRPJ8BfC6ny22XG8E5qByxzAiHddh0nHYZrDzqMAz0kn3DFynUOR1Cld4RmLS9Vn68Bpq96DFMbX3EIUJ/KaNm0+WeGjOu1T88H84rTdkmxUVrxD6LYsTA5TDmm/FW0LauhUFVWg8XCVPx0sUPt7omCbGSv1+EXivc7iYNLecTqXoIx8f9jJ4mOYTozFsbTxFI+nC09WifC3bFRFMustWke5QDN3gIIFXWwfRTMNeLYHWQtHkhoPx+aAw/DU/Gm/9EYw206MwZ28iRq6Pw0e9eGAEoV5fCjEXx4hyxc6jArdv7fFkClny0Gx8JKZuTxAL3HbTo9FsXCStHYKJVHE0YeSj9dQo/K9tEH4aE4Fu82No4Z4sBjDna9muiODrrdM7FDW6hWiWVzRwe4esNvS/Z0C2mLjXHEvG+lMpuB2SjZY0tqIp3J+1O1Ho17MLg7sfr78zkZiWj62nU4rZrMh4tfV9uN6xgnRLD0Xj1Vb+jw0+GxSM4OgcmkFzkSRuVBKtB6JFOPnz+DBcp5vIL6FW7RSA9zsHUsydAR8KXfim7jmfgnc6BWra/btRs9t9tKD2N+ofjNfbGPJea+2PT/oEofHQkEJU7RhAS4EAfD8iFE1Gh+HtDgHFbP2dqEJt+3N2BBYejKf1fhSqdQmkdoaiNx03HhqMwSuiKRq5b9ClaxmyOgYzdsfjr7kRdL8q1rWUhNfb+MH1rhWkW36YSNfa57FCo/6BFNaGo/3MUFoI+5En8EebaaF4v4sf2kwJwZeDAymU8aHwxQe/jAsWur9OCqFFsq+mvb8bP40OprU0e4Z8RNBkMnhVFN1QH7xB7T/gkixCtJjkPOGp20wNxY6zyUiktRBPOg7XUqkPKuZ1/dPxelsfXLlnxV/tWXmEb/AdHX8TKne4S+vPZITH5aDpuPs4eiVZePJa3X0pPL6Dun188cXgAGw/kyiIN35zJNKz8jF0TQQGLA8Xa3C7ZeGatnU8WrzZ7g6tX60g3apjkeQRbun4m1C96x14+GXgCJHtzfa3yMuFiQ2Fb4b7Fep82PMuQmNzsO9CImbsjEJ8Si6tqe+igd09RBBZN56KL2JTh21QucMtXPO1gnRrjkfRzfYSeKO9N8FwbA4l6XFZSXbM2VDqFy33lo4NKH07rLGhLi9ug1H8XHKZaRs1uvGNS4ejRwoqd/TGmI3hyM55gK+G+hTqjF4fJjxax9n3ydOF0/o0D/Xs7tL69h6iEnIoWokp1DXfr1rtKF2fKGWmrkeBORsM7bbIaVPnUsrKbkMuf5hnyoZazwtvd/LCdT8rSLf2ZCTe7HRTx9+Et7t4YduZOCSl52Hc5jB4BGTAMyAddsuDsOxINOoNuI2rRMqLd1JRtasXWk7xo7VdHjafjsPq4zHIoFCzw5wATds6Hi2qdrkJD38rSLf+FJGui6eOvxGfDb+NI24JCI/PgRuFK21m+2H8tlC43E5Bt8UBuBGYjr8WEbFIt0rXG5i8KwwBkVkIjMrCAvtIVO12o5hNHY8eVbt70r2x4jdSNjpGoko3D4G3jZ8yOE+BVp66TAtaenKeukwLWnpynrpMC1p6cp4MuVw5VuubyleXy8dqXSWvag8PNBjihfd7eYr8qt09UI2Oq9Dn2wxJl/M+6n8TdQhcVphPkG0rkMvM6ZrKV5cpx3Kelp4W5HLlWK2vlacuU8rVabWenCdDLleO1fpaeTLe6+UBr/tWeLotTpF4v+d1gocRfCyDjGvma6GoDaXee4Vlsq4acrkpXc4vyQ7DtJ7l18IwZad8bJSlX7lPS9evRW0URUk2FJi2YW2/yvVKtiGXP7RRFKbyFZizoRybq/8Qtfp6wDvICtLtOBeJWv3IgBp2RphLa+XL0CpT15Mh68mQy2RdU/laUNfTOlbSyrEaJdWTy5R8NUzVU/LUn1qQ9eU89bGWngy53JJjLZjSlY+VtHKshrpMtqF8KpD1ZMjlsr6cJ39qQa2vBaWMPusO8sCdECtIt9s5iiqTgcEqcJ6cL6e1jpW0DHWZ1rEWZBum6pk6VtJqaOmqj+W0nKcuUx+bKpPLtfTktAx1vqKrVUdOmzpW0mpo6Zo6VtJqaOmqj+W0nKcuM3WsBbm+pfXUZXJ9uUytJ0Mq+3SYB+6FWvFGyv6LUbSQv47PjeBjOS1DrSeXqWGJDXXaXJkl+YxHZcOcvgJZR0vflA1T9fhYXae0NixJa+WXhw01LLWhhqynZcOUHVP1tPStsfHNaA/4hltBOnvXaHw/1sOAcRpQykyVM2QdLT1zZQpkHVN65soYcn1TeubKFDxuNkyVM0qjo1XGKG8bpvTMlTHk+qb0zJUx5Pqm9MyVKaDyppM84R9hxY/NHnWLQfPJNwrRbLInmk3xxC8E/hRpFWQ9RaeYDUJ52JDL1bDURqnaYcKOORtF8IhtMIQdRVeFQj1zNqQyLVhkg1Da+6vky3YsssF4xDa4zFS/qvUUO61m3ERgVKaRScXFJOlOXotB25k30I7AnyVBrcdpNeRyNbR05LyS6isoyYYldrR05Dx1uSl9U3rmykqTp1WuBa1zKXmW2JD15TytY3PQ0jNnRyttzoZWmRbM2VAflwZKvU7zbiIo2grSOXnGoutCL/y1wAD5WA0uU0Mu0zpWQ66rQC6TdU1BXV+uJx9rpeV8LZjSNZWvBblcHKvyZcj1ZJjS1cpnqOvLuqaO1ZDrKpDL1LpyWs7XgildU/lqqMvFsSpfhrq+Arlc61iGXE+GUt57qTdCYq0gnbN3HOxW3oLdKiPouB+nFUj5Cvqp0oUwZUMpM5eWIdko1hZVuth5jPmlsVEkLUNlp0i+nDYHow3NdqjsFCmXIekW01HbUKULobJRrC3m0nJ+WW0wVHaK5JtLyzDasKQdRcplGG3wcYntUOcRBq+9jfB4K0h3+W48Rmy8i5GFuGeEnFccIzbdo3oK1OWlsFFoh9KqcovsmLWh1Ddvo+i1mLMj56lQpB0GG0V1LLBBUNsodTsIwkahHVM2zNuxrB2lt6FtR85Twey1MCywQVDbKHU7COrrGbvVB5EJWUYmFReTpHP3S8DUnT6YussHU4wQaQWc5nw6ZhSmjZ8CUn6RMmO+rGvqWEDSL2KDoKTVddR6ig2tskIbfKzWM+oUgbFMLjdno5gdqUwcG/ML08YyJS0fy/rFyow2iuhKKJavtmG0K9uwqE+M+UodJb9UNozlhXakdJF60rGsV6y+Kq+wjPKKpI3Hhfom7BTW4WMjlHqijNNGzNrri5ikbCOTiotJ0t0MTMbiQ/4lYpFGXmlRHjbKAxWlHaZQ2vZVlHtTUWyYQmlsW6K74mgA4lKsIN3d0BRscAzGeiP4WIGcVsrN5anLlTz5WIY6Tyut5MnHSlr+VOfLaa16MkrKs9SGOl9dR9ZRH6v1TUGup6TVn3K5XCanTenL+UqeqbRWPRkl5ck25GNZT85TlynHWvXkYzlPXSanS9JX5285E4LENMOf/9ISk6QLiEzFvothRXHJCHWenJby9qrzGaWxQSi1DTnfeFwe7eBjk3bMpVX5xWwo9uV6yrGcJ6Utvh4lX50mVJR+ZRsm+0SdJ39K+Y/MBkNtR11Xlc827C+HIyXdCtKFxmXA8UY0HBieUQYoaS0oOgSup9QttMEoyY5kg9PFbKjKNaHSKa92mGyLklZDtmHUK6sNuR2aOqqyYucx6pS6HQxLbRjLNaHSKawrH5fGBqGYDblczpch60h6DFPtKGaDobKh6JzxikFaVp6RScXFJOmik7Jw1TceV/3j4eZnwFXlk/NVecVAOgwuZxuKHbleiTYYbEOxY8wr1Kd8dylP046xHXJb5HKlnlJX0wbDjI3CfDlPCxo25Hrq48J6MhQbDKkdpmyUaMdaG8b6pmyIfClP0wZDsUHHxfqVUOL9Zcg2jHmyrsiX+lvJLwIT7ZDtycdKeREYbVzzT0BmthWkS8nIgV9EqoCvEUrabD6Fpb5GyPnmbKjzZBvqci07WnkltaO0NkzZKSmPbZR3n8j5Fc2Guo5WnmzDEn2RVp2vtDaUfHVeoR1VvlU2CJzmpVlOruGv/2qJSdLl5ucjNjULMSkakPP5ODVbfAp9cZxNxwxDXqEdUW6AQZc+Kb+wnnws2ShSl48L9RiqeuZsmIJSTzkmfdmGwY6xvLCOdCzSBhvqYz7/QxuG/CLtMR4Xnk8+Fp9y+qENua6cNuga0rIdtQ2RVnSMdRU7pbFRpE8kFOoqeRo2lDy5nnxe2Yb6uGi/PqwjbDCUY1U9Q1qxYSxTbDDU9QvrGW0UprVsGHQS0rJRwH/P2YSYJB1LbkEBcvIVPCAiyumH+QY8TOcy6KRF9ZQydZ4h33IbBcJGcTulsWEs08jXtMGw+HqK2yi0o2FDux0Mta7RRrF8pUydZ8gvasdow8y1WNwn5dSvRfXk8uJ5ahuKnaJ6BljWDkOede2Q6xhsKH2ST5/mxCzpuGqBDh06LMQD8a8kMUs6XXTRpfxFJ50uuthYdNLpoouNRSedLrrYWCwm3YMHDxCfmIbI6CTk5hmeQXBeUnI64uJTC3ds8vMLEBOXgpj4FBQU8PISyMzMQXqG6RdAyyrcjsSkdI22ZSCW2qZs3+ZRWVRMkrgOLqf/kJSSgfCoRGTnmH6Y+XcI9xe3KyPzYb9lUD/yNebkGtqqtD8iOhE51P78/HwkJKWJ62NwXkWQAmqoGDvU93k0Pli47SmpmWKs8Jhh4c/o2GTEJaSK+6MI3xvWlfPKW7hPuW8TaTwrp+GxxG1OT5fvgeG+KOM5NS2rsL/T0k1/nUcWi0nn6OyN1j2WokWXhZi66JAYwPuPXUXzzgvRsvMCLNt4WjRy+SYnodek/Txs23cRwWFxaNNzKabMtzdaKn9xdL4lzvHrX4swdaG96MBDp67jl07z0YzatmDVCWRl52L64sOktww/d5iHE2du4sbtELSm9G/dFmPo5B1iUFcEiYpJRrtey6kfl+C3rovFYPALjEKnfqvwe/cl6DdmC93kVFy+5ifSLem6B4zbinv+EfhzwGq0ov6v2Xg0zrrcNlr8e+XoaU+0onY2p3sxa+kRMXZO03ji+8Vtn738KDKzcjCHPvmav283G/uOuom6rDtlwUExph7V/cnOycWQidvF2Pi+zSy4XfdHSlomhk3eid+7LUHbXsvgdSeUJoQUdLRbRWPGwIOg0Dj0HLZe3KO2vZdjOXHAErGYdJ63gshrpIgB8M3vM+ATEIl2dCJfGgw8G3CnuN8MxBVqMDPezTNANG7l5tMYOH4bRk/fY7RU/uJ9NxRRNEPyDNSy6yLc8glD8z8XICAoWsyav3dfDFcaoK7UNp6h+Ib3HLZBDGSuw9fFHRcYHGO0+PcKk86X+pcHWQ9qp/2Ja0S0zdi+/xL1bTYNQnssXe+Au34RQpe927etZiIwJEZ4hLXbz8Fu9CZxXBGEJzf2BOFRCfih7Wzcp3byeLlxK1hEIjyOeFLnMcP35+zFO+hgt1J4xdMX6F4N34Dvqd6jipZ4Qr7qGSiIv/3gZYyfvR9b9rpgzMw9RL4sMYF3G7oOwUSyO77hQo8JuW7HedE25gDfK0sji1Kv6ULIc/34xxxcvOpDZNoqZiJ2x7OWHcWGnecLXfPpC7fQdfBaJKdm4IiDB8bM2GsoeIQSRG37nbzW2Ut30GvExsJwZNkGR6zZdlYcs+w7elV0mhLWRMcli5krgghYkSQ7O094suNnbqBpx3k0WGNFvoubD7oMWlPYfp44vqaJkEO1A0TQBk0niTpKeF9RJIAmtaYd5opJslP/VWLwsrCHWLjmVOHY2XPEDX1HbhKhJg9qrzshYsw9KtIpwuNl/soTmE+Rkd3ozTjm5CnyeeL+ueN8xNInC0d0HFEcdriOjhR92I3dIiZC1rNESkU69gjdh6zDrkNXhEcbTC5ZidHnrTyOtTSwueH3/CPFIGYdlmOOno+cdLy2YaLxDOXmESA6TSHd6i1nsILCXk570uzKN5A9NUsqhRFDJ+0gz+FYOIgrgnCIvGKzE3qP2CTI1KT9XASHx4sy12v+YtBy33P7R03fjcXrTom1K4edHJW0oZDo4Al3oV8RhD0yey/22n73o8SgZQ/DsnrrGTF++P543wtFM4pSPLzuk6fZi3Gz9+Hcpbto9MtkET4/KuEJ6vzlu7T0mCscC5P95NmboiwhKV0sSXifggm3cbczuhEPeH0nIj2K/ji66D50fSEfzInFpGMv0HXwOqyiAZyVnSPWan/0WSEakp6RJdYb3GivuyFiTXHqrFfhIH7UpOOLZve/lDwaz558g5vSeo47i28s32Bn13u4cOWeWL+53wgUncybQP1pluI1haWLYFsIE44HIYeUTDhec3Sma2DvxX26hELL6bSu5rCy39itYq3K7edr54HA5OM19gxaP1UECaHJgtu/ec8FEYLx5P0rhfMcmXCbeQAfOnUN14ho7NnP0FqUB/eB4+5YSeNt8VoH1Px6NC0Lbhktlq9wfzHBeE3nRaEwp5escxDRG0dyLm6+IgTmcJ2jpp7D1yM8MkG0kTdeWJ8nel6imHvRWRGLSTd86i588sN49B65EcOm7EQi3XBeV7Trs1wM6rGz9ooBzrH3V79OR1/yNPNWnxDMdzjnhWkLDxktlb9MmLMfdb4fh76jNmHEtF1inbCC1pK8bviz/2oMmbQdYdRJnzWbgh/Iy9nRYOZwc96q46jx1SjhIYfTNUVGV4zwkieHdxoNE6ELTwrXeK3s4S/WyH3oGjk/ODRWkK/6l6PQg2blQRO2w4lCeh7c/ajOd21m4fa9MKPFv1f6jtqMuj9OEGNnPN2rZIpKtuxzQdtey9GVCDeY2s5rvu9az8I3tDbl+8MTaL4xPGZv3qrHEjGhPAqJpkn6w2/GiE03uzFbsJvCW94j+GvQWoo0Nopz8zrT2fUu3v10OP7ou0JsZh06eZ3KN4j2/kzh/zGnG0aL5sVi0nGn8MBlsNdjT8GECg6PExsQyjY2ex1Fj2dpDhl4Nkt+hIt6nvHltnG72COEUNt4M4XbxmkuU/T4etjTyfVyLZilbCHcX0q7GLxI537kNQOHWDwIOc2DV9EJj+THHrniOu76hVu8vrCF8CSotJPHB48dJlQYtdn/frSYrPl65LHDdTiPhT2Jn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" 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<a href="#_ftnref1"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; vertical-align:super">[1]</span></a><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">En el presente documento, el término “fuentes renovables de energía” se refiere a fuentes renovables de electricidad y no abarca otras fuentes de energía. Esto incluye la generación de proyectos activos renovables y de bajas emisiones de carbono. Considera la contribución combinada de la energía generada por proyectos in situ y externos, así como la generación de energía renovable que alimenta las redes eléctricas donde se ubican nuestras instalaciones. La electricidad obtenida de nuestros proyectos de energía renovable y la información más reciente sobre la mezcla de combustibles de la red (MX 18.7%, CRC = 89.5%, GUA = 65.6%, HON = 52.0%, NIC = 62.5%, SLV = 90.7%) se obtuvieron de la Agencia Internacional de Energía para las regiones donde operamos.</span>
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<a href="#_ftnref2"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; vertical-align:super">[2]</span></a><span style="font-family:'Times New Roman'; font-size:10pt"> En el presente documento, Walmart ha adoptado la definición de “Cero Residuos” y los principios empresariales de la Alianza Internacional de Cero Residuos (ZWIA), lo que incluye el logro de un 90% o más de desvío de todos los recursos desechados de los vertederos, incineradores y el medio ambiente. Nuestro objetivo de Cero Residuos y el alcance de nuestros informes incluyen los materiales y productos de desecho generados en las instalaciones de Walmart y sus operaciones (por ejemplo, tiendas, clubes, centros de distribución).</span>
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<a href="#_ftnref3"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; vertical-align:super">[3]</span></a><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Los cálculos de progreso se basan en la información proporcionada por nuestros proveedores.</span>
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<a href="#_ftnref4"><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">[4]</span></a><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">El aceite de palma de origen sustentable se define como certificado por la RSPO como segregado o con identidad preservada, así como</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">con balance de masa con verificación de ausencia de deforestación y conversión (incluido el cumplimiento de los criterios de ‘cumplimiento’ del IRF (Marco de Información sobre la Implementación) NDPE (Sin Deforestación, Sin Turba, Sin Explotación) o geomonitorización). Anteriormente, el aceite de palma de origen sustentable incluía el certificado por la RSPO como segregado, con identidad preservada y con balance de masa (sin verificación adicional de ausencia de deforestación y conversión).</span>
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<a href="#_ftnref5"><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">[5]</span></a><span style="font-family:'Times New Roman'; font-size:10pt"> Regiones Prioritarias: como la Amazonía brasileña y el Cerrado, y el Gran Chaco en Argentina y Paraguay.</span>
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<a href="#_ftnref6"><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">[6]</span></a><span style="font-family:'Times New Roman'; font-size:10pt">Los productos pesqueros sustentables deben cumplir ahora normas como las Mejores Prácticas Acuícolas (BAP), con una certificación mínima de 2 estrellas, el Consejo de Administración Marina (MSC), el Consejo de Administración Acuícola (ASC) o certificaciones equivalentes, o estar respaldados por un Proyecto de Mejora Pesquera (FIP).</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Walmart de México y Centroamérica es una cadena </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> de venta al público que opera tiendas de autoservicio, Clubes de Precios para ventas al mayoreo y plataformas de comercio electrónico.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En México el mercado en el que compite está conformado por:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Hipermercados con un promedio de 5,000 metros cuadrados de piso de venta, así como supermercados con un promedio de 2,000 metros cuadrados de área de ventas, ambos con tecnología </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">scanning</span><span style="font-family:'Times New Roman'; font-size:12pt"> desarrollada y tres o más </span><span style="font-family:'Times New Roman'; font-size:12pt">líneas de caja</span><span style="font-family:'Times New Roman'; font-size:12pt">. Entre ellos encontramos establecimientos de cadenas comerciales tales como Soriana, La Comer, </span><span style="font-family:'Times New Roman'; font-size:12pt">Fresko</span><span style="font-family:'Times New Roman'; font-size:12pt">, City Market, Chedraui, Casa Ley, Futurama, San Francisco de Asís, HEB, Almacenes Zaragoza, Casa Chapa, Calimax, </span><span style="font-family:'Times New Roman'; font-size:12pt">Sumesa</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">Alsuper</span><span style="font-family:'Times New Roman'; font-size:12pt">, S-Mart y </span><span style="font-family:'Times New Roman'; font-size:12pt">Waldo’s</span><span style="font-family:'Times New Roman'; font-size:12pt">, entre otros. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tiendas de conveniencia, con un piso de venta promedio de 100 metros cuadrados entre los cuales encontramos: Oxxo, 7 Eleven, Extra, Six, Super City, Super Rapiditos Bip-Bip, </span><span style="font-family:'Times New Roman'; font-size:12pt">Superette</span><span style="font-family:'Times New Roman'; font-size:12pt">, Super K, Super Deli, Super Tiendas del Hogar, Círculo K, </span><span style="font-family:'Times New Roman'; font-size:12pt">Comextra</span><span style="font-family:'Times New Roman'; font-size:12pt">, JV, </span><span style="font-family:'Times New Roman'; font-size:12pt">On</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">the</span><span style="font-family:'Times New Roman'; font-size:12pt"> Run y </span><span style="font-family:'Times New Roman'; font-size:12pt">Modelorama</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tiendas de descuento como </span><span style="font-family:'Times New Roman'; font-size:12pt">Tiendas Neto</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Ley Express, Mi tienda del ahorro, Super Che, </span><span style="font-family:'Times New Roman'; font-size:12pt">Tiendas BBB</span><span style="font-family:'Times New Roman'; font-size:12pt">, entre otros</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tiendas departamentales y especializadas, entre las cuales destacan Coppel, El Palacio de Hierro, Liverpool, Sears, </span><span style="font-family:'Times New Roman'; font-size:12pt">Suburbia</span><span style="font-family:'Times New Roman'; font-size:12pt">, Sanborns, Famsa, Elektra, Home Depot, Office Max, Office Depot, Zara, Milano, Fábricas de Francia Radio Shack, La Marina, Martí, </span><span style="font-family:'Times New Roman'; font-size:12pt">Innovasport</span><span style="font-family:'Times New Roman'; font-size:12pt">, Farmacias Guadalajara, Farmacias Benavides, Farmacias San Pablo y </span><span style="font-family:'Times New Roman'; font-size:12pt">Autozone</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Clubes de membresía, como Costco y City Club.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tiendas </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Cash & Carry</span><span style="font-family:'Times New Roman'; font-size:12pt"> como Sahuayo, Zorro, Merza, </span><span style="font-family:'Times New Roman'; font-size:12pt">Dunososa</span><span style="font-family:'Times New Roman'; font-size:12pt">, DICONSA, Grupo Sanchez, Casa Vargas, Grupo Merza, Puma, Garis, Scorpion, Consumo Z, entre otros. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Establecimientos operados por organismos públicos tales como las tiendas del ISSSTE, UNAM, etc.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Plataformas de comercio electrónico, en</span><span style="font-family:'Times New Roman'; font-size:12pt">tre ellas Amazon, Mercado Libre y</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Rappi</span><span style="font-family:'Times New Roman'; font-size:12pt">, entre otras</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En Centroamérica, el mercado en el que compite está conformado por un mercado formal desglosado en:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Supermercados con área de venta superior a 400 metros cuadrados, los cuales cuentan con tres o más cajas de salida y tecnología de escaneo y pesaje de avanzada. Entre ellos destacan establecimientos de cadenas comerciales tales como La Torre (Guatemala), Súper Selectos (El Salvador), La Colonia (Honduras), La Antorcha (Honduras), </span><span style="font-family:'Times New Roman'; font-size:12pt">Gessa</span><span style="font-family:'Times New Roman'; font-size:12pt"> (</span><span style="font-family:'Times New Roman'; font-size:12pt">Perimercados</span><span style="font-family:'Times New Roman'; font-size:12pt">, Super Compro y Saretto), Auto Mercado, </span><span style="font-family:'Times New Roman'; font-size:12pt">Megasuper</span><span style="font-family:'Times New Roman'; font-size:12pt"> (Costa Rica) y Price Smart (Clubes de membresía en la región).</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Minisúpers</span><span style="font-family:'Times New Roman'; font-size:12pt"> que son autoservicios independientes con una o dos líneas y con un máximo de 370 metros cuadrados de área de ventas. Entre ellos destacan establecimientos de cadenas comerciales tales como </span><span style="font-family:'Times New Roman'; font-size:12pt">Vindi</span><span style="font-family:'Times New Roman'; font-size:12pt">, AMPM, Fresh Market (Costa Rica), Super24 (Guatemala), Pronto (El Salvador), Super del Barrio (Guatemala), así como independientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tiendas departamentales y especializadas donde destacan Carrión, Siman, </span><span style="font-family:'Times New Roman'; font-size:12pt">Cemaco</span><span style="font-family:'Times New Roman'; font-size:12pt">, EPA, ACE, Grupo M, Elektra, Grupo Monge, La </span><span style="font-family:'Times New Roman'; font-size:12pt">Curacao</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Pequeño Mundo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El mercado formal de los cinco países donde opera la Compañía (Guatemala, El Salvador, Honduras, Nicaragua y Costa Rica)</span><span style="font-family:'Times New Roman'; font-size:12pt"> se estima que incluye más de 1,</span><span style="font-family:'Times New Roman'; font-size:12pt">477 supermercados (grandes y pequ</span><span style="font-family:'Times New Roman'; font-size:12pt">eños), 8,</span><span style="font-family:'Times New Roman'; font-size:12pt">14</span><span style="font-family:'Times New Roman'; font-size:12pt">5 minisúper y conveniencias, 16,803 farmacias y 285,</span><span style="font-family:'Times New Roman'; font-size:12pt">701 tiendas tradicionales y estanquillos (tiendas pequeñas)</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La región cuenta con un amplio mercado informal que incluye establecimientos tradicionales conformados por mercados públicos, </span><span style="font-family:'Times New Roman'; font-size:12pt">pequeños negocios, carnicerías y pescaderías</span><span style="font-family:'Times New Roman'; font-size:12pt">, así como un gran número de vendedores ambulantes. La permanencia de este mercado se encuentra apalancada por su capacidad de abastecer a poblaciones que, por su cantidad, limitan la entrada de otros establecimientos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las inversiones realizadas por Walmart México y Centroamérica en mantenimiento, crecimiento, comercio electrónico, sistemas, logística y distribución, están destinadas a incrementar y modernizar la capacidad instalada y de distribución, para tener una operación más eficiente, reducir costos y servir cada día mejor a sus clientas. Todo ello le confiere ventajas competitivas para conservar su posición en la industria.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Wal-Mart de México, S.A.B. de C.V. (WALMEX, "la Compañía"</span><span style="font-family:'Times New Roman'; font-size:12pt">, “Sociedad”</span><span style="font-family:'Times New Roman'; font-size:12pt"> o "Grupo"), es una sociedad mexicana con domicilio en </span><span style="font-family:'Times New Roman'; font-size:12pt">Nextengo</span><span style="font-family:'Times New Roman'; font-size:12pt"> 78, Santa Cruz Acayucan, 02770, Ciudad de México, constituida bajo las leyes mexicanas y cotiza e</span><span style="font-family:'Times New Roman'; font-size:12pt">n la Bolsa Mexicana de Valores. </span><span style="font-family:'Times New Roman'; font-size:12pt">El accionista mayoritario de WALMEX es Walmart Inc., sociedad norteamericana</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> a través de </span><span style="font-family:'Times New Roman'; font-size:12pt">Intersalt</span><span style="font-family:'Times New Roman'; font-size:12pt">, S. de R.L. de C.V., sociedad mexicana, con una participación accionaria del 7</span><span style="font-family:'Times New Roman'; font-size:12pt">1.20</span><span style="font-family:'Times New Roman'; font-size:12pt">%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">WALMEX </span><span style="font-family:'Times New Roman'; font-size:12pt">es tenedora del 100% de las partes sociales y/o acciones de las compañías en México y Centroamérica, cuyos grupos se mencionan a continuación:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nueva Wal</span><span style="font-family:'Times New Roman'; font-size:12pt"> M</span><span style="font-family:'Times New Roman'; font-size:12pt">art</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Operación en 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 2,</span><span style="font-family:'Times New Roman'; font-size:12pt">698</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiendas de descuento Bodega Aurrerá, </span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">38</span><span style="font-family:'Times New Roman'; font-size:12pt"> hipermercados Walmart, </span><span style="font-family:'Times New Roman'; font-size:12pt">10</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> supermercados Walmart Express</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">17</span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiendas </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club de precios al mayoreo con membresías</span><span style="font-family:'Times New Roman'; font-size:12pt"> y plataformas de comercio electrónico. Además de proporcionar servicios de publicidad con Walmart Connect. </span><span style="font-family:'Times New Roman'; font-size:12pt">Un</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">programa</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">para proporcionar servicios </span><span style="font-family:'Times New Roman'; font-size:12pt">de salud</span><span style="font-family:'Times New Roman'; font-size:12pt">, además de un programa digital de beneficios por compras,</span><span style="font-family:'Times New Roman'; font-size:12pt"> entre otros.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Industria </span><span style="font-family:'Times New Roman'; font-size:12pt">d</span><span style="font-family:'Times New Roman'; font-size:12pt">e Alimentos Wal Mart, S. </span><span style="font-family:'Times New Roman'; font-size:12pt">d</span><span style="font-family:'Times New Roman'; font-size:12pt">e R.L. </span><span style="font-family:'Times New Roman'; font-size:12pt">d</span><span style="font-family:'Times New Roman'; font-size:12pt">e C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Su a</span><span style="font-family:'Times New Roman'; font-size:12pt">ctividad principal es la compra, venta, comercialización, manufactura, envase, empaque, almacenaje, distribución y comercialización, por cuenta propia y/o de terceros, al por mayor o al por menor, de productos del ramo de alimentación, de manera enunciativa: carnes, conservas y alimentos procesados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Prestación de servicios de conectividad a internet móvil y venta de recargas</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de tiempo aire (BAIT); servicios de espacios publicitarios (Walmart Connect);</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">servicios financieros a través de cartera digital (</span><span style="font-family:'Times New Roman'; font-size:12pt">Cashi</span><span style="font-family:'Times New Roman'; font-size:12pt">).</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Importación de mercancía para la venta.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:130.95pt">
<p style="margin:0pt; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Inmobiliario</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:1pt">
<p style="margin:0pt; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:272.65pt">
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Proyectos inmobiliarios y administración de compañías inmobiliarias.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:130.95pt">
<p style="margin:0pt; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Empresas </span><span style="font-family:'Times New Roman'; font-size:12pt">Corporativas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:1pt">
<p style="margin:0pt; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:272.65pt">
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">P</span><span style="font-family:'Times New Roman'; font-size:12pt">restación de servicios con fines no lucrativos a la comunidad y tenencia de acciones.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:130.95pt">
<p style="margin:0pt; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Walmart Centroamérica</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:1pt">
<p style="margin:0pt; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:272.65pt">
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Operación en 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt">36</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiendas de descuento Despensa Familiar y </span><span style="font-family:'Times New Roman'; font-size:12pt">Palí</span><span style="font-family:'Times New Roman'; font-size:12pt">, 9</span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt"> supermercados Paiz, La Despensa de Don Juan, La Unión y Mas x Menos, </span><span style="font-family:'Times New Roman'; font-size:12pt">17</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> Bodegas, Maxi Bodegas y Maxi Palí, y 3</span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt"> hipermercados Walmart y se localizan en Costa Rica, Guatemala, Honduras, Nicaragua y El Salvador.</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#2e74b5">Walmart Inc.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Walmart Inc.</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">sociedad norteamericana, a través de </span><span style="font-family:'Times New Roman'; font-size:12pt">Intersalt</span><span style="font-family:'Times New Roman'; font-size:12pt">, S. de R.L. de C.V., sociedad mexicana, es el </span><span style="font-family:'Times New Roman'; font-size:12pt">accionista</span><span style="font-family:'Times New Roman'; font-size:12pt"> mayoritario de Wal-Mart de México, S.A.B. de C.V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al cierre de su ejercicio fiscal anual el </span><span style="font-family:'Times New Roman'; font-size:12pt">31 de enero de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt">, Walmart Inc. reporta</span><span style="font-family:'Times New Roman'; font-size:12pt"> 10,</span><span style="font-family:'Times New Roman'; font-size:12pt">955</span><span style="font-family:'Times New Roman'; font-size:12pt"> unidades comerciales en operación en </span><span style="font-family:'Times New Roman'; font-size:12pt">19</span><span style="font-family:'Times New Roman'; font-size:12pt"> países</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">las cuales </span><span style="font-family:'Times New Roman'; font-size:12pt">están ubicadas </span><span style="font-family:'Times New Roman'; font-size:12pt">en l</span><span style="font-family:'Times New Roman'; font-size:12pt">os Estados Unidos de América, México, Costa Rica, Guatemala, El Salvador, Nicaragua, Honduras, África, Canadá, Chile, China e India, y en</span><span style="font-family:'Times New Roman'; font-size:12pt"> sitios de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">. Los ingresos totales de Walmart</span><span style="font-family:'Times New Roman'; font-size:12pt"> Inc. durante su último ejercicio fiscal ascendieron a </span><span style="font-family:'Times New Roman'; font-size:12pt">713</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">163</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de dólares, lo que representó un incremento del </span><span style="font-family:'Times New Roman'; font-size:12pt">4.7</span><span style="font-family:'Times New Roman'; font-size:12pt">%</span><span style="font-family:'Times New Roman'; font-size:12pt"> respecto al nivel obtenido en el año fiscal anterior.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Sus acciones cotizan en la Bolsa de Valores de Nueva York (NYSE, por sus siglas en inglés), bajo la clave de pizarra WMT.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
<meta http-equiv="Content-Style-Type" content="text/css" />
<meta name="generator" content="Aspose.Words for .NET 15.3.0.0" />
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<body>
<div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, los activos de la empresa están representados principalmente por su efectivo </span><span style="font-family:'Times New Roman'; font-size:12pt">y equivalentes de efectivo</span><span style="font-family:'Times New Roman'; font-size:12pt"> (</span><span style="font-family:'Times New Roman'; font-size:12pt">28,591</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de pesos), inventarios de mercancía para la venta en </span><span style="font-family:'Times New Roman'; font-size:12pt">nuestras tiendas (</span><span style="font-family:'Times New Roman'; font-size:12pt">107,451</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de pesos) y activos fijos representados por terrenos, tiendas, centros de distribución,</span><span style="font-family:'Times New Roman'; font-size:12pt"> activos por derecho de uso, y</span><span style="font-family:'Times New Roman'; font-size:12pt"> mobiliario y equipo (</span><span style="font-family:'Times New Roman'; font-size:12pt">262,759</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de pesos). Cabe señalar que el efectivo representa el </span><span style="font-family:'Times New Roman'; font-size:12pt">5.8</span><span style="font-family:'Times New Roman'; font-size:12pt">% de nuestros activos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Se cuenta con unidades propias, así como con rentadas.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los activos fijos están compuestos por nuestras unidades de negocio, las cuales se describen a continuación:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:413pt">
<tr style="height:15.75pt">
<td colspan="4" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:406pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Descripción por formato</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:124.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Formato</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:115.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Descripción</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Unidades</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:92pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Área de ventas (m</span><span style="font-family:Calibri; font-size:6.67pt; font-weight:bold; vertical-align:super">2</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">)</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td colspan="4" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:406pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">México</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:124.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Bodega Aurrera</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:115.05pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Tiendas de descuento</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">2,698</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:92pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">3,303,416</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:124.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Walmart </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:115.05pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Hipermercados</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">338</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:92pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">2,431,583</span>
</p>
</td>
</tr>
<tr style="height:26.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:124.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Sam's</span><span style="font-family:Calibri; font-size:10pt"> Club</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:115.05pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Clubes de Precios al mayoreo con membresía</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">176</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:92pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">1,275,843</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:124.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Walmart Express</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:115.05pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Supermercados</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">104</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:92pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">165,216</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="4" style="border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:406pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td colspan="4" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:406pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Centroamérica</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:124.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Despensa Familiar y </span><span style="font-family:Calibri; font-size:10pt">Palí</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:115.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Tiendas de descuento</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">636</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:92pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">262,812</span>
</p>
</td>
</tr>
<tr style="height:39pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:124.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Paiz, La Despensa de Don Juan, La Unión y </span><span style="font-family:Calibri; font-size:10pt">MásxMenos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:115.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Supermercados</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">99</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:92pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">136,219</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:124.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Walmart</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:115.05pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Hipermercados</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:92pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">197,774</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:124.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">MaxiDespensa</span><span style="font-family:Calibri; font-size:10pt">, </span><span style="font-family:Calibri; font-size:10pt">MaxiPalí</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:115.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Bodegas</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">175</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:92pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">261,704</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:131.95pt; border:none">
</td>
<td style="width:122.05pt; border:none">
</td>
<td style="width:60pt; border:none">
</td>
<td style="width:99pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
<meta http-equiv="Content-Style-Type" content="text/css" />
<meta name="generator" content="Aspose.Words for .NET 15.3.0.0" />
<title>
</title>
</head>
<body>
<div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía está sujeta a varias demandas y contingencias por concepto de procedimientos legales (juicios laborales, civiles, mercantiles y administrativos) y fiscales. La Compañía ha reconocido una provisión de $1,231,863 y $5,756,396 al 31 de diciembre de 2025, ($1,679,816 y $7,029,242 en 2024) la cual es presentada en el rubro de otras cuentas por pagar y otros pasivos a largo plazo, respectivamente</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span><span style="font-family:'Times New Roman'; font-size:12pt"> En opinión de la Compañía, si los resultados de esos procedimientos legales le fueran adversos, no tendrían un efecto significativo ni en lo individual ni en su conjunto.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">*</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Cifras en m</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">iles de pesos MXN.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
<meta http-equiv="Content-Style-Type" content="text/css" />
<meta name="generator" content="Aspose.Words for .NET 15.3.0.0" />
<title>
</title>
</head>
<body>
<div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> y 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> el capital social nominal se integra</span><span style="font-family:'Times New Roman'; font-size:12pt">, para efectos contables,</span><span style="font-family:'Times New Roman'; font-size:12pt"> como se muestra a continuación</span><span style="font-family:'Times New Roman'; font-size:12pt">*</span><span style="font-family:'Times New Roman'; font-size:12pt">:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:308pt">
<tr style="height:15.75pt">
<td colspan="4" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:301pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Capital Social</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:224pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Miles de pesos</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Fijo</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">$5,591,362</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">$5,591,362</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">$5,591,362</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Variable</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">36,523,207</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">36,898,537</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">36,898,537</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Subtotal</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">42,114,569</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">42,489,899</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">42,489,899</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Actualización</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">2,913,297</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">2,939,261</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">2,939,261</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Total</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$45,027,866</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$45,429,160</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$45,429,160</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:77pt; border:none">
</td>
<td style="width:77pt; border:none">
</td>
<td style="width:77pt; border:none">
</td>
<td style="width:77pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Existe una Serie Única de acciones, que</span><span style="font-family:'Times New Roman'; font-size:12pt"> son nominativas y sin expresión de valor nominal</span><span style="font-family:'Times New Roman'; font-size:12pt">. Las </span><span style="font-family:'Times New Roman'; font-size:12pt">acciones, de</span><span style="font-family:'Times New Roman'; font-size:12pt"> libre suscripción, con derecho a voto, están</span><span style="font-family:'Times New Roman'; font-size:12pt"> integradas como se muestra a continuación:</span>
</p>
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr style="height:15.75pt">
<td colspan="4" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:301pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Estructura accionaria</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:215.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Número de acciones</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Serie</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:63.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:69pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:69pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78.5pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Serie Única</span>
</p>
</td>
<td rowspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:63.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">17,</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">292</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">,</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">211</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">,</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">803</span>
</p>
</td>
<td rowspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:69pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">17,446,322,177</span>
</p>
</td>
<td rowspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:69pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">17,446,322,177</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78.5pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Libre suscripción, </span>
</p>
</td>
</tr>
<tr style="height:3pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78.5pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">con derecho a voto</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:85.5pt; border:none">
</td>
<td style="width:70.5pt; border:none">
</td>
<td style="width:76pt; border:none">
</td>
<td style="width:76pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante el año que terminó el 31 de diciembre de 2025, se adquirieron 154,110,374 acciones de WALMEX; dicha recompra implicó reducir el capital</span><span style="font-family:'Times New Roman'; font-size:12pt"> para efectos contables,</span><span style="font-family:'Times New Roman'; font-size:12pt"> como se muestra en el estado consolidado de cambios en el capital contable. Durante el año que terminó el 31 de diciembre de 2024 no se realizaron compras de acciones propias.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía suscribe contratos </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Fx</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">-forwards</span><span style="font-family:'Times New Roman'; font-size:12pt"> de moneda extranjera con el objetivo de protegerse de la exposición a la variabilidad en el tipo de cambio por el pago de los pasivos en México pactados en dólares relativos a la compra de mercancía de importación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las técnicas de valuación utilizadas por la Compañía para determinar y revelar el valor razonable de sus instrumentos financieros derivados están basadas en el nivel 2 de la jerarquía de valor razonable.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">, se tienen contratos </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Fx</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">-Forwards</span><span style="font-family:'Times New Roman'; font-size:12pt"> con una vigencia no mayor de cuatro meses, los cuales se muestran a continuación:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr style="height:13.45pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:187.65pt">
<p style="margin:3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:11pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:top; width:60.1pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt; font-weight:bold">2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:67.15pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt; font-weight:bold">2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:5.03pt; padding-right:5.4pt; vertical-align:top; width:70.05pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt; font-weight:bold">2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; vertical-align:top">
</td>
</tr>
<tr style="height:23.45pt">
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:187.65pt">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:11pt">Contratos vigentes</span>
</p>
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:11pt">Monto nocional (millones de dólares)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:top; width:60.1pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">281</span>
</p>
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">US</span><span style="font-family:Calibri; font-size:11pt"> </span><span style="font-family:Calibri; font-size:11pt">$</span><span style="font-family:Calibri; font-size:11pt">252</span><span style="font-family:Calibri; font-size:11pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:67.15pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">304</span>
</p>
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">US</span><span style="font-family:Calibri; font-size:11pt"> </span><span style="font-family:Calibri; font-size:11pt">$</span><span style="font-family:Calibri; font-size:11pt">260</span><span style="font-family:Calibri; font-size:11pt"> </span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.4pt; vertical-align:top; width:71.4pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">258</span>
</p>
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">US</span><span style="font-family:Calibri; font-size:11pt"> </span><span style="font-family:Calibri; font-size:11pt">$</span><span style="font-family:Calibri; font-size:11pt">234</span><span style="font-family:Calibri; font-size:11pt"> </span>
</p>
</td>
</tr>
<tr style="height:12.35pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:187.65pt">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:11pt">Valor razonable</span><span style="font-family:Calibri; font-size:11pt"> neto</span><span style="font-family:Calibri; font-size:11pt"> (millones de pesos)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:top; width:60.1pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">(</span><span style="font-family:Calibri; font-size:11pt">$</span><span style="font-family:Calibri; font-size:11pt">89)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:67.15pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">$</span><span style="font-family:Calibri; font-size:11pt">85</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:5.03pt; padding-right:5.4pt; vertical-align:top; width:71.4pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:11pt">(</span><span style="font-family:Calibri; font-size:11pt">$</span><span style="font-family:Calibri; font-size:11pt">131)</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:198.45pt; border:none">
</td>
<td style="width:70.9pt; border:none">
</td>
<td style="width:77.95pt; border:none">
</td>
<td style="width:80.85pt; border:none">
</td>
<td style="width:1.35pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">* </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Las cifras presentadas reflejan el tratamiento contable de las acciones propias adquiridas por la Sociedad y no implican modificación alguna al capital social desde el punto de vista legal.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
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<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
<meta http-equiv="Content-Style-Type" content="text/css" />
<meta name="generator" content="Aspose.Words for .NET 15.3.0.0" />
<title>
</title>
</head>
<body>
<div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante los últimos años Walmart de México y Centroamérica ha decretado div</span><span style="font-family:'Times New Roman'; font-size:12pt">idendos pagaderos </span><span style="font-family:'Times New Roman'; font-size:12pt">en efecti</span><span style="font-family:'Times New Roman'; font-size:12pt">vo</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr style="height:13.45pt">
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:157.85pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Dividendo pagado por acción (pesos)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; vertical-align:top">
</td>
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<tr style="height:23.45pt">
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72.95pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">202</span><span style="font-family:Calibri; font-size:10pt">2</span>
</p>
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">20</span><span style="font-family:Calibri; font-size:10pt">2</span><span style="font-family:Calibri; font-size:10pt">3</span>
</p>
</td>
<td colspan="2" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:75.45pt">
<p style="margin:1pt 8.3pt 1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">1.</span><span style="font-family:Calibri; font-size:10pt">71</span>
</p>
<p style="margin:1pt 8.3pt 1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">2</span><span style="font-family:Calibri; font-size:10pt">.</span><span style="font-family:Calibri; font-size:10pt">69</span>
</p>
</td>
</tr>
<tr style="height:12.35pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72.95pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">20</span><span style="font-family:Calibri; font-size:10pt">2</span><span style="font-family:Calibri; font-size:10pt">4</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:75.45pt">
<p style="margin:1pt 8.3pt 1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">2.</span><span style="font-family:Calibri; font-size:10pt">17</span>
</p>
</td>
</tr>
<tr style="height:3.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72.95pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">20</span><span style="font-family:Calibri; font-size:10pt">2</span><span style="font-family:Calibri; font-size:10pt">5</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:75.45pt">
<p style="margin:1pt 8.3pt 1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">1.69</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:83.75pt; border:none">
</td>
<td style="width:84.9pt; border:none">
</td>
<td style="width:1.35pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Como resultado del reparto de dividendo 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, se pagaron </span><span style="font-family:'Times New Roman'; font-size:12pt">28,923</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de pesos en efectivo. La Sociedad tiene la intención de continuar pagando dividendos en forma anual; el monto de </span><span style="font-family:'Times New Roman'; font-size:12pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:12pt"> dependerá, entre otros factores, de las oportunidades de crecimiento, la situación económica y el ambiente competitivo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
</body>
</html> </ p >
886523205
958507491
1011597884
210558344
231473218
245197895
73275983
77358988
78493750
51589989
53827384
49890741
2.96
3.09
2.87
28792178
34763789
38981955
20577439
22639474
24953131
495273263
436546616
493893065
81242066
90223852
89976490
38.6
38.6
38
5.9
6
6.2
7.1
6.6
7.1
235580061
199086037
232875469
2.69
2.17
1.69
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
<meta http-equiv="Content-Style-Type" content="text/css" />
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<body>
<div>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Resultados financieros</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">(Millones de Pesos)</span>
</p>
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<img 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" 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NI6ozXJSOw/rLVBz5CaSeWqbdkA5oHELKTals+OQ+QcJxupNNL2DCQBk1TNeVrsCyRCrUCNa6iuJiW0pGu0AwVWJDPL91cDwXn6QCL33ZfXOnjF9ZzvXN/zZPrjTgOqTXYeGMcylemL+8hQ6niSvb//lYivc6WZlmhN/7Nm4VrOd5zf/KXl5H5Jqe07jSnNfWXQlIk0n6/9ZP2eQeSd6xl/sO7RoUXYV8nnr7XBsXGcrKnOoWn89A/HxjGYs+8wQgnYclEhzyVT7Eap5TEprbTSSuvMtgojsdGNCZRWWmnNtBACDg7TammlfZzbKoykoKCg5ai5cne9xoGlse87s3XFPnXF1lXHqal+FUZSUFBQULBGaJaR2PA++uQLquNOmRQbxE2B2y533dXFovsfjw367GW1psAp9butq48VFLQFOHKo4seZ5cSBk8OxJOP2u5ZENcSd9jsj3Nzn3Lg4PAzl9uKUItiVGdq5Yy+4LhJItjXm3nRfddCx4yNWKtfW4BhijXK6ER81+/pF1eEnnhefhQeMPHd2/M/DkHt8e+Duxcuiih+nmBdfqsWvgTE4cdDkoCO8ODnLiPm6577Hq0PT8Z6jPWpxcHxBIwUwuzdwOho+dmaERqicGO961JXRD+EI3rXYvP2OGtumxbbqIUzhnAuvi36J5cuFxjjzjBw/KxyO+p52afSJR6zfeZryBOWA1Jo51Swj2XrPoellvRGuqEedNDFupkKa8pA8mdxKoXtlGsVY8ErysvzuOFj+9IvRQR5cXqo6x5iOGIt6Is8deJt0P5Hlvr994ZL4XiS9a/p+QboXbymlN3ljYRauNTvdlxuxYyxCL1cpUi+PZ1ZBQVcDN/UeiRlYtJ/48u7VtfPuje8Fp/JG5JI+ZsK1Uftc4Kr1pT64Gu/nJObBQeSCqTdGeqFH05poa8jmgGH1HXppEB/gaYhxyUSBWA8fe3WsOZ95KFqPvDD1kdmvPXB7YljoATd6ZX4zeDoqbztzzl1RRlalQvRISiIekXNuvDcyY7Q1MFcu/OK6hEKAd2tcjB8nICWUTx5ySXhsClxGw4QxeI6NdujfZsJzPTAvgdToHzr+7HOvhvfr/kkYIaQYLwxGVhACiRCPPQ4ZFQzG756ppWiWkfDMEjPiwl7KJVfcGtITaUXn7ly0NF4Yom5AvMSdDxheXZ8mHMnllgUPRycxFS7ER/SeGFqLdugJ51azrrs77vNO6rxFYnCPSdzdw+9+SO2l4NzcXjfavn/Ve8iU4J42OnF2ks+suXdHSdIZ194V3k0np8mCCV05e2E1avzsiEspKOiqiFK6X909JHqQYUHZXRkN/rjjgBCkJMYjrAmU5dl3V5LKeQFac2tvckIi4O0nLFnHiDdgJHsdPjppQxdVjy57NhHyWSEAylAhNgwTlO7n4unzV0jA7QVC4uTLb4n/lz7+fHVQz3GhEaFBCDMmg2api06wxKh32HdYHN8eEPOmTG090DGZNWhvAo5pIhsmOrYoMR3Qry26DW4XjTKDUI6ZEeBpSsIJhGoQCDASzJ/ziDAGAoB6/GgvZthStEgjwXGvSkRaGhOq9fMvvBa/UdsQaRHaMHLc7GrazNur7/32qFArqcUC68SMwANpQRx98vlJ/Xsi1HJxGTQXkFblt1ueFIP9o/V6xABnRoIxYCQmgYem2lJTcU6BjMene1GvpR7Zfp/TQxIyWMxaWe0uKOiKePSxZ2O+Mz8I+IWxSUPhEm4N/GzDYyPW6OyJ11ab7jIwYqkIS6MSwXTe8EQsBcY+9GgtJU9bAh9glpH/LRM6WgfCJOvCLgeMiDUopRABUz8xj3fTMcf0uaC6Ogl47YVrk9bT7aAzV1g0pDs6KQmZMlowzZDGMRLakXyAzDfiuLofeXYc39YQR0Zgfub5Vxq+ScJxYhoItuwaxoipCy0iHMh6QYtD01hZ2gsYKuZGOMkwr/TLuxxwxvSk+V5YrbN572rJ0mcj5dJdix+LvzKYtBTNM5I9aowEs9gtvTiTnDor4M5vN9xyfzCX5UkSkQyRViBtCGLvBZJQqHLjL7o+tBHmsWxPpaFkRtKjz4XxncA7jMHgiyuhbv0hLRyMZJf9axPXtU0KkxszokIueeyZUBdpR14gtY05TQLEwkgKuiKYNWgVYrFiTdz5SGR6mJEkarFYTFlisSZPvyU0bslQHSvAVcqg7/zmyOqUYZdFhgnm5baG/dGd0vqy/gUMy85wxz1L4zPGgWAL4l22/PlYj9b4VYlOkGwPTDQhm+raGlPSvcWLoQPGUADyskT00CTmo3EXXhcMrZ6RMG0RYqdfvaDhKm0H+yK0R0HREsnql5RIW+1+avRB/j4mLqYv7wnDeTYJuiwstEzj1x7aGzq4x6Gj4t0ILDdWLD6ZkdiaoA1fP/++EAqYUHdNNN7vznNsS9EsI7n0qttjQlOD3IAEYO9BhDmOZQC8HOYnE8d3bGukE6ondddD0DjYLc9IXBnBp8lQ93Qepl99xwqpB/PAHK6YfUdsBpmcNhivmH1nSBrPJY0oR6uLZj9t9FVhfvPyrphVO8bE1299Y4YrKOhqoF2bu+apRlPHWKyXa+ctChMvjcCauyAJXMeeclGsAevEuQg9aXP6zAXtQohYE3Lf7lr0WLXt3qfF2rTPMOzsmUEcFy5aWp048OI4VqohZiWmLjSCFN4esKZzv5jOaSF5HxTxox3AnYnpoUfM7CwYMm+3xzjZk839sRfiPd102wMrvkPzZFCXFWNgonvo1PKnXlrxO/MSk1NbI8+RfB/jQbtksfGe9AmTka/P/4B+suRMa+WcWoWRSL/BS6QtG4+GDXc4JdRPaU0aO6a00j5qzcal1thvq9MkMbWB3NhvrWlt3S+N8Dfvlvsb/a2lra37lJs8fI1931ntupsWhyWmsd9a0tprnGhKWmO/Ndeam1OrMBKmJZtopZVWWnPtuYbW2G+d2bpmv5h4Gvu+tJXbR29ONWvaKigoKCgoaApNMhLuXzbYQAzIw48+E/+zOda7q7373nux0ba6sKeRwQ1Y/ZOR42fHRlBHwjO1hw21oKC1sBfBWUSzl8iTJn/mgisD9eTp88MGTlLsKDz7/Csr+sG1VtoMDjPW/+tvvh19zb/zTOoo2EPN9xVThqZcmvoibsOKFjJgj5ZTUEeAV1nuD+cD/TE2Ey6+IfZzbP7n3zkEdATsw9j7OOvcWk0oe2/6NO7CubGXnbH4weXVrXc+3PCpZWiSkdiUyX7XImxtIumMMrYIvk1BHcBwtt3rtCDEfJUtgjfTYPmN/QxMOC6DNoC4Odqoe+W12ka8tPQ5eMkGvUkpDkSFQNe2aMAGuhdicpgQNv/Bfd0zR7k6zvXj2NQPHh1c3TAJ53ENzsdpfvfbuIvmhheaAeYdpm/un+8pcKegoCNAcBO79eWfHhRZqjmj7HbQyOo/vrl3tf8xY6uhaZ0ISLTv+K1fHx7rqiPAZZVweWDPc6rBI6+I/Qkbt9yR+542tbo7MTyOMjw6be52FJSk0C8epDaWB515ecRGYLL2ndAuDjoCmTsCYn9ErAtpUMcIjTt99IxqyuW3RqwGuqO/+x19dpTP7gjc99CTQVOvmHVHhFZgKMYK4923wS361USTxZyIHWoNmjVtcd31kkQ8cg2jJYjG5YkgvYMU57gbRuKvtOk8rTbdZVB1/IBJ8TvPLK6+g8+8oub5kSSVH/zumIg1MYjc4G65o+aFxRuMx5fNPRD1K+AQtt7z1LCzSsE+MB0nYnXhvY+FW6TrcwXGrH63VZ9wXxONr18CbHh6uBePBNGnt9/1aLV5t8HRB4sRZ+ZSyJ8fU+IJYpD95aP/0w2PjaCrgoKOAMWYZyMvLu62hJndDx4V60utHJ4+a/3h2PDCEU+i4FlHQaXTbgeOSELl36KxEUXEGtAB6VxkmuhIkKytbULj00lDOezE84KRCKoeM/Ha8JBrz8DNehCohS1wrSWkCmXI4yE2j1aiT+iUd9uRoCGhldLMqGlEUOe+TEkQhiHQ22+tQbOMhJ+6YkuIsMBCftEC/x5a8lRoD+qZYxSZkfBHhu2TJkNjoLoh4rclDYOLrhohAhN3TdIV8AFHsDO4DFK/VCfk62ywMyP5025DgpHsn4g9SLeCMah5guOTRtxPvQ6TCcN74OGn4lhai746jsvk0LOujMAgvtZUOYxI4COvBu7CmySu7NiNd+wfDEmRqoKCjgLiw+XeXP7DdqfEPB2Y5iOmYf6a599JGgkCJVK6NVHIawqelwLcSNb6SboWnZ1NbFxKO8pcUw8M97zJN6yQrjES5vifb3RcxKgJkMzB0e0NjP2mxFwF9vF2I7RmoH3Pv/h6FP+bOHleZOfoKJ4rWJSmy9SHNqLXR/SaGHQZnUV3mSx9n12qW4JmGYnYENX7BNJcdOnNUXyJtrDNXnJwvR4qkoCfLRORF4yDmIMBZF4SGEi1ZCKj2WzWbVAwksNOmBDH3XrnI1XfhuBCuOe+ZWFWksfH4JMy+KQ/l5iUKHaMRMoDjIINlI3YYmOy0h9BNzg+kOgwJRzfoCi7q+9cnB2rGJWFQA0V8EWTopbzRcc4SH60JwtH9GdBQUeBGcbcFUsiz5b4hJlz7o45q9Ln1nueFsG3NOlPfHm3CGrrCOSqopoIe3EaW+8xNPqbTckC7nLEeUeB0JrN6RgvZI3EOFnvTNV7JCLaEWDVYMIneKN/6CGB2/gxHYmFox0xl0tz014xN/V4LdHjPZMGdPG0+RHxnrcNJLakYQqsZAFiFfJu5UhsKZplJGyi1FTZP6lE7LRuLtyfKisi18YRKYnkTnuBU0ddER0lmQhGZBYi9VOd+Fjb+ALMxsOxtcKs6+8JTcR3giHdk+mpdyL0cnxhJNQy95P2gDRk8xFXP7DHuJBKMATwGwaAuV17472JGS6NXEWibkXo9jv90mAk+jNxyo3BLD3fU8+8FBPAsTKM8p+mzhcUdBRo8CpvMtOK5Bbd/uvNegURInyZvzQR0jbNOadXaW+IHt/7iNFBeGSfGD9pbkivJFn2dzRgRjtls20K+rXXYaPD/K5fgMbYhL83Ech9jhgTdIUQ2xGQ/YPkn0uKC9I2brsfMioyGBBe5SxD2665vmO0N5YWWxXe1ZCRVwa92zuNGQvPY4//TRBhWRp13jUNn1qGZhlJV8OyJ15IDOmShk8FBQUFBZ2NVRgJTslzqas2m1e0nMZ+K620jmzzbk2tke87u+mT9OGN/daZzXg19n1nti75/rroODXVr4+cRlJQUFBQ0LXQLCNh2+PqO37S9bFf0lLIN/NhkMnXNW0m3nnPo9X8BasGv9jAb6/soQUFHxXwarT2xD/YCNUUcuOcYpP0jLNnRgBvdlbpKPBuZOu3RnO/JC/UF/+LyWqN18+agtcTbyPONJyCcp/sbwpZsGdhb6mjYZ+2Vpul5hLM+UiCS/3KfVScrD2SNn4Y7EubQ/aHvaPzL5kXsXscmDh16JM+vtMQv9cSNMlI3k+TU30PgUVekoli0535S7ZIftH+8twQXOj/7AIooEVHbG7lwEHgwWBzBzO5ePotERXLM0tAFW8tePHlNyIlsw1vk8DngoKPG7iu/ue396k++dU9ohwCt1ZFrAQicmD5r+/sGxu6NpEFCHcUOLTwqJSMdcmyZ2PTltONtc3rEmHye0cFSYJqq2IhOOjwPtInXpoK6vmL6YnD4cTQUUCoeX8KOxBzI6hbpUmlNmQI0Eemeh5S79fF5LQ3OBsJ1sS8xN3w/OOggOnttP/woPMKFraGuTXNSNKFuPUKUMnMQFBPdrnlRqtaG3cxRXekalaTJLxK0iDxrBJ/wq8ctwPH1UsqJgBGorawCFkQQISRbLxD/+q0s66KicCdrqDg4wSeSIQpjETmBy6i623dpzrulItCGOPFhVBxjyfxdhS4rCLWGAmgE9Yod1Yutvql7x0J2SpI1YgioBc8oi5JDPjsiXPiOzTp+P4Xx/8dAe9EvwROc89GS5XbQPMyeJbxdutI8MrK5Ye9N/F9vAIxPh66hPvFD9YqOLYUzZq2xFIg8mIzBCEJAnTjtRJHM2n4tQOXXL7RVKNcrEpEORdaL1cnYYNt+8bEy2iMkQg8xEhEuIM6AoKzCgo+bhBIlxkJLeT/fWOvcFdHlNbfpl+YShS2ktGhI4FRZEZifUv/AYRLG/0IFfNNR0KQZmYk+kagpSUx44AAwMN71eLXOhLGwnsU6Y6IC0e46faHIjwCIc9CdkdCn2iPKm4+8+wrkSFBDRwxdKxAFIWccqolaJKRKFSDi5OEqDvUV8FHmIuAKIyEag0CbgS8UC0zI3nymZdi4OTmypNKVTU2QxGW0hiIkh85blaco/H7FmWJkVDlBTadOurK0IoKCj5uqGck2+59ekSTA+2f+UjRt85kJNYnphb1wNP/AngJiuK6WlNhry2QGQmB1ljZN5K1wpiJfZPNQjBeRwPRRtfQSGMjzm329YtCk5SctjOgT4IjBWsyYRkbWonciMaKVUgBrpaiWdMWU5bAGfXZbWQxa50wYFJ1dGIqBsdmHzBhvZU4rI1z5TfBpo0676LGM9e10XPioMlhm1NJzTX3OWJ0qKKCddRsVy5zUdJ8aCSHJsYjmNHDFRR83CDPG3MDm7rsEIpfASIgAG+dzXolYjRrhcbfURC0ywlAIFsOLhYtLWh4z7SO+51+WYdHtwtqlpmCvT/TIONyzgXXBW1BwDtD+pdmClNjeWGKlN/PWLHsdFYi2OhTGhvCuz4J3CYMSCuF8bIAtWZONWvaKigoKCgoaAqrMJKuHpBYWmldpfEImndL1wv8uyH1qWsGJHbNsWr8+85rXXVONdWvopEUFBQUFKwRmmUk7Jw2zdhqO9oOW1BQ0DisRTFa3HDZursK7N3w7LQH0FUgPk0ApTiJrgKvTFbxjsra3BTsG9WHVxgne3KtQZOMxMPyvrCRbsO7qWj1lTfDP2xzXJBiPUPCqHy2GOo359RfqDusoKCgDr0GT6k++4P9q8/9cP/q6JPP7xJrBbFWl6j/sMvCEaDezb+zoBzFdnufFjWPhBV0lXg0m93H9LkgHJl4rnYW0FkBrQoRAm9aXrYyq7cGTTISUgUXQ8GIXIARe/UR+D8/vPTp8NiSiv24/pNiQHhZcSUzsaUq5sHBRXjnA0bEd16mtMrSKfMQ0OGDjh0X1bgUqOJGqOwt74qDeo6P7zs69UNBQVfHG2+8HfEksk0ooeD/XD66M8HDUtoWOPzE81Z4mHUmjNGQM2uF86RzGXDG9Pi/MyGsQk0lNBUtVb+ls7RKXrSi/nfofkZ8Puvc2ZG+qs0rJHKnw7H4FQvwke9f6oN7H3yi6pUYxUGJMfB1B3UJLpu5IIITVUVUsEUKgCi7mRiCyS64UIlQaVWU2PU9ZrVs+QvV+VNurC654taoQSIeReXDjkz9UFDwUQCX+X/54q6Rjkhwov87Oo6kMex64JlR+Q/EfnWFXHlclMVHwMNLnwkBt7MhaHPnA4bH/+ifmI4Ps+B0BDAzjIQQQOBHm9uUkeCY2a4oClKRp26JWbyeJCIBNRgJDUPddOCrLYp0/2PGRi4teW3uundZaCYK7yiGg+nsvP+ItAieDfUXBMUoTXnxtFvi/MjvtWhpDHDOv1VQUFCDhf+Z73ePqHZJEj/z/f0iSLizIRbh1iR4kq0VklqSCHdng/faCQNraVFk3ZByprPBarPxjgNibyJXdO1M02RmJLS3A445p9oj0fEfr98zPHhbiqZNW+lBJfgSja6yFjVa7is3Eubf77RLQ53FYLofNTYCbWgQzFwYjP0VnWGqwnkVurfXst7WfRLXey4qGoIAGA8z9crbQyNR711g4m+3PKloJAUFjUBlQnskn/le9+rsibWAwM6GjWOWCwKiaqhdwTnHviviiD4hlgh3V8CEyfOqnfYbHkzk5tsfbPi2c4D2UgIy7CPl9DctRbOmLaCVYCoZki7mOYKJuPHKBN8m18oTyUf2webgvK7k9VFQ0BXBxCx1SlcCgbEj08e3FPYCugBf+wAQ8L8XOrcKI2ltQKIQ+1KxsLSPY2M2KRUSW966Yp+6YuuKAYm1CoklILGgoKCgoJ3QJoyEKaorbPYVFPw9oyvEZRT8/aEtTH5NMhLR7P2HTYv/pUCePfeecFOT0bceseu/77CGT62DGJX6IjhDR11Z7dB9WNX96LMjW2ZBwccRCxctrb77myOrw048L/Yc1P35j2/tHfUrstA287q7qy/+5KCIz+pI8Do6+dSp1T5Hjgkh0v133m94eGVK4T735vuiKqAo947C5OnzwznH5vrY8+ckenRGhCFwZb359ofCNXmzboNWZAXuKEjLvuF2/cIjSkwdOqlJeW9/hPMRZ4DOAAai+KCaURyeeMhyqpINWEDiW62ocNkkIzGBlYfEKDbesX/UQLjvoeXhzqsOgmBCeext+oloXf7ki+Fex2NLSUnBigbKxrvgRR02+TGoMROuDUZxxIkTIuI0By+dNPiSqH2SMePahbX60AuXREyLlNmjzp1dHZSYmZKf0rdIV69O8/z0+6HHn1edPvqqcK1TuZHfOG8zldLEvJhkBQVdHaogKodKgFOz4jvrHBnzXQxWTj/+o/V6VF/9+SGxxjoS4sHUGedxxI1fTSIMZc6N94a35dgL5gThVouoIyC04Kzzrqm22v3USG8vfID2tnDRY+FxWguo/t8oTeFzR0I8nTGZNnNB0D/0U9+ENkhxI3ZudYXwNQX6vmOi7xjKUYmh2B8nHGBwrdVSmjVtZfe0oWddVe160MhwWzM4BsQLUklLMBRGcve9yyK4UOStRSBwivaCSdA6Fqe/623dNwj75kk6UOpRwNBFl94UkwEwEtIX92Lfm7Qi3sWvYGikDvd2bZrLtBm3RyCkgjokDgFaGJ7KaL5XR15RLZLcE0++EMcVFHR1mLekQoxEWV1/gQBlXgscUxNIVHRHMxIg+aMNV8+9O2oUwQuJHihvC6TajmIkgPChQeLUZMkAhHLbvU6P/4FgqZhUR2P8RXOj4JbxQsPgyN7nRwDgmlhz2gLifdBR9FFdeRqKcA1hHa3xKGuWkeCmO+1/RnXX4seCKfB9Fnl+8qmXhEpLFULYMyOh8gLiD/zJqZYm1rkXX1/9cccBwUjy5OP1VV/DGCMRQY+xSBtAkpBiJed+8cA5XQuujpFMTMxNWcifbnhcXFcxLtIbLUUkvs+33klbOTfU79Zy24KCzkBmJAJ/ldUlyVpXR/aaGDm2frDu0WHu+vyPDwgTTkciM5I77lla9ex3UXxHWGSlgM5iJPqgsirQTsS8wbhEzJkJ0Y6OBkZCI2Fqy+a+3ZJQrjBgZzISQrWsJUI7FB9UyjnTRkqDbCMtRbOMRB31L//04OqtP/8liL7JK/GiSSSNyW+36B0vj6YwbcaC4GYgMAkwEtdwvJrvagRjJMPH1iorsh0KYJJjCzASGgUTFDMY7efMcbPCZIUZrLd1nzCnMZu5NkZyQeoXu+1uiWkwAzCvcaE7ddSVcR3cdcDw6UkamV9tusvANFiFkxR0fWRGYn19/kcHVD/f6PgIQpTxFxGglW+wbb8w39bHeXUEMiOxZypn3piJ1wahlLcJOouRsPMztQ0fe3X8VS3xnAvnVj9er0eYxLmwdjQyI1EufJ/Dx1TDzp5ZdU/MjpDcmYzk5aT1brLTwEgaSUCxpUARUFHyjzsNiC2LlqJZRmJ/gy0P3nzr7djfAGat2xcuCUkIY7GRtPypl6qnn62lH/YZaC8Gi4YgbfKj6XspVnKSOYNp/+OVhg1Ex5NyNLlxlPIUxEhNXf7UizF5mag8NObhPLlrwKSmzbCNkt6Y1PiuC9qy6WWjrSMnd0HBmuCJJ18MZgHMwDOuvSvMtPV4JK0Ra6ajgXDnNW5TVmbwLAyC/zs62E5/CImCo69PwmrOP4YuZZrSGim7rUALyfQNLRWTkUv+on/2mToLTyetiBOVrARgzNBJSXVbg1UYCXULAe+qjTmtse9LK62jGyKuNfZbZ7bo12ON/9aZrauOVWPfd2brsnNqpe/q2yqMhGshraK00kpruhG6SHSN/dapLfUp+tbYb53YumKfumT7CM6pZk1bBQUFBQUFTaFJRsIOKk01TwwFrRoLMOo79NLwjmgJeFfdsuDhhk812+Ho865p+FRQUFBQ8FFEk4xE0NMuBwyPzWpFdGyQCwq0yS0j8L33PxHZfwUi8Y6yGW5TMG8e3XjbA+FNwv33uhsXh/cVzyleAYsfXB6b9zZ2Xnz59Yj74Gtt86mgoKCg4KODJhmJer7iRLjZYgSIfGMVErn81oIMB1eXX71gRfQ4F+DXXn+r+vY6R1TnXHhdMBI+3rfe8UiUmlQs6+Djxldzb1pczU+aivolfJkLCgqah5gIa0igb1fKw8WLkj29K/UJzdKnN7tQ2n3jo0/Z67SrgKXo2dSv1gj1ze6RCAzkty669uJp81cwEqlJMBLxHdlFEVOhbWRGIngQIxFQCBjJ7Ovvif/Fglw8fX4wEq68qqtts+fQavrVd8TvBQUFTYPb7Vob9Kx+96eTo95GVwGhsc+pUyM6v6vgptsfDIFYLFpXAUuMPsm71VXAfXrkubNjy4LFqKVokpEwX8mHhWsOGnF5deGlN0eVwzvvWRrVEWsaybgI/hE0JV0DU5V8NnctXlZ961eHByPZ87Cz4noYiehSvtxb7SEq9tFgJLQUpq4jek8sjKSgoKDgI4YmGQltZPrMBZG7Rk4s+x0CEqVNEcTCDMUspckSLOkXdU1iRUkZ1Uj+y1/ejehSUNtdoJBjnSvI0P4KJnTqqCsi+jMHORUUFBQUfDSwCiPBCKQ/KK200korrbSWtFUYCe2Al1VppZXWdFO2YP6Cxn/rzKZPvCsb+60z2/w7Gv++M1tXfX+Nfd+ZTZ+a6lezm+0FBQUFBQVNoVlGIsW7FMxaWyeH42lyzQ2LGj59OCRjzBXF4IFHngp346bA80DGYgW4VgdMfAIyCwoKCgqaRpOMBCH9w7b9qluTmqzJCCmLpUy+MmzK+mvDnHeX4EXufoISZbaU4MtfBFmG4Jy1lHvZU8++HEzJudK9YxSOl1EY+FXLQiklNLj2v35ptxXMQ4rqXGfAsQIgc52BZ559Ja4ttbVAymvnLYr76PvSZc9FMKXjfQd8ppnzMCmMjWuz3/oMnVo99MjTK65bUFBQUNA4mmUkKiAufvCJaK8nAsu1F5FVK+Ga6xdV62zeuxo94Zoo2Xh0nwvCrfeok86PCm5y26snwnVYESpp3YeMuiJiT3qkY7n8cv8Vd6JWu6JXGIq6AopRTZ5+S/QDI9l4h/7VEb0mBKHfqfsZUdlLuhU1B04YcHF1+ugZ4R2melzf1L/vrHNEMDj1HAadeXnEv+x/zNhgQFyXleMUqX9M6gevNEGVx/e/OO6tboCa07zTulIAU0HByhA01tWyQRAWu2LNn67ap67Wr9XpU7OMRCGq08fMiCb9yVXXLqxOTgSWpoKRKF8JyjW+mLSDC6feWI278Lr4X/UtWoYiVgqncAfGUHInaSYYCU3h1MRIfrvFSVE/RM0RFbukJwaMRPEeRP6SK26L+swYycHpO6Uh+w+7LBjD7olp0DxcXgGrekbChLbksWdWVE/70+5Dwr0Zs1IfW216jESEPeh7V4s4LSioxxtvvlP9z/e7V9/69eEx17sKBo+8IqqpZgtDV8DsRKvUTL/upnsbvul8EGT16bSzrmr4pvOh8ixFQXB5a4Jcm2UkUplkMFF58GeffyWCDzGS0ROujd8QbCYhddYvueLWIMKI8SGJUcjJpea7iopqtZtgjlVfXYd33n94MBX/8zYxwAvuejTK4kJmJIMTQ/jVpidGrAlGotyva2IeTz7zUtJYJkbEPc1prT/0/AAjUcuZSYu2BNK33HTbA3EN16PJYCTMdrD34WPCRNbVpIWCggxzU3Q0k3KZpwWdiWYZyUmDpzR8Ui3x3ergROwHDp8eZp+7Fj0WZXQBo1AJUWS7YEPc7IyzZ8bvotmlAuA+phriAcecEwxGFTXaxfhJc6sefS6MNCl3LloaJqz9E8NiYgLmLFmCEfxegyYHExJNbwEdnRiD60n6iPDL10XDcC3n6dclV95aPbTkqYjQV3YTlOq1P4IxYjRMaRMmz4tqajAj9Zsp7I03Wp4moKCgoODjiCYZSUFBQUFBQXNYhZFIc3LDLfeXVlppzbR5tz4Q9bcb+60zmz7Za2zst85sPDQb+760D7auOqeaen9FIykoKCgoWCM0y0hssEvUKH6kK4MLpA33jJdfeTM229s6iLKgoKCg4INodrP991v1CddcXk05SlySruy7zltE4CEIOqyPVBew2BIIBqz3hfe/e8AVs++sXqwr8ZvvBe+9/34EPAJXXq7F+Z42yu9evKyacsWt8Rnqz83JKQsKCgoK1gzNMpLs/nvH3Y9WPfteWJ1/yY3VAT3OiRojz73wWng9CVI87+Ibqh59L6jW27pvuPCK7+B5xSd5QTpXvXY4fsDFEUm+Y/czIqjxostuDtden7kMK6DFRVecx8J7l1Zrb3JiLR4l3cvxB/UcVw0ZeUW4B+tD93SPnHq+3+mXRSVHqVFEti9PjG3QiOnhMSY4cq/DRkdBLWWDdz9kVPi633bnI3FuQUFBQcHqoVlG8pvNe1fdDjwzIsAfSQR77U1OCLdcxP7M8bNWxJO89safqyuT9qAQFiheNWnazRH5PicRd67AsFdiCovue7z6404DkuZRq/0+9+b7IoJepPrvt1Lt7e3Qfs4+f064G9N0Lr/6jnDtpaH8dsuTohIjxkbryJqF6PtDErNR44TbL7MchobZKcZFexJ579pR8jcxkXotpaDgowTu9gJx9zx0VKuq2bU3RoybFfSi3pLQ2UBj0CxOCF0FL7z4evRp1LmzG77pfAhIZIHqkWhrTiPVErRIIzExRF/KifXrzXpFPIiSlSLdaQMGYu8jRgcjQeBfff2taqf9hlf3JIYh8M9LpEUg5Juk62Ekh50wIe5x+IkTIlpeMKD4E+lPmKkwn1HnXROMRGyHsrwYB+IvfbdF5HiBiVc2mNxyf2k1Dyatp56R3Pfg8ri/GvSvvvZmaFjHnHzBioDKgoKPGghQkqoSrhSd6ypgEUCEulLqFgKjQOWuNE7GR5/+nMarK0GOQu+vNUGuzTIS6UpcUC6qCy+9KRiKcruIs+BDWgLTFBOWqHCahX2SLXcfEqlUaB42vDfc7pTqiMQ05Mxa/MAT1dGJiMPx/ScFgxDxziTG5ISRqKRII0Ho5cl6/MkXIgKeeevIXhOjmqL7MmGp+Z7BjKWGtT7Tinr2uyj6KreXvrqf/PkH9hhX7Zo0rcyECgoKCgpWD00ykg8Drp5TujNPkUAycH5EPDazGzbCgTYjY3Bj8FtTqD+PJpIZ5Tt/ebdFEgZGQo2sv47zWuoMUFBQUFDw4ViFkZD0+58x7e+qSTtPY2rst9JKW90mq/WA4dMb/a0zmz7pW2O/dWbj+NLY953ZJJ1t7PvObFJQNfZ9Z7banPrwfq3CSNjtaBOllVZaaaWV1pK2WqatgoKCroFs5i3oevg4vZomGUmkgj9idLjw7nLgiOqcC68Lrym1RwQo8riSrdcxv9j4+NiEt3m9cNFj1Q9/f0z1+JMvxnW4uMm0Ww8p4eX1gquuubOace3d1XE23vtdFN/xRrnx1gfDjVDa+e33GRbX5w122Yzb4xgVFH+zRe9q8uW1Aliuuf2+w2JTnnqIU6qF4rvuR58dm/c33f5gxKyoXXLWeV3H7a7g44u7Fz9WffXnh1Rf+dkh1c82PC72/uCMNHdr3x8c3osXTL2p+tovDo2/Yri23fu06rM/2C8cTtoL4q72OXJM9IurPYglW3+bvuHMsvGO/cN0bJ2B/VFek+1RY0NGb7TmR+sds4KeGAdOM+jC6WOuCsY649q7Ykx4aKJFMoxb/1vsNrgade41cV5b4eVX34ziemgM+pOBRqExCv7xXkWrlMnw3bAxMyI/lXHjjDRgeK2mU1tCZnT92iH1i8csCNEwDppyHByaFBPUj7EXzAkvwBMHTY4+ckpqDVqkkRzQY1z1RGIK7//1f6uNdui/wj+c26+XBDosbTuoWMh76qyGl+aBnn3+1fg/Q0fvua82MackRqBglcDGLXcdEjXZz58yL4rRmDjSv4taf/fd98M1bfNdB0dsiURiGI+XBa55V5rsHACkm5c+XjVE7soZXuZjjz8f/3f1tC8FHw9gHDwPf7J+j/BKzG6z5qfCa5//0QFR44cHpf95MvJYXHfLkyMuQsBve2L8RdfHnktknEjC2cjxs6rNdhkUrv8DzpgeGSYypiYBUKBv70F/Kz/RVuDNaU9DuYesiaEzc29aHAwMQ1Gie/Nug6u33/5LeIuiSxk8NXmMtiU4/4iF0zfMNUMlVsyOh6hA6fGTrq/GTLw26Fd2+iFIOw7Rb2u8+ebbEY9nbgm5IFRnoKfGhQAz4pyrVzhFXTvv3mAk6Hguc95StIqRGJidkrSf8chjz4RHFGRGosP+dyyJAFrKSGg4XIAVo5ow+YZGGQmcOuqKKKsrRmTJsmcjYNL1MyOBO+6pReJjJNukBWhyk6QEPfrMFdi9Cgq6AnY9aGT179/cO+rqZCKJSNFIvvfbo6o7714aFoKf/uHYYCRrpb8//N0x1deThrLNnqet8KJsa8hfh4EhMG80CIqItoqnXPIPPeHcYH6Iu2NJt6wU7cFIXFcApvpBmfjRynLgHO1pQho/9CaDxgRLH5fNYmT83x5QOM+zZ1yaNBKhEOts1isYBo1SzJusIKwloE7TvokOKUHeXli5X4Amzr7+ngjXUPsJbVS9luay3T7D4jsNc2wpWsVIcCmDk7mbOBISAWRGInXJL/54QnVA6tz31z061N/GGIm66llTODdxa8GMGAkzlsJU0p98GCM5ML0MJjbmNC/mD9v1i2vUMxLmLuq2QSO1mXgkquxMoDoj7aqgoLNBSuVCL3vDP39x16h6qOqnRrKWrWHdhtiozEikDpItAnH91Nf3jDXSnjjznFnVpMtujv8zI8l4P2kkG2zbrxp29oxqt4POTG1k9etNe1XL0xpra2CyiJwCeUAgxCRAgPEN8++PktyAXolPAyby9hIcMQLjwcyWoQ+EaYHbBFrMVvVW9EdMXcYzz7+SGHWtv20NpsitEt2sL3nMvLXlbomWJsEjCyw0KhlKMOLpVy+I75j/s/mwJWgVI4FThl1WHZE0Abm1qLekEsiM5LhTJq3Y+5BKhZ2XxnDqqCursyfOWfHSvVR2xUnT5sd1nkuMJjMSpXa/+JODPsBIMLBR42fHfouXIuiRWgbycLGRYiQnDpxc9R82LV4s+yVG4nupW2gxp6XBGnvBdaFmyr1VUNDZuCZJh/YUv7n24dVaG/SMFD7fWPuwSFOBYfz3d7tHMC9kRmLuO97vTCrtlepn4IjpwUCsJ0yLcCb+yufb7lwS65u5SaYKEqx+LLhrSZi3MZy2hHUsN98G2/YNOjIy0YObkzBq7aMttBUE0riR+lksrHM0hebC5N3WuP/hp2Lfyv7IxZfND9PaFYnu0QLOTvc+ceDF1emjrwp6xaxun5aQTGgYe/51YYKXB7CtgQbr18Dhl4dQrXYO4du8yXvKMo7YnuiVaGavpEEuuv/xEAKUS6eFNhffV48WMRKpRuov6obsafV7DI8sfSZelL8ZJtXSZc/Fd7cnCUKjnmewsc5MxD1LU48n7SXnzXIOTmnC0ETue2h52JF9Nj2dI71Ahn0VEpB73P/Qkyu0F3bSfG+qHPskTUpyR6aDgoLOhrl6420PBrEhMTJHrLd1n+rlV94IEwTNPVsB2PhJvoi0ND+Eo7w32R546tmXq5lz7l6xrpln9FdpCX3St/r+AQ3LHmZbgxlbX5jQlPI++Ljxte8THZmT6NFbDeOgL6wQNAC8LMpJpOdoD0gHlemL+92U7itNFNqiT95l3vNa/ODyoDu0TL8j5PZQ2oPBvVbXL5qJrQL3xujynhZaq1iVY3IfHk1jbM4Z39ZgFUbCBOVipZVWWuc0Xj6EtcZ+6+wmc3dj33d0wzwQxcZ+68z28KPPpL490+hvndkwfmPW2G9t0VZhJNx6/+kL3Ur7O2//8qVdwx7f2G+llVZaaa1pqzAS9sb/89mdS/s7bj9ar8cKZ4XGfi+ttNJKa01rkpF8ea2Dqllz74nd/H//xl7V1CturX67xUnVzDl3xUbOV356SKSwZs91nA0u55068so45nu/OTK+z42bIu8q/0+5/NbqT7sNqf7p890ifuTm22s2YgEyrvEPn9ulGj3hmjiWL72AxH/43M6xWZSvN3D4tDjWOZdeeVucs/EOA8KF0uaaYwQn2pC02b7JTgPCH3+j7U+J36SvHzzi8upzPzwgrmMT3/c2nHw++dRL4vNlV90ebs7//IVdY8PPd5prfvvXR0Tw0R33LI2YGsc4l8smhwReGzzbeJTk8y6celP4uvtfkOVPNugZcTMHH1e7f260Q95scc6lN4UnzP/96u6RiZntlYfFzzc8Lu4n/b7jOCP4fMrpl8ZnLqI2cPNvhxw3vmabXfBQNfXKv40F2/Opo66Mjd0xE+fE9f7jW3un61wW9mbP+Kmv7RG1YBwv4Mx9SiuttNKaZCTfTYwAeGkocGXzj1sYV1pS7fd/e3RsGu3UEBBof+Uz398vNrcUSHEO8KLiAvyddY4MOx3GMG3m7dWLL78Rrrw25XkvXHDJjZUCPXzn//Hzu4SdmAcELxXeGFskxrPg7iVBXF3vD9v2i36qoGjj3zk8sZYtf7468qSJsSFpc5IHgvsqZmVzDPG2Qcm7g33P5rtzeTrYZOJC6Lq8zmwk8q/2nBjexdPmh+uh+3NJPnPcrNjMkup+xLirq098Zffq09/Zp1r6+PMN6erPCa83fvYLE7NxHtdAbsv6p1+iW21O8r7BjG18YVjGz8bciHNmxbXuf2h5ddKQS2J8ebhhvBwMEHjEXd/ZsP/lS7sFIwfp83nQgIhoXhpqs+jHDvueETE7gpdcjz8+DxKbguIAHO+d8n7BDD/1tT3jed2Hu+q/f3OvFXOltNJK+/i2ZhkJjwPEVDBfU4yExwSPKMSZxwDCnxnJXYsfCyl4k50GBuG8NEn4XBwR+cnT50e6ANrGf35rn/D9RtwyI8Fg/M8jAhHESJ548oW4nnon+vlhjIR/NxdgkbgrMxLeY/+aCC6pH1OhafFmQMB5pfzXd/YNRkKrcA9aCWKNkXAndH8uh+JhEPu5N90XDEMfNt1lYFzju785asVYYiQYp/NEuWIkPM1cC3HGSP71y7tVv0rak37Q+DAI1x57/pzwrODhNv+OhyJVjWv+eP0eMb6bdRsUzy/FzHvv/bX6cXo3GIln12feIy+/8uYKRuJY/eBKqf6Ld3fsKRcFgzCWGAnm6XzMMz8DjU+Z4j6J2fDMEdiZfyuttNI+vq1ZRsI3HKNA4IXbixfhNsa+/pP1e4ZkKh4EQSQ1C2LBJDCVzEiYiBBsuYQQdC65tJAfrHt0EMmFi5aGietLax0U10ag6hnJJ7+6R5zHVxsjYdJxPdUa9ZN0jXl9IhFieX4ci5FcmyR2fuQk7Q9jJAglCZ8k7vloIyD2JTMSfbt+/n0R/YmR3HLnw3F/AY3/+e19Ykz42mOeTFpMfZiBHGV5LDES7prOo4FgJMx58u7oX1OMxHgZX8xNP5jnXFMBLxB17D1d15AqQiwPRjL96jvifM9Hs8uMBIPVj826DQ6mTeP03ggL/5ieFSOhRYrnEYeTn4HwAPqN+WKI+bfSSivt49taxEikbmAyQaQwB0SP/zG/ZP7l623TNwidYEU4+qTzP8BIZiSihiBvvUfNxMRMwsURQWSewqTstSxMWoc4kf/89t4rGAmiJ5UKKZq9HyPxveu5jn7+YqPj4xpMZmJFpqTrZkZi/wFzWpmRIJ72SBBxgY7iYjAKuW/Eq2AMGIn+CJ5EOOWswUjE1bj/6YkJSALnWHsIctt8+acHh3nrtjsfiVLE9mswC4xE8KbzmOoyI/n2OkeG9tIUI9n/mLERN8PspeY9hqcfj6ZnUm544pQbQ8PQ96uvu6u6OX2HkWACGARtzt5UZiT6pR9yKNFIIjlnui4tA3POpi2BZjRO72n6zAWRbynnB3K+5/m/6VnzfCmttNI+nq1JRkICZvLg3rXh9v1D0v2f7+8XphPagUInJHCJ5NjY/X9sv4uqr//y0DBxffEnB4apKDdJ5vY/+pzY/P5x0mYc+1/f3Tcka6YUjAEhdm+mLsFPzDXSINg38f2eiQnk69FEcl/Vahdl6/vPfG+/6pd/PCE22jEk5zM70aBsOIsidpxyvzbqP/Hl3SMJ3ncS43St32/VJ86xwe84Eak/+N3R8ZuUA/n+zhFprLCLdBV/2O6UFf2hqdi8x0Tsidhcz+e5r/Nk2WQuQsRdyzh/IY2lcbHR/S9f3LXq0efC6lu/Orxaf+u+McY22+3NnDb6qrjOp9M7Ev3ved13rQ2OjT0N7/FXm/aKKNotdh0S9//TbqdG7qHcD/fBnKWccO+Deo6LiGUMl6nPd/ruXt4ns2Z2hpCR1nz4f98o+ySllfZxb00yktJKK6200kprrq3CSGywMn2UVlppTTd7V9yw59/xcJdqTLFaY791ZuuKfeqKrau+u6b6tQojKSgoKCgoaA2aZCQ2eG2q5mbT1qZ4a/LU24yfdf09DZ9ahjk3Lo5N88aQN9qnXHFLSIXtDQ4GrXnegoK2AAcRa2342KvD0UXVv7wOH05rSpwWt3m/y1LQkeDYwjFFXzhjcD7h/m6tWLvc7XNW8I5Apgna0tQXSS1l2eUuL3zB+OTfVy5n0V5QpiLfU5VG75PTioSOHIe80/x7R74/YQDnTa7dV2HA/B4170xMnaBvc6w1aJKRcBuVlXSD7foFM3Aj2Ua9HG6/PKFkBeZ1xPtpWXqJspeCycbjSfWyoWddFZ5GjndNUGWxltn3b1mFxTG4xrAxM8MLSRZPn1957W9ZhnkunZkmKi8p6ed5EZnAmErOIqxvGJg+5c+uo0+8tkCffQ88zrx4OTqdowlU9PKpcyLYnRv9Wf7CimcoKGgPmM+8+mRN4Pgw/qK5K0ojcIC45PJbw7njcz86oOp+1Nhwr+9IyLormyzPQOuPE8Y2e51W3XrHI9VBx44LgVNf2yOrbWPgXYhI84Lksq4v3PilRhf4zJEFo/N7Xv/tDUIAL0f3RDPEfvHylFn3gGPOSQztlfB8FeqgrHhHAdM9stfE6NdDS56qFt67NOIEVZ3lhcsL1WehDcIZWooWmbaUspWy3QTfqfvwsA2bPCqVSR1y020PRFS2dBobpw5w/d1279PjM88pjMQg8szaNBF/2obaATy/rrzmzrjH8qdfDM8ipTt5KImJ4GHlGtvve3r1ZLonYCRy64PB4HlE+uByvNdhZwVHFWXO08h9pabnaeU6F0y9sdpu79PiOTBIdQK4+Io+52HFpZbHk0UsvsS9RIZ72dyVVTTrM3RqjIeYkIKC9gBiKGuAynXqfFhvGk8/c5NA841fHhaxQIgS4tBRIE0T4KRN4vYumFU9IMSbq77+WYP6Zp11BDASZb3VLyIc8uCMNZ7oxOG9JgQjEXzrc0cBI+EZSeAlbGMWwiMwPOXBwe8nDKxlnegomCv7J5otVEK4AhDAxQLm98UCs9H2/du+HsnKjIQaFIxkxPTIXyVliYJSIMZAUXkEF2gyJp0obiVyBTKK0yCx9E8Du/zpWt0CUr/rwIBEwAUdigFxD3EfuXJXPSPBkEwSAYBeEhfVkwZPCXfaXBHNvXOQIcjB5TlIA/JF+XzSkCnhwsvd2MTDNFSn414sh5fULQbbIgHR3RhNQUF7QHp0buuEoS13HRIu2LR5ROd/frBfEKd/+/qeK4ikwF7ac0eA6ejnGx0XGryiTUwjtHuMxHrkbj74zCuib/U1StoTrA+a9U8YFOSssJSYK8LofQ89GeNnfWNyHQEWEtqavtCMrklMLmrZJ/qE7gDNDX3qM/TS+NwR4EyFvomhQ1dBMLY4OmAylbli7AVz4nNLsVqMRMS0Sf3Ka29FupIbk0aSB0eKEjZBXE8qFYkMhyQGQqpnzup24IjIGcWcRM3LxWmmzVxQDT/n6ph8+yV13YOKeWDTJKExewFGwg5LRT2y94RgMLQf12T/ozKS3hTBof0I/qOxuC6TlRgMGpO0JPosXkREvmfBLI4++fxgFLg1RjJtxoLqnDSogvZwbVya5KMfBQXtAVK/2CyJTS12QpdqerPm3h2VEwlgP9vwuDCd0LTFb7XGDLEmsA7laLO2BbnKbpAZiXUmIam1hvkpGdwRIIxipEyAAm6tcwHHLB5TLr8lmJ7+Mg9eluhMRwAjkb2DmQiz1xbd/0SMH43J7/pof2m7RL86Cmipfa1ly59P72xo9dIrb1Rb7TE0tBDvUV4+Gp6+tQYtYiQ0BDfHSAaeMT2irUnwIq4lEZQEUP4sOH30jFB3BQcye5Gq/MaMJLhQxLkkhxgIIj7nxhonRNypfAacdoFr2mBkIxYoZzIAlQyzEiQoI679Gjm7qPihViftQ5/8r4b0n5OqK0rb52lJkiOxiOY2WPrF9KUwv9+ZuZThxVA8L0bjf+lS1KLHtDDIHn0vKPskBe0KgtU6m/UKMxKTkbrftHkpbQhX3I7V/hbky7bdkUCcSfe0coQRkZaRWhYF68hvskVkU0l7Q/YIQp/a9gRMQqI+yOyAmHNI8Dv68vY7HVMVlWnePWlGqsQ+uCRpa+kzLYnZy0a3z8zwMnp0FJi2aI3urXQy+psTvNLaCC3ooWBjNLmlaBEjKSgoKCgo+DCswkjUO7enUFpppTXdSJVccBv7rVNb6lP0rbHfOrF1xT51yfYRnFNFIykoKCgoWCM0y0jYQO++b1ls0nRViPFQbKqg4O8V1iEvH04fYHM0eyN1Juwx8pjKsE/CDm9vorPAWWHxg0+ssPGjD4vuezw2ljsLNrJl1c4OCPaPeOfZbO9McCzSMuy/2ZOz79UaNMlIbCirLmizSqART6vGYE/NQGUYpA/zIvFbdgusP8b3H+bC6Pi8beeY+kAnn59JD68OSUb9dRzb2kEpKOhKsLi/vc4RUchMFmxR0fsdMzZKDajhIxK5M8DZhZOLTezhY2dGNLT4MI42NpXRhY4Gb6St9qhlx979kJHhNCOmxQY8WtYR2TBWBvrDwUccndpFS9I4cT4SMnFQz/HhQt0ZUKtJbNwRvSaGBx4nqJ33HxFjx1W5NWiSkTy89OkI8iNdZAZwRO9aCVsR6zxLjup9fgwIzyYBSs+lSc9jgreC3y+67Kbw7uJZwbVWfIfJ5sV6wZMumx9SjdgPky+KUU24Nh7EAHOz3Tddj1uaYB7eXtzluOtKN8A98ojeE6p9jzo7vuPlhal4abi936WQF1NSUPBRxMXTbwmmwSVTlVHF3j719T3DM0gxMnEkvBc7GtY8SwVhTQCbbBS8IdW14WafBcaOBHrCDRj2SbTgvoeWR6wYreSYPheGVtfRoKUJzAaeobIS8G5bsvTZKFTHu6wzsMWug8MDl7YraFtYx8jxNfdpzLg1c6pJRkJ99lIEH3I7NCA5AtKA4GLiQ6ROoQXoGKbCf5urrEh1eXdGJKYB/JWfePLFapx0AYnrkbQwHHU2PIDoTy+db7wFYuM/B/7RXqRKUciJSySXtdwXha+4tIme587m8TGfCVNuCBdjAZCdqWoXFKwJrAN1X8z7//7uvuEKrIaPgN21UsNk6lMNdRTEjBAaBdlxTbae1eTZLgmKqnZ2BqRd4sIqKFLdIbEbslagYeLK3nyrFs3dkUAb0U9xLMbGX4XipCH5/VYnd1qWjCywyw6iBpPierKK0NzQ8NagSUZCLZQjC0j4Is8F/5E0qEUYCe1ArAXuhVHQUAQmCfK7856lwUhITkCCIa2cn7QT0bkYE0Yi3uTi6fPjHEwBIxHU6HxpBADD8L/qh+JEvAjXA7ZGxZ28oJsXPBTfiUd5+NFngonQhAQmFhR8FCEIVtCvNcOUxaRE0lZ5VLCwmv2dAWvS2n/g4SeDDlj3rAbp6+hXRwUkrgwSNisHIZe9X7YNEBzdkXmt6oHRy/d36qgrY4wEcJL8mdoUuOsMeH+CtxckRsYihMZfc8Oi+B4z0b+WoklGwjS0Q+Lk8lhRdZ55/pXg7gf2GFftvN/wKB+7fZpAx5x8QQyGvZRHEvH+UzqWliH8f3R6edQ32OPQs4KRkGSoUSLdqXhsc5iQc7xs5qy77l0WDMvvWu8hUyL9yVEnTQyJgyuaUH6mLBX+HIOjmtD+ly4BY9JXQT/uV1DwUYR18tkf7Fd95nvdQ3hi4iJhi37//rpHV/cmqbszMHPO3UEPmEUE7NKcWCWsRxYBJaM7GjL/yoyBHjEhYcLMSoRJfcNgOgMsNcYKU0MDWU8IvwoJymTeGbB1wOKDtmO4NCMmyUPTd/ramqSbTTIScDGeItlehlvh+Bm7polNXcyaC5BIDFZr4Lqi0BsD7wu/g4lRD+c0/BTwf314P0mgNRGaBQVdEZIRvvnW39YUIUvepPq53xl47fW3PmBLr5mgOzfrQ1hS6tY82iF9UmeWg/C+6ukmSDtl76YzwaEq01awBbA6GZJXYSQSjUVATAubDW+bbI39Vlppf89N4s/Gvu8KrSv2rSuPV2nNtxUBuI20ZjWSgoKCgoKCptCmjMTmeWvsagUFBQUFXQurYy5tkpG8+ebb4aLW/eixDT7jjQckZux31NmdGj1aUPD3BPt/NmOlibcx+vVfHlp9/ReHhruvDLL+V+Bq2706Lg052JvZofuwKBTX7/RLE304O+gEbyTekuLDbG7X297bG7zHxNgoTeF/4QBcbqdedduKPm64wynVjGsXNpzR/uAkseWug8PRx16I7MScAGQlF8bAaYjX6uTLO3aznXedDXbedsZMH9Qf4cHFMYkHl3T8rUGTjMTmEO8sEPchdmP5Uy+GH7uU8PzGX3n1rQgW5EvOO+LFxEhy4ODls+6MQik8sXgHqF3AbVFwoojYSdPmx2adlMWiKzs73UNBQVfCgruWVL/c+Pjqk1/dIwL/rA+u7xgKxiKNvGJSvBU7ElxEB4+4fAWxwS+232dY0IYXXqy5/P4pEcmOKmsLXKMVkPKXx6ZEghyAshMQhwAxHKo5dhSuSPSvVpn1purcSTdECAKGoikkpaRFR1twOEPwruXBJtRixDmzVgSOCsEQv2es/F7vRNEcmmUkP/vDsZEeRd0DpitcXtCPTfk9DjkrJrY67l7Qz9Okv+n2ByPXPalgqz2HVlddszDiP3hP4XQKVqk1YtL9ZvPewY0V6qHJdOV8XgUFHQ3rT/wIRsILkjfiT9bvGXVySN7qlfxk/R7VsDEzGs7oOFjzmZHcvnBJVCLMUKP8T7ur2d5xGgmIa8NI/rBdv9CIWFGmXnlr/EYDOPaUWonbjoT6SRiJGh+CN/dLmpFgP5k2MDxu0urJdyS8F+/nwUeejJALQYnGTQqsdbc8KWJITh11ZcPRLUOzjGSn7meES5giUAJWcHUdwcXEbHQ/auwKBsAVmLaRc904XgndCZNviN/FlYh452cu2l2kqc471jmz5t4TxxUUFNSggFVmJLJJ/Pf3uofQxR2YOyvpknmrPr9cRyAzEuYrBFt2C6AdMdnIB9bRyIxk010GRqlsAZFyW8GuB43slASJmZGIy1DACu2kSWaz31PPvhwxQR2JzEhyH7hr00BYjvQ3p0jhRt1SNMtI1tuqT9Roz0F9TFg4qjrDpyXGIMqW2Urak1/+8YTqoUefjhep2D6uZtIru3n0yRdUm3cbVF2SJIQtdh0Sebh+tcmJwTxMAFrJyFba5QoK/t6RGYkYkvW27huSNqhE+tskParhTtLtaGRGwlQtMwWwWHxnnSPCxIQudHSMRGYkEkiq6iqwuW+iU7Lu1id17UhkRkKDtH9EsBaUaI/L/0f2nhiBkx2JzEiEbchQctLgS6J0urGjneizvZ3WpN1pkpHQOkQ73prUsBwRqhO+y+UhcbWFi5aGvY0NVzTry4l5KP/J/EWSYlOV7kTUpBrv0ha7hvTTbJjqGotC72ipqqCgq4N0iJnIru2vPUkgoDEbM9lkG3dHQqp25mv7pBgIYBxMNprURB29njkDRfB0okloyo23PhBjo582vjsDtKK8byS9PlpI0pcscc68e6s7El3sDNhbs19yfWIm3lfeq0Gn7YXT6FqDVRiJVNB5MrRFY+OVsmTrvYZWZ46f1egxpZX2UWy33vlIao3/1plNn/Stsd86s3XNPjX+fWe2j+KcWoWRkCKkISmttNJKK620lrQmTVsFBQUFBQXNoUlGYh/D3gX0GTo1bI1sZxMvmRffZfDZzm52rYXrfViyxoKCghoUjOI+r91464MRY8IBRr0dVQE7C+MumhuONDZp7UkoXKdxwGmtnb0tIHZFXJo+9ehzYVhY7E0cedLECEOoTy7bkeCYoE/M/I8uezaSJfY97dLw5nrgkacajupYyH2mT7L9ot+8AHnd+jyllUGSTTISD2hSvPTKmxFdq1KbTSzeWNJGK3plEgu8GT3hmurJZ16KTXhBLTbheGaxq9mgV1GRV4XNJ254PClUKxPYeOrIK2Lz0CYPbw8beQUFBX+DjXWR0Z/62h7hyCIoUUGifY4cE66bnQWZv2++7cFqp/3OiHWLQD7x1ItRhKsznGfQGpH3/U6/LEoQ83bbbJeB1fKnX4r4FmaYzgCniWtuuDc8tvQJA7HxHvFziVZ2BmRIjlIh+w6r7n9oedBfc8o7NFatQZOMhK+6m3jggSOmR5ldEe4+n3fx9bHjbxJnRqJozNZ7DA3uts7mvWLyb7j9KRF8iLlwKxOYM/6i66tNdh4Y2k73I8+Ocz1Ej8S0ZJLsjHKYBQVdGYsfeKL69Lf3CVfbt9/5S/Wf6X8xJLJKqOPeWQRSDBkhU7oURBzEI1x06c3xf2dA6MGvN+sV9VHQko0SDRJ413fo1E7zDMVcv/ubIyPrB08yFS4R7f3T++yMOvIZW+w2JIJJedcekcZIhhFaLhrfGjS7RyL1gcJVjyx9NlKgyGHD3U9hll6DJ1frpgGpZySYBI7rPJBbxkCJO6F9qJzmmGwK83K5D9NgcGtR8VTRgoKCv4Fbq5grebZUHRWbsPEO/SOK+0e/P2ZFcFlHw32Zi9ACQcuClwUa//ntzquzgVAbr4137F9dmYRZuaR8x7RFUO0MGKe305gozKcg2M83Or56/Y23I7TCd50F7+vaeYtC2xWPxNxFU5E7jct5S9EsIxEo+MtNTojgFNzKyxHFiqFQi4TUz04TvNegycFtVT/ESHIZXIxE8I1qhsxcojgxEtoKDEqaDgYk5uTBJU+lF39nVEIsKCioAREUUEf7ENk+avzsCAq2byJxoxLTnQWBdoRAJvBpMxZUk6bdnBhd5wUWYyD2bJ948sXqD9v2i9g2iS9l0Njr8NGRnqkzcHViHsbJXhITl1RTaB5TvsDJzgC3XeV/ZRuxLzJm4pywNBmzWq6tlscnNctIBK5IEAeCDtVtN7FtstkjkSvrrcQ4ho66sro7/W7vAyeTzgEcz+ZGg7GB43svc0nScCC0lcRkRMgOHnlFJDlT0regoKAGyoa1wwQhcyszljUpyn3SZTdX76X12FlgAmGxsP+pH6KjCZKdBUGRTH7yWAmKBFI2M9L0mQvic2cAHTRONEkEWiqZk4dcEnSxtdVk2woEd8IJRqaCpHnFLHniwIvDIaA1WIWR4Nw0jdJKK+2j2zjBNPZ9aaW1R1uFkdj/YLoqrbTSmm5PPJVaI993hWZzt7HvO7MZr8a+L+2DrauOU1P9ata0VVBQUFBQ0BSaZSSCEHk77H/M2HDh7TV4Spi/Vkb/M6bFBtfqgv3wtTcaD2DieixL5smnTm303h+GC1J/qV0FBQUFBe2HJhmJQjpSv4twl1L+4UefrvY+YkxskMs6CjwRZPEVITln3uJq7PlzVgSz3L14WXXOhddFHImMlzwUxJLIfAmyT9oA4z68+8GjIi++8o/Oqa+WKGvwCy+9FkWxbKLpz70PPFE99vjzsUl/zgXXRbEtsIFk48/vvBJ4cVDzfScaGARa6qeCPAUFBQUFa4YmGQnGcUCPcQ2fasiMZJs9h8ZnJSNHjpsVjOTEgZMjfcMfdxwQxH7vI0YHsd5+32ERZaouMFfhXBr0jLEzo/jVjDl3VT/ZoGfEj4hV4W2xzV5Dg5GB3PmYgboo0goc1HN8uNGJlu924Ig4Xs2T+x5cHn9vvv3BcEtUO0UkvopfmMp+SauSxsHnO+55NDGwmmdZQcFHEQQynpQ8K7sSVEsVqNhZsS2NQboW1hUxEl0F6Js+dWRJ4ubAoyzS7r/curT7TTOSpGmIF6nHyoxk5nV3r2AkuSqa8P/eg6ZU2+59WriXiZS8LTEU/tz+l0oF9j3y7EgRACqY0RqkVnCOnEL5YTbdeWCUyaSp0GwwEl4pXCL5Ozt+n8S0VFqUliUDI3HN7KeN4Qw4Y3p1Zuqvyo9Dz7oqvi8o+CiCoPfj9XtGRcKuAsxjyKgrYs11JaItlg096IzKjR8Glhx9UjCwqwDD1aezJ85p+KZlaJKRSCew/T6nR6zI0mXPRUWtg44dH9L9lklLYH4SyJIZCe3Cd9Kf0BZESspxwwxGQ2F+kqdr8vT5cX2BVFIrkKp+tuFxtYDFxGx4AfD9zgKNso/1ydYwElxTzMouB4yIvRnHK8oiOl6QjWsaEGlcpG1x7579Lgy/d9qKe0jf0pWkpoKCgoKPIprdbJdsTJAKDQNDIAXJZSOHDUKNKN+16LHq+vn3R0SpgMJ77n88mMB1iZnIGix4CiMipdAGcgCOv9I9KDk549qFwSyYopTHtLGfQcsQBJlx7Q33rgh60ifH238BKRD0gQmLiYs7M5OZKGAmNIxDJKcgyDk3Lo5zCgoKCgpWH6swElHqsniWVlppzbTX3mr8+67QumLfumSfGvmus1tXnVdN9GsVRqKov43x0korrekmp9SIpGE39luntnENfWvst05sSm039n1pH2ysNo1936kt5tSH96tZ01ZBQUFBQUFTaJKRPPTo05GcMTcb6bymxIKMmXBtuPGK26g/RrKvp555OTyq8kZ2Y7ntbcaLIwFJHF986fXIHpwDDtUqsdlvH0Oq40nT5ocHln0XmYjB/o3vco0B15RIUmyKRJEgy3Dum+ehhnFD5pXwbEkOWdAFYV7Lwqo0w4sv17waQcLTixscVQTaSk5ozXRkjY1Hlz0X2Yevn39ffJbB9oyzZ8ZnCRMnTJkXa+3yWXfG7+0N97Sf6p7GjfuqNO32dfP6ZpI5b/IN1cWJhtTvtbYn3BOdQbfQK+8I3Tx74rWRIFHxLbFs+o6+dQQ4HJkzaCrajDr7f9S510R4RYZyBZyRWoMmGQlfcBvWUsXbvFbJa5f9R0TEOIK+8Y4DqjsXLY3f1CW56bYHYnPb5vfam55QPfLYM9FhLr0rQzp5Lx5swvO4kqP/iF4T4jtps/0uLgRTUJzGRrr02Yr7uK7Mp2tt0DP1pTapXXN2YlpejlgWrmybdRtc3ZSe4daFj1TPJSbl3Dk33hteXoppFRR0NajJ86tNT4xAXHUhED/z9f9+Zffqyz89OBxNvvHLw8Jj8Ye/P6YaktZER0A/Ntq+f7jRK8jEE5MZxtrdPK1xdYX2OHRUeHV2VE2hAYl2nH/JvHDvlR35sqtuj0y/+oAeYDTb7XN6ONoIfFasryOggB9HJOODqY294LpguGp/yBIybcbt4ZykHpOA6vYGoZ2buEBtNFAcnbg8WUtuWfBwvDu4LdHJ76971AfCKFqCZk1bCLYJbRI9/Ogz0YmMKYnDGii/bbXH0JAG3n//fyMAkW+0uI7WMBILg8uw6PaVGYm4leCiiY26PvffPGm5JINr5jQrbMQkEPfmtsy7i7YjLoaH11PPdl5VsoKCpmAh23uZlwSn//jW3iEdrrXBsVHvGyMhoH0iMRXrRAzVBtv2azizfWEdcsW3BtX2HpYIYwbmhwgpuculv6O0fWn12egnTJ4XaZrQEhI1YMLWvSqvpwy7rEMFRx6tarMMGD4ttBLp9fuddmloJcedclHDUYmGJo1yeOp/e0M9djX+0ULlmc0ddH100pCGnnVl0Fpt90NGJa1lZvsyEkGFCutnzJl3bzV4xOUfYCT3JknEZJt61W0xwT+MkQhOlHYFuOYuXPRYFMOiOu+a/nY/amyjjAQENYo52WC7fjFp1t7kxCSlvf0BRoKJcCveZKeBYf6ipSxb/nyUKfW/lCzchAsKuhpsbH7xJweGho6RnDhocvWrNMcF5X7m+/uFOWmHfc+IErvf+tURQTA7CgiyrBKkfMwOOOioQsjsTSCUzeKPOw1YsV7bE2LS5OlTfRVTWf7US1FM7/BeE6pfpjFTNG+znQdGKieC58IOKuOtzoh6I4ccd24149q7IqMHLeXkUy+J2k0gxm6TnQdEGqf2Bo3kkOPGh3BvHGRDML9ol7PS+/ObzCTjJ82NnIaYM7reUrSKkVCpMQfSBpVR9PltiaDXMxKDN3rCtaGRbLf36dFhxFyUa32ka8++F4a6znaIqIuWz1UVqVs//N0xH2AkW6U+iDuhmqnSiDmcnNRC9zGxZ829OxgJrUP//pSYmchRfX8jMRlFW/STOu6eNBLpWAoKuhrsN5Cead7WGw3aGlHn+1Nf2yP2HzVzXx3wQUmY6ygQ/qRmYQXAMKJvSYp97fW3wu6vWa/6nWu4tyesYZky7LFG4HKiMWgThsKUgwawbugLZkND6QjIxoHuCIw2VhgKc5/x85scgWFquv+JVhHs1QVGij6i0cxs9oyMnXGTwWSvw84KgYCZTVC3arg5RVVL0CJGIr9VnhQmz16HjQ4TkQL/fvcbtU0nRatnSWT+7Q9FzWQqlWh0Ldsomaa8YCoxxuOcUxs49XMvvFZ1O2BESDhK/WJg0qlgGD37XhQbjUxqNrTAJpIBoNYekK552Annhf0RqJEkAS9SXjADuPfhZ8XAYYIFBV0NNo5pIAg0LTrjxtseiPUCtPLfbN47pEjrpKPQJ0nU+xw+JtYfgazbAWfGOra+mJn3Tf0i8c6+flUHm/aAPVprmVBLMF3y2DPxP3oh8wW6IvMGjUkJ745yTLj6uruqvdK7cl9MQ2qW3E8OQGid92vcctnx9oRxoGVIJYU+YvisR7YStPp8bfZ2vMvWoFlGUlBQUFBQ0BRWYSQ2ho4fcHFppZVWWmmltaitwkhsgv+fz+5cWmmllVZaaS1qTTKS//z2PmGHXWezXtXXf3nYB05c3fZPX+hWrf3HE6r//l736rM/2D+u/a9f3q365q8Or7659uEfOJYbJPvdJ9Lv9d+XVlpppZXWdVqTjGSzbjW3XX7sNsm58WIEn/l+9+pTX9uz+ofP7Vx98mt7VP/ypd2qzyTG8I+f3yXO4+P+39/1uVt85//MDP75i7vGhpi08/1Ovyw2gXij2OCxAfUvX9q1+p8f7BfH83dWr+TT39kn7vOJL9eu+w+fS9dM99MX/3/6O/sG03N9QVv/ku4RzCkxJpG2rpmfqbTSSiuttLZtzTISnlibdxscbmu0AynhEXeeUz/f6LjqkceeDe8nUeQ9+lwYNT6kUpHagbeW6HN+0tLP/zppH67Lt5vb4LU3LIr0AVyBuafxBOOHzhtL5CVfcPf68loHVUsfr9UYkeLk4um3hIvhoDMvj4AsLr8i6v+025CIK5HSXuoIsSauz3c6P1NppZVWWmlt21qkkcinhXDTHA7scU512llXRYCLolZcc9VRV6OEyx/iLbJVsNRuB48Mn+6fbNAzIjvlwHJdcSLc4bigIfgL710ax/1ovR4RdCXPULjtjZ8djOQrPz04fqfFyMvlWqPOnR334jsuihQjcbzARv7afLUHjpgebm20pfxMpZVWWmmltW1rlpEIrZfPR8JDQYC0C+kRaCBH9p64Ikjx1FFXRJwGTUK6AsRfwIsAoV9sfHw1bcaC0GZcd+OGSFzxIiowijoRkPjTPxwbxa2kKxakI0cNTUh6CIyEtiOvl0j4k4ZcElGZEkJKPCbkf8zEa4ORYCzu07PfRZHW5dMNZq/SSiuttNLavjXJSKQ5EOyEWdBKMIzFDzwRaUyYmATT0AR+v1WfyCkj+JB5SbAhRiPghsbh/8cef7765R9PjOt+5nv7xTUxgf/5/n4Rwc4k9fkfHRCJImkRYUpr2CORsdLf9bfpW12TtB5pBkSp3nDLA5F4zP1kHBYkJWswE5v70KD0c8zEOSueqbTSSiuttLZtTTKSxppN7E9+dY9Gf8vNBrscQfnzJ7+6e/WPn6ttxDfXpICo3xx3P5v59cfUN/f692/+7V4rN5vvrtHYb6WVVlpppa15W4WRMFd9/7dHlVZaac21dY+utcZ+68zWlfvV2Ped2dZt5LvObh/BObUKIykoKCgoKGgNugQjsUeSqyU2BZ5cNugLCgoKCroOmmQkYkF2O2hktdfho6sDe4xrEbFfHaioeOc9jzZ8+nBII79HQ/bTtoR0yfLFFBQUFBS0Hk0yEjUReEKBOBIpmMddWCsLed2NiyNCXZCg8rh9T5sa3lZccUHxKJ5UYjsUeeHtdejx54ZrruBD7rtSvqsvctLgS6oFdy+pHl/+QnVMnwuqXoMmh6eXoEUp4P0FjERBH+6/9nJcR3EtRVkGjZge6ez1lwfZUb3Pj+MVjxGbcvTJ50e6+d6DpkQszINLng5PMWnl5eFXBEt/lelUP4A78qzra8VopF/uiNoKBQUFBR9FNK+RHDwyGjdbReqVrQTMgfvuFrsODpdddRMU5PE97H3EmCja8pP1e0bhFIT/+pvviyI0Tz/7Shw//eoFUb84MxKFVwQTKlGpNruIeq69ougBYxCToiiVWvKHnXhe1Bzggrx5t0FRxOZHvz8mGNKwMTOjRvNO+w+PGBPFrtxTkXvX1x/1ntUr0X/eak8mpoM5nTF2ZjVk5BXV1nsOrZYue7Zalu7PrFZQ0JXADV/MlXrlXQXvvf/XiBfL5W67CsSfyaihAFdXwaOJthir+lognQ3hHvp03U01haClaJKRkMIRUHsYCPL9Dy2PAELod3qt/rACMhmqj0lHApgCRnJQz3HxeXki4NKZyNflOOlWzjpvdhTowUhuX/hIlMx1vqa2MK1H0Ry1qgEjUXURaEgYHIJPQ8EIourY7kPid4Mh2l4VsswDHkgvTOEdJUJF5WMkouNVT3R+rv+OiSnmJbhRmpYd0rMIlCwo6EqQ5eHg486NLA9dBQKJZycBk6DXlSD1EsEXLesqINTKBsJS0lUggFyfWlv0r0lGQoPoO3RqNeXyW0M7eP6F16o/bHdKpEBZb+s+8ftuB50Z5qSRaTKT/GkGzEQ/2+i4YCSCFoGpC+NRj33Y2TPSAhgff/c+YnSYjlRCZHbqk+43YfINwUSUEFVSVLlcwEhkDsaApEsZM+Ha0JCkTBGsiJHQIgAjUVtFBTnXFCWviuJRJ50fjML9MZIFdz26gpGcPXFO9EMKF4xE/wRUbp60rq40AQsKCgq6EppkJLSRuxcvi+L1TEyAi8696b7qiSdfjOhzRJgkXytrWZOSFtz9aKjdMgYzC8GrSaWkZdz/0JNxXelNHMNshQsuXLQ0NCDF+WksmAZOPefGeyMpI0ggKSEkhkVbcB1mrfkLHopjqWVSosDLr7wRpjnXvCtdc0G6H2cBGoh7ymhsT0SEveswi/ndtZYtr/3GBOf+nrmgoKCgoHGswkgQUDa70korren20JL0V2vkt05tqU/Rt8Z+68TWFfvUVd9fo993ZmtmTq3CSOw92HAurbTSmmkvNPJdF2kcSBr7vlNbFx6v0tasNWnaKigoKCgoaA6FkRQUFBQUrBEKIykoKCgoWCMURlJQUFBQsEYojKSgoKCgYI1QGElBQUFBwRqhMJKCgoKCgjXCKoxElLlo79JKK6200kprSVuFkUiS+PkfH1BaaaV9hNsXGvmus1tX7FNpbdNWYSSSFzZW3L20tm8/Xq9HJJeUov+fv7hro8eUVlpppXX11iwj+ZdE4HK6dn//5Uu7RuZcdTw0hah+vWmv+L9H3wsjU+8/fb5b9amv7VHtd9TYOG+bvU6r/ukL3ar/+u6+Vc90jO8c9w+f27n61Nf3jHN79r0oMgP/57f2ift+45eHxff6861fHb7ifppU8v+WzlO1sXatIdU/pnt+5vvd0++TqsFnXhHZivMz6IuCVQpr/ePnd6l++PtjVvyfj/nsD/b/wD2+s84R1dEnnb+iH3sddlbq7y5RROvLax0c5+xxyKj4Tar8b6Y++q7bgSNWXGPXg85ccf2v/fzQ+G6XA0bE5w226Re1JIzlIakv3dKz+/6XfzyhOuX0WgbiL6110IrzSyuttNK6amuWkUilLv+WdOqqFg4968pIyS5Rl8y7qheq2aFex+Wz7qzefufdqPXhePl+pl55a2TlPar3xEjj/tCjT1fnTro+ct5jLp/70QFxXynpJYyUqfeTifCffOol1ft//Wt89/utTq4unjY/svPKk39C/4urK2ffGVUMSfTuqY7IBVNvqu5/+Mnq3Iuvj4zFCL9nUJNEFmCFuX7wu6ODIb708hvVv35ptxXPudYfjo1+TJ+5oLowXecP2/aL7MVb7VFLYf/nt9+tvr/u0XHPjbbvH0xQBmP302djtPYmJ1Tzbrk/6rZMmDwvmFe+vlosnkdemv/3zb2qU0ddGdeVXl9NFlmJf71Zr7inugkqSsqO/B/f2nvFNUorrbTSumJrkpH82zf2CsKn9ofPiKF08gj90LOuivTxvidlv/bGnxPB7xO/j5l4bRD3fC2MB3G9fNYdUVxK6VtmHb9lRoKIIvJSum+686Ag0oix8r6u61j3oBl8+acHRyW2rfYYGt9jTNLQz77+nmrxg0+EZuRaftPULVFOFxNQGbEpRkJTUcTrR7/v8QFGsmTZs9UZZ89chZEoqkVLe+CRJ6tR42cHI7n1zoejpPDO+9e0Dwzt5tsfCqaBmW243SnBSKS+f/Ott4NpYiQKFEnbj8F+5WfpGd/7a7Vt0r5yH0srrbTSumJrkpEwRdFC9kzE22cb8Qjw//vGnqswEpXRaAxXXbMwmMS7775fbZgIrt/7nX5ZlJX83m+Pqs5L2oJaILQZJqd6RvLZH+4fNUfUgH/7nb8EYXV/RNd1MiPBJBz32y1Piu/9ft+Dy8Nkdf6UeVGnnTbELPeJL+8WBFvZXYWvrrvpviYZiUpqapIo4FXPSA4/cUL0heaxMiPx//wFD0dBL4xEHfqxF8ypDuw5Lq79lcT4/pyuhaG9/MqbUcpXny9K2pxrqHeCkWA0yhW7Hk0EM2Yqy30srbTSSuuKrUlGYt/h2nn3Vovuf6La+/DRYcZBkEnYKzOSF19+PcxeCPjXfnFoEO1cUled9tGJiKo6uMehZ8W+BiKJWGZG4lwmnedffL06cdDkKGZlE/r2hUviWu6ZGcm/JAagwJW6wvseOSa0JjXaBw6fXu2emMSwpDkwp33iK7tXP9/ouNBqVF2cOeeuKMR16AnnhsuaPRb7HBhKZiRfT333TF/8yUEfYCTfWefIFUWz6hnJzKTpqPDoHtvudVowkllJM/Kc9oFca8/0/4uJcXoe2srDjz4d4zcxMT1MGjAS53C/tu+EKanKaCzz+yittNJK64qt2T0SZiQla5lcJiTC9/lE+H3f/aixIVn7f/1t+lWXXHlraDD2TOxX/PB3x1TTZi6o7lr8WJTi/fS3943a60rb3rloaUjrmMN/fnuf6prrF1Wz5t5TnX3+nGqtDY6NDfljGsxpNp+vunZh9ZnvdY/r/XHHmpbjuCtm3xn7ExjHv39z7+qw48+r7rjn0WhqyTtumz2HhqkN4f/v73YPZuL67qkp0/tvX9uz+sbah8XnzyWtyHmOdX2akv2c//nBfomJjY5jfrbhcdU/pGMwEJ/t36hRb/N+aNI08rU9j2sp78uc5/+fJoY1c87dsZnOBEcrsy8zfOzVYdKyIa/CJM2Jic85pZVWWmlduTXLSEorrbTSSiutqbYKI7knaR60g9JKK63pxoGDuXL8pLldsF3fyHed3bpin0pri7YKIykoKCgoKGgNmmUkXGofWvJ0/H/PfY9XL7/yRvxvM3zy9Pnxf3vARvQrr77Z8KntcOlVt4WL8Ydh+NiZDf8VFKw5OKicPvqqavxF10esFfAqHHvBdeEKD/YNBdHOu+WB+AzLn3oxjtHGXTQ33Mfz50nTbg5nEn+5pD/x5IsNZ60+OHaI89I4ogDPyCmX31K98tqbcT9ehXnt8IS8Zt6iiCfL/eLeL/Zp2JgZ1YxrFza5zpoCJ53T0pjZ/+Skkq8//eoFMUb5MwcV4OhjjNAj8WJc6o335NR3nqTLlr+w4pw77lka57QGnt9+Z36HYuPy9Z57oeYU5H/jw+kGap6btWPEzr3w4usRBjFt5u3h4QqG58pr7qyefObl+Lw6eCu9K+EP+ucd8prN9+WE9GCi3TfMv7/h6Kp6PI2Fve3pV98R70fMnGPtbRs78XzDz7k6nJlag2YZCU8kkeQGiLfVovsfr15KzOTe+5+oHnvi+eg8gs+tVSfFSWA8vI/gxZffqB5Z+kwMngnqeG60jluSvudOWw8P/3haGDyqxGyYCM6vZypv/fmd6oG0QPO5jnMtxxqcJ9NCtVjzPH4lHWdgeGzxsnJMDHJaBOJRfOaS/Fz6Lntp8SpzX/0Fz+x4C6qgoKXY7+ix4bnIeQPRtw4i+8MXulVnT5wTjiEcRbikf5rjyQ2L4jyEyHmb7DSw+sSXdw9i4TPnk2//+ojquP6TIkCW1yHHFmtiTXD13LvDC/LM8bPC+xEmT78lnFB4TR518vnVt9c5IvpvLdhL3XrPoSFQLrh7SRAizihjE0FbuOix8ORceG/rifY7aY0idNzw19+6b7jpC0LmsNJn6NSgOe7Xa9CUCA+w5rdK40ngxWiEHfAw5UTDyafv0EuDwWFMty18JNGF1jNdwc+I8eAzL4/xQQMFXG+wbb/o3x13PxqB2zJZZCbhXU+67Oa4J0/W7fY5vbrx1geqQSMuD4YDiPZ3f3tkOPOsLubcuDjmzNjzr6tOGnxJzbN29h0Re7cwMWJxaLsfPKrh6KpiXjS23hXhZNvUL30UhyeEgZPS3YsfCzrYmjnVLCMxITy8l5QZyfb7DosBIxH4zWT2onfofkak+8geSRYJd9yThlwSk9OL3WTngaEVeNnOdS3BfEAS8bn/GdOqn290fES18/QakqQ1DE3sCbgWKW/TXQYlhvZ4xFro29yb7guJShyKRgK4beGSavs0WOI9TLZt9z4tGJ5UKgItuR2fO+mGWPD66b6kDl5Yrrn1HkNDoth+n2ExOS5omAQFBS0BgYRkz/uvz6lTg7ggQGKtMBIMwTwm9Ox60Miq+5FjGs6sgSciZgKus/42fcMDcLN0jjVH2BEQS8hpC2AmJw2eEoLY/seMDe9JjITgJQDYuvdMNAWMJOOIXhPD2zDj6MR4MIDVhWf9444DaprXZfMjzZJYrNpv/xuEjnWEB6j0Qv1OuzT2rRB2TA7ee//9oDcYiWBqxF/fVxekePFftEXvU/YJQIh/t9XJMUYZaMXpo2ckJrQw+r3xjv2j3wvuWhKZLAjBexw6KpjTmjCSDLFvvFEJ7pjIzYmWEtxpq/WMJEPANHq55e5DgrERtMW1mZOADptbLUWLGAmpXJqRk5NEUM9IxJFgBuIkDC5mYwBJ/o4x0cVsnDLssjTpTg1GgonQWCwGwB1FdsNRvc+PCHIwyBgRCQxjEW0upgVMngHDp1U//cNxIQ3ItdV/2LTq2edeCaZBe7IwSX7StQiGzMBI3knaEJWuZ78LgwnukPqqzzQTL/z6JH2QiuDKpCqSZnZIjMSiv/+hGtMrKGgJEA/Eglu5ufPVnx+S1sz0yOEmyBVR2Wm/M+JYOdt2SUJRxrNJkv3Pb++9Qku5+fYHq//3jb0igPWyq24P1/xfbXJiaDc5xmlNQLuQo871d0tM7apr7gzJlbnEesqMBKyxzEhqEveweFYgEKIb2czTWrgXd/hBadyAuQzd2DnRgL+mH7nWi0kDDg+YjD5gIHMTI7SmM/6404CwWOTUTCcOvLjhl9bBNVyLiYqFw7vw/I8sfTZ+84622HXwCgvGY48/H3Snb6KZYsIuvPTmau8jRkdQN+FYho2gQYn4M0vlsVsd0BC3SPS5linjndAsdk7jj7ayFK3MSMS/oZO0N/RTMPfv/nRy9fxLryVB5uxIefWLPx5fLU3j3lK0iJEAriV5IkaC8BrMUefNDkZCu/AZ5/eydJAET3O4aNrN1etv/DnMTRgJLiiNCikC8aYS0yKgf2I4XggOTmpjvjKxX0gT3ETxkpyzzV5Dg6NjFF4WLizmo2e/WlJETO3Z51+JBUoKZK81qZ2Pkcy87q7QNkhxu6dJJ8jRZGXv/OXGx0eaFZqV5zgtaSzyeenz4geWx6QtKGgpzKNPfnX3WAsEI4RE4Ol/fWff0C5ozZ/74QHVZTMXVN9c+7CITcJ4nk7zrd/pl4YgxXwDzCPmKpCCEXjxWD9Y9+gV0vrqAuEjLNLgSfJTkvQ+/qK5ofnoEyELI7GOEK56RtJ70JTQZECf0Ifn01paHeKIUfU/o5a0lDZCw3j51TeDQG6wbd8wfSGCpH80gIn9sMSQaTAYMyvJ5t0GBVNEq0LITbTHeaT2g48d33CnlsNeFmFVLJ3+Idjy5skfiF65vndkPNA5/WUqRz/QN1YPNJA5n6A9YfK8yAVofNGr4/tfvNpMl8ZBO6OBuMZj+pb6OCDNt0sT3cqMBN3UB/1l7sL80EN0zdwxF32252LMaXICsluKZhmJADvQEeYfNkrSEK6PGCOyNqi9aJOb1iBHFAZjL6RHnwurA9LiYZsj3Xu5IIjvwMSZ2fXyvoNNM1IZsxh7KNX18qROuq8suSYHiYREd+LAyenaF4QDwCHHnRvH4LQPPPxUTBYLjObjpeL6pAA2QZqMSHsL2qbg6ak9uOSpap8kLVCP2V5BEKNz3Mv+DDOYczxvQUFLgPhiJAi0xoSav0f0mGIQIGYGCT9lNEAcv7n24fGb+XZFEs7Ahi/hzN4JIES/2aJ3tUP3v323JiDM0UL0195Iho1kRBFYFqynbJEg+CGO1oxnQsztbVqLrrM4SbqtBQaBUVjDzHqyQNDadjvozBBUET5rFpir8v4E277+6AOLBfq0f+oHM/bcm+8LBsxUZ+O9tcBIXc8zsbqwoGBQ7m880B/EeuT42dE/wilG7J6HnXBeMF7ja4+LJpWdLsD+i72M1QWnJHsz+iZpLeuJvh3Za2LscWAOTGy0FKb7rAU7/sbEfNBVxws6t3WwX/pNPzHd1qBZRlJQUNBxIJANOGN6CG5dERhdvXdZZ4KDwLuJkXUlYIQE2q4GZtXWemK1BqswErv+PBRKK620phuCesMtjf/WqS31ad6tqW+N/daJLcarke87tXXJ99c1x6mp91c0koKCgoKCNUKzjMRGkk3p7HrbUlDxWuKHzL5r76Mx2HNZU9WV7da+TgaXNnbMprBs+fPNHtMaGIe8N1RQ0BhsitrU1ezhgXkjKM9GeIb9RMfYf8zH20fI3lRtBWsgX98aAv1BD+rBDdieRHardYw4BCaw9oJ9GTQp98+mPhpiTMBnXlp+szHOiSYf+/SzbbeuM9xPf4wZ2APx3tw3I783LdMW7xn9s6/TlvC+0Ll8P/dGR3lnrUzXOCvVm7xstHMqaK2bdLOMRPwGLxIbSBMvmdfw7d/gpdYjex/Mmnt3eEKB7/JkzPDZRqPN7Oxvzsuh/jiFoXIgIpvxytdw7/rvcnBhhvtqgqR87TcbdXlzH0yC3GcwCWw+5YBKv/HQyLBg6xdtvS3b9euv5TzP6B42tdqSORX8fUFRNEGL3/3NkeEaiij5X8nnX2x8fBxjvvNi/OcvdKsunj4/flciWmbslxIjaktY97yNtHffey/m8GEnnheekhk24Xkxjp5wTXgfYR6CA0eMmxXfYzLtAffhnq9v31v3qNgYlpE7x3jxPNpoh1MaYsSuDzPf6WOuiqzkQhLaEsbFxvXJQy4Jpwl7XDa/ldHmxcWLCnjD7bjfGdEn8WwCCTk3cP7hDFRHttYY6KCyHZ6Ze7gAUa7RPAdrDgm1m6mPxKlB4z2IofDM4zwlQLaeljWHZhmJwcCduNTudfjo8NTiEcXN75i+F0QN8xMGTo6b8jrhKTFk5OWVwk48qrgNqxmiY5nzvfb6W+H+6wH4XmMkFhKPLcdmQp8ZCeLPM4I3QdZQeEi4t+u4N88K/Tui94Twg+dFwXuEW7BgKd4L+m0y8bZQOIunh9+49mWtRQwJH3beHXzoeV3wIiGJ3XjbA+HqLMiSdxjPMb9z0+T2p7aI9PpeylNJ2nCc+/Ea4VsviLKgoDFwjRdYG9pFEkAOO2FCte6WJ1UKwZEQgYu9QNtPfnWPIJ5cXxWLO+vcaz4gQLUF9j58TLiW5rXIW+msxDCs1wzpRrjpIp4YBw8qXkHAk4qXVXuC1K+iqfHBMHgwAUZirVvD2XUaCHN331cby7aC94Um5FLh3gN3XNoRxsJTFLglc/1FJxzDMxWB54W6WbdB1dt1wm1bgZbG1VfpjN6DJoeLdk5xlYUStNMYbbrLwPDQmzi5Nobi+Hi8tRTNMpKtdh9aKz+buCkfZAPAZY07GX9xk2XjHfqHvzTNBXTO/zZn+L7jgFRM7rQgL84lDW60Bx07LtKWrLvlyRE5ipG4D2RGQkXEuEhmWaon7ajr8bONjouX5GWCex8/YNIKzwk+0rixWipy74Codszrt1v0Do1CxGtOW2BRzpl3b6iGAqBAsSrMQrCiY0eMuzqkiD/tNqS69Krbw4x3bL9JEelqPeexwuRuuv3BYMQkRs9WUNAYBNkRxMRqmVsbpTUl+p0wIs5ErJS5hWh/6mt7BiMZmLT5H6VjuiVtoLWmiObAXd863Wj7U0IA5DJK0q1nJDQDNXNoIxicOAWCp+BgcWBiyNoT1nwOxLQuMyOxpknVCHeOg6PhWY9tDW7a625xUtCBLRJhxijQSDRnwzR22cSH/tESvFuBlhjPDvueUZ186tQQBrzXtoYQDHSTkEIYnnL5rdUmOw0Iq0tm/hmYGfMcN3XvTxVaYREtRYs0EpPYywGDZGLhbiaXCoYIufgKWgHguBiJ3Xwc0Wf2QBoCGFAxJXDUSRNrzGjHAbEnorHTAUbif6qihcO8JpAGSP88CWghN8y/bwWTci/qq9QpoN9eKvOWwljAn/qWdL2dutciivXl3CT5wUWX3RTPgpHkCFkR/HzHld/le+2ZTQxM7aJLb46IVwuJXRb0NwdE9UqSAC3O8Ue3sVpd8PeDh9N8M2esESkuaNS0XW6bip/JhUS6zYyEhsD+TegR2d6adBYtgQA+2PuIMRGVvd/RZ4dAqWJnjjG46LKbQ2MCBJvAZ70hpvouALO9UIv9+ptgVs9ICJPMzwRYDE1cm4JxrAJtDSlPWCYAjciR9pg+4ZqmBDl25Jnna9k3/E5IJvXTDNp6j0viyi12HRKah/ekQixgpoK1jRHmQeOkwfmfJmx+0axYafK2QkvQLCMhlddLOwZN6LwOCrhhniJp64C9hYN6jo+gGPY5WU2ZpbzwHesCp55LEjxbKuKLUTkOZ3ac9kRDAJRgSDmymJgQ5PW37btCI9k/MQ4mKouOKYuWgbEJUrSpxMarbziySGIaDMnNd4edcG5sCvoevPzzp9Y0kieffjHSqliYGyepUGAPLv3IY89EmWFSBBXZddlGmcakPjCxaWj6gIlSWxEFYyIrqQRzOcVLQcHKkDLof76/X6RSicqi9z4WgYlf+PGBIZhI/SGtivlvX4TG4FgVRs3J+iC3tgCCs99RY0OYqidyiCB6gKkwB9PK7ek4DvHCQMx7wlz93mJbQ7qi+txe02bcHgQTnZDUUf/tQQgyfvX1tyJ3XlsTa8A40Sx0wh4IEzohl4mP9kZjEnhNc6FBoXeEAH33vYS4fmtrMFNJwQK0Is+PrgnKxLyMC8sSQV8fJHo0t9Av8415vjVolpE0B7Y9WkBG3qSux8qb6MBTYeXJ76Ws/LJxTqeu7L3laphZPZzfXF8c0xwy0ad9uUfenAL9y/12Kwwpw73r+6Tv+oDJenErj0FBQYa5wXOr3qZv/oiczvC5HuZh9lRqa9Sk01reqMaQ14R0Ktl8A9Z6/ZroaGQPKOuwPfYdPgzeQ/36tp+VaVnuU3hP1b1DTKc9mFtj0LfX3vjbXMnvD33K2ifoY/3nlmIVRhIBiYJ0Ps5t/v0hJUg50Ojvq9ME7jT2fWkf2SYt+IqgxC7U9EnfGvutM1tX7FNXfX+Nfd+ZTZ8iyLWR37Q11kgKCgoKCj7eWG1GQiXjpdFeEADJS+TjBC7J2d2ypaCuNqcee0/N2auZ39i+mSnWNECKaaMlJsSC5rHyu603s0JHmUYKCppCs4xk78NGRzEXsAHDUwR4JLTn5rG4keyhtbpgF+zR94JO25sQRSsNfUuhDGf28vgwINK9h9QyFHNtFiTGLv1hwBh4tH0YwXn9zbfD20S24xnXLIxjc2T16oLXhw3Yzhr3jwIISjyKFEgS0Pflnx5UfWmtg6pfbnJCMGEmZsGI//GtvaNIlMp+4ko+/6MDwoFDWYVfbXpi9e/f3Ctc7Ntqs13siH5dO29RVEXsfvTZ1Tqb9w6vMSDo/HGngbFRC96xjfU+DTWFlI61sWvDllt8W8B+B8ccDgm8j/TJprUAO8BczdtMp8B85vUJ4kxshIvTUaOjLWE83Lvf6ZdVo9M99U1tkOzBCmJtju1Xq780e+494UXKiUmcixT82eO0rWDZTZg8r/rDdv3Co1afOBYJNsy47sbF1dqbnBh7XNbrbgePili/aTMWRNzJr9Pcev3NlisKzTISDy1ttJtxY+XSKiIS8eIGa4Lp9OjEZEwoAX2CEsVekHC9bB4eUkoLzJOD32Sbc+O9wSykcs8bUDafeF2YMLukSYCR8HDgJaV6V6ZLvKB4PJgsIAuo4ET9sul1Snqpri2NvEVqsiPQjlGD2gaTDXXRqO5FE1D7hKeFNM826fzOw8v9gZTuGr6zfyJqn0sxLxX3yLB4TBzeXNyBpWd2PC8bf7lr6hvfbjUEsiebayjeowiOICeuwq4tgEhNZ/1EnL0H1+KJov/6452o2YLRO8Z7ykTcdxg+l21BnII+RdaqghfPmp5denPHIQ68NgRf6pcCN4KqjCn3SvflyeOd25Djp+7dCjzlZcSLjVefhe898p4raBxqRUgdr9CVAF1xDsZeeVmE0Rzgdm5dKWYlVbviQ4gPZiJuQRzVtTcsalP3X3OQN6Q09RBuorsMSgJMTVMWiS2Q1xqEGYno1LwXJ4RWqxYIt1FrqK20JWMhZODgtG4ylKcwPqCGunWQ3XDFQ+iPvhhLHpyi8GOzuwmha3Vg7mMgykxkCIbM6xrBRld4shEQ9ElxLH3hbSoAkLdnW8L6Qxu5FQt4BIHZ6AJIa08YUXPE+0Uz7F95x2g2WkQYQGNaimYZCf9wwXsGIzOSbZI0ALQSBEZ8BxdaRFAkNz9lHPfMcVdX51x4XWgxtc+z0nXOiyqIOmowTRCuaiB9wCVpUpiIJDUTBSPDUEgUfLABgfLdOukYkpvqiZgQd0REXF94nCDqJBeDZJKR2kSeY4A/3fDYkOrUPcHUpH5AbEkS/NEFEz2fXrj68cAH3Rg8le4rctU5tbrGfwk3v+whZiyMkdoqSggffOy51eAzrwiJRF+VI379jVpfjRc3YnCtzEiWpd9IrBa0vpCklDsVZ2BsSXu90vNg2ibFn9K5rk1itZi5ZZMswQR2Lf035kxhan3z9RerYJH6uzIj0Z98HolYpcvzL5kXY4SQmGwaZqkmhsBSVePcl2DAnTDHGBSsCl49yu5iJEBgqDGIv9W7QQMQJZKjlBu0Ft5/CmWdP6Xmru77L/7kwA94Tq0pMK/MSNQmsW6ByyqGJngXIzEfubTen+Ymwi0sQIAk11xupYSetgIGmhmJdZsDnWn95qyo+rzGud/ygLMuae0/Xr9HCGLOaY/YFgJrZiTWzi6JHhHkEOLdDxkZMWTWIbfbtTboWRsfzC0JD2hgWzOSDGELmZGggxgYiN1DT3KhsvWS8CIYVs2XqYmew64Hntn2jASyfzEiuXWDijQmSeQYickkcltgIUKI69NiEF4utLQO0rwJSSL3ECcMmBTXkOAtl9o1GXOqEr7ZisOIxHQ+JiMWxORxTVGrmyWO6545oh4Q8hzQCAZw/KS5KwoE0Vr0udsBtShX0bvuw0zgPmJgbr/r0QhS1AcTEETGI+iOETUrVw6JHDx/dv/z8rI2gNllRnLLgocjXgbjyhh/0fUhKTge48qMxCKm0dAGSBb118QovIcY84bn5MMvcZ5SxWCiCnADfuMWPIYw9KxaihbXgyPT8Yvuf2IVRlLLoVR7xzQPcQqkFgne7LdgVJiLZjzGJWHBORjfJjsPiIUuSwFNteDDgUhnRmJOyZ1FmsQUCCjWz7d/fWQICd674kiEORoK7d45YkmsqbZEZiQEAlKtewPLAIFh0yTJItKEQEKcuSjXFXMY8wiQtHOAYFugnpFYQzn7BZpiPbivNSyWhNSPWIq7cZyAYRYFBaQQzLZGPSNR4z5rSgRtTIKFRpYCloBMT9EgglhHMBIeo9YmYLy0XuMjTkmBwU2TxsnETXAkbEK7MRKq86e/s28wEh1kqzTJMiNprNSuICrEl1nKpPLSldql4gmCQTQFDuUKYWxzKhUiTNKhkHZNWNdkIkPULLQtdhscRFcZUuqhY1yL2YzLLpujcwQFYiSkZH9pPiTtWh6sWtQ6RmLRMDexsTJXidw1WUleBhQQSvcR5CPI0jFZVcyMBCShpBVZZLemCZUZCa3O/gbNB0HQZAewACSgk1zNCzfeGCvNSIU89Zz7DlW5cXKkb6FBWDgmANOX4/R9SXo/xyR1H+oZCcZpAmMkubKcMYAaI3k8xsJ7RLgwc+8KwdAvpiu/MVuSrDIjoeUhIt6tcT0vzQcSNo1LH0mHpb5908iMhBT9rV8fEeZU0evfWPuwYBL/57M7V1//xaERdEsDpoF/e50jQoAy//7hc7sEI2Eiy5pzWyAzEqZYGhDoGwYnnmuCYLf03hFnnzE6c5FWzoJgHljfhJS2QmYk1pk9CJK08TMn9YFGYt3lPmkRrf3+XyMQb2xab+jCZTNub7hi2yEzEoHWOe0Ik5/n1w99p8XrM3p3wdQbg3nYr2lvRsLJhjWIBQLd897y+GyZaJF3Jreg6pdoXt53anNGUl8A3j4CVZHEiQhSXank0lx7YUxSuBrpmQkEqHMIpHO07OlFyrEYPGA9mK1sjrEZY0iOR7RM1gznSBhnn8J9mYqYVbwwwPQsSIP0SEM/SOX2JCJQKA2uCQj6a4H4juqO4GN0iKF8OI7PoBF5FucypeUoe1pUtgdTHNhH5foySTy/47JUx+Q2P/XNOcZJShgJIB9Z+mxoWyYXadTYIA767TgE32IxAXLf9dH5vNs8q8SaYHzYOsHCo2VQ9fPmZ7an56R8rucaGLqxwABIo9I/5LQvGDaCZ5xyWnPnGw/XdR5/chH+3gOJx1gUfDiYJdnYvSvz2b6CRIy/3eKkWFvmo0bbJIRcl5gJade7Mf/y71p+320Bc877XP7US3EfUC77rdQ/kDJJ3zPMvWxKZTq99oZ7V8zRtoI1aS3pT57nNHbfgTWzMi3JwhTh8/r598Uaag8Ye+vDWssOQjT1nGyzxkxqa0b/854lWPP5/7aGde76eQ1b1/J8ZfgdbaG1oCME3+zdie63Zo9rFUaC6LlBaX8/DWPDdBr7rT0apm9frLHf/p4aAiB1TmO/rW7DWJh7G/utxS31KfrW2G+r2WxgN/Z9a1pX7FN7tTXpW1uPU24YitbYb822ZubUKoyE5EoaKq200ppupE/OF4391qkt9Sn61thvndi6Yp+6ZPsIzqlmTVsFBQUFBQVNoUlG8sprb0Yxmwyb5eyhGexv/Ldbg1defWtFcE5HgktwTiNfUNDeYHvm8MG5guMBl261RXJj+uDUYEOUrd9eVYa9P+uKd6Q9O3uPvOZcSwZqcD5vPRupOWZhTeD+nDzEhHArt0/CS8t9OXxwPOFw4XcxLGAf0iY7jyC2dZu2M6+7q3ry6ZfDzT87oDQF+2s2wd94s7aHyKmFw4fvmEzAHod+sNvbazRenEDkfsqwkdyz34XheEJ65q116ijxVLXMwAf0GBeu0q2x+9v34babz+EMZO/DZ7TQWIgTk4fK2ByR+pgdcOyB8hDTT6EANrE9A9pnE9sGvd8c05JKkvoi+DjvWYlPcT1OMRyPbrr1wfhffA0PLHF8nAyMlTTxYE7yUDVGnIHAOHEx5xBkr8eGu2fh6GNPvKVokpEYMK5hNr09AO8CaowFwhMII+FqB+xnvs8bWjYF+WzbzAaDxbvHJj23Wud6CBM0D44HVjDLdxaKY7mROtb5vEV4H4ENeP/bhDSheJGZ/O7P84qtGXzmZnv2xDnhLWFTjlfJVdcuDC+KgoL2wF2Ll0UlQyVxucYOOGN6zFHeMQIIuXWLWucNxe1XuQSwmH/0+2PCMw+jufXOh2Ohr7N5r1js//7NvWO/a60Njg3vOQv+h787eo0323k9WjcEPd6YXL0RIczAGsNoOL4c3//i8ObC3AQqWnOIpsJciK7SD7yn/JadO5oCJqvOjw18wBTt06IDCB4g3oIxxX9x7xWbRsjNbuzoA7dV5+qPDfjDTpxQbbnrkGBGmC3nAQG801shTPZMRP83m/cORqbWCgLL4xFt8z+mhplzLDA2PMIQYp5j2+x5WtAwY4C+qZtkLB2Hruq7MfacnGGaAgagL8Y001POB+4rrb9n5Jzj2qem8Z807ebwUsWwzDPMDjjruJd+YNjGinAijID3J09SfeUwoX8teX8ZzZq2RD/zWeeJoVSs+ApSEjc3ufYxEjcUgGSAua/yvPLQJglubGDFlcxOk82DerH8zMV/uB7OCiaA4CEMhKsjwk96E0ltomAcJJV77ltWff+3R0UsCbc+tUhwYF5HmJD+rb9N3xhoA8obYbu9T0u/zQs3PEGAorwHNLi6FRS0NQg3n/jK7uHVtm4igoQnMFcRRRKqAFJQaG3DREyBAPR/03lcfn+x0fHhsfW93xwVbuoI0Nd/eVi4mP/rl3YLQkV78T+itCZAcM5ODSHByGQq2DatGRX91PcADIVLLcES4+AOL1sEJug7zyrei1eZGkUtIUSOjXpBdbFfIKOE+uI8nxBRbsgYCYGVi7HvMvPlOWqMEXdaFMKI0Kp5hIZoIH6Ny3tLoW/oHEaCWcU1EyNBh2hiBFFaI80MsSdoi9PACPUHXXMcDUFANVqKWWNq6CG4LmLuXk3B7wSHzEjce/NEY8VyEY4zxLF4DwQWDN1Y5bmB3pqHGD5hmjJw2uhaSIA+K68LPLhctzVolpEoH0syoKqShGgRqo0JoEOwMRIq3zlJogH+5zjbzukBcEjgQivWAqTy2Ovws4KTC7oT82BxAUYiMh5MWC9n2JiZMal+mCY3FVqKD0wDowL+ztx/MywIDEwEqfNoScDnnIq+60G1gCmLQqGrgoL2AMJqviJmSqmK8eEy+5nv71ddnrRsApX4D3Pc/Dff4dY7Hqk+9fU9w/ONVkIw++HvjqlGnXdNELKv/OzgkB7/9cu7VYsS0+Edh/GQMNcEiGX/RJgF4MoqQQNBvEi1cjbpJ3NOTo1C+qad+J5rMDqRGQm0lJHAyoyEFYFETDKmHWEo6EyfU6dGiiOfSeCIs/s/89yrkR8MoxXzRMD0v7HXX/FlgCm11qyeGQnENRMjQfxpReKufNZfwioiDjQ0lhwCNPpD26MxOo9gTDgg4ELWTlqSoLaekYDrM9ljoGBsmETNE/NGni3MK8fOiEWbcsUtkV9LehQByDmoWjHB7knINp5iXbI7d0vRLCPx8KQlE93/tAlS0C4HjkgSwiPpBfYNDUGdcgNI1RYIiMCLOYHg3Gng7nvoyVDXXcPLtiBqMSG1tAUYCeYCOWgOI5mdmJeJxMdeM0HzixBk5zruzW8cg+Fn/vONjwsJBOPgD0+1zPem4imnS3UvKGgPMB+QSOVM+/R39gmh6/Qk/RGI3nnnvZjHqhuSWFVBFARoAdOWv/LTg0OaFA1tjp6YCMB31jkytGnVEUmPCCdhTpQ5Dac5ibY5MHNYPwIfMTA2fDFNpO2t9zwtpF73ch+EkBmJMMjULWWSdbwmjITpyL1uSs3zkPqdj0ESYBFtZm5rXUQ4a4MxQABpZtKfoAGYIWk7MxIJSGlOpPIDe4yL2LDWACPJMW+ZkdgnxpQwEHTp7bffDWmetsQEb3xyfi/ChFxg8qLpMwaDPoWF5dYHw/RJ62sJMBJjImbO+Cx57JkIMMQcZaZwT9Yg73LjHfsHPcX87Q2JoTN+mLB+iPYn2Gyy08CI/SJA2PuSE1EkfmvRLCMBgyAlCJhcJgtCbEJL8eE7C4U6JZodLIj6PYjHUuf7nX5p2Fc1E9IgsCmyA4PFl8/PG+N33L00Bn7Z8ueDe2Icjsu/u4666QrWm0i+N6heEO4qqZ3MnMxzAnIMsjQotKb6Dc6CgrYEqZApGCO4bWHNNITACdrMsM9ns9X8tVbW27pPJDRl3qKlnJmIJgLuWuY07Z3QBs+leWy9Mfm0lGA3BeYga9F+hKqMwgDsyTDBuT7Xz+tvrvUdg3x46dOxtmj/TNFgnQpiBWs8B+E2BxYN92caMia0NY11I4PZ/JlnXwkijjieNGRKEHLanbVsn8B35158Q4yltW+THQiOJ6R+ul5rY2RZNYwHCT9f0/tAA9EcxBqDoQ2kn6OfvifEevcybaBRMlHQCDBLQIeY5jxLSys5osO2CmSPwDyZRE8766pED9+KvaM8bsbl7jRP5OMjoNCGajn+/hw0V78wDNBP/aLJeT5aDEWhtViFkVCXqFmllVZaxzUMg0cWotPY712pIT7MI439troN0yHRN/ZbU42m4dzGfmurxsRGSG3st5UbZorxNPZbWzTMgEbR2G9NtfZ4Z/VtFUZCpcU1SyuttKYbc8fNWiO/dXaLvjXyfWe2rtinLtk+gnOqRaatgoKCgoKCD0OzjITLbgZbo/0JKhI8mlQsm05jL5gTdkkV/uoxa+7dkaPlwyCopj4ZY3shbJt1/uPsqisneFsZvCHYhdsKxs2+UkFBPcxNG9xs29Kw14Md3H7elMtvDZOGOBQxUZrN7vw/99b6QOG2gL2afP16TyH7PWJfmFeAu6vP9kQ549iHcA7HFp6RbQ3mL4GPvEeNHbiv9WofSb0eLsy57xIk2g/In3OQY1tB7Jtn5ZmV4+HAffRTsKJe2kexmX3epBuqN954O7zhxNXpk/ff1jA29p44JwiGzeDy657uzS3ZnhTHp7xnEp/HzozQjtagWUaS3WyBJ4loR5GnJpeNJh3gyWADSseBnzSb4uARl4c6ZBHwDMib24iqiWig8ya+rLhsnTw08nE50212I3Zdrr5cK8GLc90cuWkxyUybX6gNLW5sXmLum99M/OyOl7OcOjaDjZOHDLc/95PNltsyuJZny7VABGaZNK4HPCEc7zgv0xgpduNe6qi09UQu+GhDaQRBb7wexZ3kBc3jUYp4bvNSzdv0Fkxm0/cfP79LMBW//ej3PcLrqzUpv1uCex94PCKmeVBl11wZrXc7aGQiNg9GnaCIh9hnWGyw8/qxxnie3ZLWPOcbNKGtgVkQaKWpz2UKlIfl+YTW8IayWSxWQj8Ul+OgY5PZZxnI2xKYwMwGJsZZATw3TzHMXn0k3qreH0eGS5IwqfCW5InCKmp9rJUvb0vYq8HcZD3mXvzXBqbr3jy+ODh5f8bGBvvvt+5T88Q79KyYg1vsOiT27VqKVjMSnJ9fPGIsKEmofWYkXHIRTucYOJPQyxXcwkOBi5wH3KLb4PDAEjSYGQlPB8EyjjNJ3kiMxUKJz/ucHgzGddXvkLIZuNZJScDbA0EXQMWTZXjiwhdPvyUGjVeJjSZ9W5qYjGOVC3UdXmc/Wb9ndcrpl8ZAugaYdLQHrnS/3fKk6KuXYaDF0PCUEVDEu0bfSI2kQtKHicMrwjOb4Nw7fV6yVBTrQxH5W1CQQdgghBA2xI/w+gHffXPtw8K1U/AtCRJEKWMcBCKeNv/13X1XrKG2BHdcQZGYR0bPNPdz7SDrn0cTgo0mcNtHoHZOjI4HEc+h9sShiQjffW/Ng02ApnLbsPEOAyKcQLwGbzjeZ4glIq5GCGei9oB9AkGSQIhUq4c7NHrAIYCbbSbmaJEga/RNH+tLVbQ10FF0kyALaDBPslyDH2yWixXSTyV4xekRbJSNaCmaZST8pLMKiYhSLXOMR2OMxATL5jC5exBP7oHqqK+TJC9BgUxLgEBntQ4jMfBw7CmTIoAQowARrVx43ScTe/DyMIVfbnJCpAUQJJQhRQEPmAx9w3TyQkXcVZbDtIBrsmhekLNfdCdGcmRDXItAsZMGX1L94HdHB5PkJ8+k53x+/jQjwZLZHLbXYWmSpAWFcZFWqPm0q/razgUFgCmIbla5LrvM08IVdxML8c1fHR5BZebz2n88IdYCSPdBA/juOkd+YF20BdyfmUMKDoIYCHZTNweU+s0xDAMTId8nrYc7EwG3hphFNt1lYAiN7QF0QnwYgg2YMMYh1sT4iN/A8Ji1ahrKs0G3uMuObwhQbkuQ7HNaGUALBWmKG1I0jobk9wxxOo7lyo02ohHtAePDVVv58gxbEawiBGNjgrYTbvWV9YZGgvESENqUkUhJ4ubMPNRYZikVCn3OjASR5iLnLwbAd9mC2DNxP37XpH+SAXWYuqyjuKDAl3pGIjreeQKdqHy4OfMWaV+KiF32H7HChCTXjvB//RGliXmRCJyvLzlwkrnLOfp27qQbQrJjGsMIBE4yYYFApsylMYCskTjPAtYHgVA4N2bBtEej4WNvfGgm/PwVraISYjC0M37ftKpJl80PxpcDtgoKgOlUpU8R6xcm6ZSJVbJBUv4/f6HbimDcvZO2bl9AEKN5hxCZyxHl/qXdQttuS7CrI0SEQfsfzL32AoafMzMIJYIjsh7DsObkrsPg7D1aL0xghKu2Bi3I2mZuo11goMyD1rh7b7nr4BgfZnLBkgg4C4Y+YnyntfH6c20CrnWPpmEq1j2aRwtQ6ZLm6DN6gm7QTmh8+oh+CPTMwnpbwXhIKjly/Oyg1bYLbAHksWAmFf/HHEdAFlSJNuuvfhvj5vaR67EKI/E8Hio3+wFUMMTdxPWdyUtb0BETSKAV5iEcX3CNaF4PQcpHZHFF6Q2kVDB47KmkG1GWktu55imJkXgonPCspNWYJOeniavmeK9BU8JmTIMxiR1vsgraolmQikj8AsAwJ2lScF3J7jBCi07fEPje6VruYVFgQjaaXE/AkHP8b5+Dme3epJ6THpinqO6OF4TV/agxcV0RrDJ+7nfU2Eg9YHLYP/KSMEj2SdG0+mTfRPBZvkdppWnmjGjn3NirCSWEHGbZn/7h2CCGix98IjRq2rDzRHQjQL/etFeYbfKeXFs1gt0eSZo+PM1n68YeBOJ0/IBJsSbkjHIcmsCEbE2hFdY4WsHcKyPwytddk4YA0vStL/TDGFnP1pSob2uWSe3BJU/HZ2YcFhHmQH2Sh4tg19i1V7fRcOxb6Y88f4RGwoB3tU+im7UsyG/F+0JHaU7esb1mz0JY9rmxa69JoxkSgvULjeQ8cc3198T/xsI8wvAwQZYU+zWEfbTOOOp/a+bUKozEA0o419HNA5x78fWN/tYZDTM667zZiRmd0+jvrW08cjDgxn4r7aPZmH60xn7rzKZPN93W+G+d2W7sin1q5LvObl21T029v2ZNWx0F6ld7bYStLqh4+lVQUFBQ8OFolpHYEKJ62cCiwtS+W9Ujgzvb2+/8zV2M7TJvnrcUzEHZdbc9YROOia2goKPBXLDg7kdjD4TLO4gXyfmm6mHNyVn1/As113N7fvYr2LmZmbhwatK8M/usKZiI8jXZ8u+4Z+mKzzbfmYXyZ8eCdc9bMbvk25+wgWyvoC3gOevpDXOMwlvZNdV4cozRJ+OaPaP0Nxdmcg3nKIzVFiBguhezWTb/8G5jass00vvwnX7x9jSeeewU3nIc85N90+xR1RawgV6jb7W55TOvPmOQkcMigCMFL638/uyLyHfYWjrcJCMxJlx4x0ycE+nd2f8NAPexhvFaAQvDYIGNGxPNngDYhLK3keHc+oSJXgbJ3z0MMtQ/eD3sheR7ewH1QU/5Ohn6mmNMgM3W7zwqcqI7G3X55RcUtDd4X31/3aOrL611UGRg5bZqA10m26/+7JDYhwOE6tPpe84djrXgv7H2YeGu7nj7k7/e9MTIFPzp7+wbm+FrCsR2zIRrI+swIsgT0h4Ab0t7NLwOxSbIiGsvQDVEdn9F42T9tkdiP+fCRB/Y59siKSpPq59s0DP+Z+e376EPObkrZxz7NL0HTQ53ZbQGXbA3sNEO/YMmcGV1Dk+vnFRyTYDW2QOSNn7Y2TNi/5VXquSHzOHAGYBnlPtyEODmix76TDiXXp5zjv0t+xZtAUzAfjEHKJ5gGCynB/RayQx0jhCy3tZ9KtUkBY/aR1aHRrVGcTnem70e3nr1NLs5NMtIbOjl/71EEggPBAPJlRYhttHWKw2GYECbciaVDho43M55Nuj4mfuOmx63vPOn1ioh2vCxR/K7rU4OVz4xGArm2MTKUhq3Ytf0vcmL4bivgTKRohBPmuA29nmH4cR+txHI/VYOMYNkwH67Re+QnE4ddWUwFd5f4lQKCtobNjQtUAT7G788LAiK1PIKvUk3b14CQr3ulrX08N/97VHh2s4JBLH4P5/dOTaVScSYD8LdFrIQqRQBzjVHgHAoPiubnW1c27QmcXO4QazcmicSb0fOK3CwOI/FtTiP1QXawb1fcB8gbgrh0d7qNTBCK6KdhVBeUsbLeSTzP+1eq6TI663v0Evj/zVBHgs0hzPCxjsOiP4Yq632qJW3wEgO6HlOMHzCLkaCTsnkgdHxXCVU0CaNZ1uANmYe8FTddOdB4fGHwWHw4t7cFyOpxbxcGF6CmAiNae8jRgcD0UdAV53XUrSYkcDJp04NZoAgYwAYQg6yEx9x020PrXCnven2GtNwrHz4otgRdu2upAJSrxwryJHqiltymRUlylsFpKjHQADjyv7QIsR5TIlwVT7TQ0dq60drHlEmvgVJ1eQZll1zc5CUPnmhvBeACuz8goKOgLn5g6SVkB4R4s98r3sE+f4mCTi5hg93UqV4MZNPfW2P6uzzrwvpm9u60r0EOK6dtIXNdhn4Ac18dcGcgZDwJEIAgbQtrUaGYkgnDLw4GIb1pxaJol2qKjK9IaS8Mn++8fGhVa0u9IUgKWJfQB3NQvVUHqLojWp/Gdb1meOuTv0eGd6RiCJtyHkIvLWdhddMW9YUNB/9E+PGA5RwjSH8MTEVYHrjbmw8udIi1pfPuiOKUAllYA40VvrkmdoSnHowqqwh8nKj2WVZg+aBkeiTMUIHpbMX9yNuybz8UdJKWyNct5iReLHiNdhJEeIg2EkD4DpG+sdIMBUFpMD+CEaCiNNcFM0hTXELVmyGDZWbGakGY3G9rdPAUhsxCsCx1RoAjITEAyaGErteCmnES+TvTuJgGvjtFifF/16svnnh+T5AesE8djlgeHw2EXNUakFBe+Kue5dV31z78JiDFipzLo2cxoxxKLykAJFYJQWMEKN//+ZeUU+HhE2LUdOE9m9dEbbUgM+BgmuCbFdniqGti7h2T2tTy78rbZu/ZyomiSv7imiTehF/6/65NaiTIgbEOhdK4JntDaE3TNX2SdAZ96exYaqAftBijqo7j/ea48TrRMaLpFGtKVwLs5I7C1wf4yAUsKz4zDSP+RkTGTyyyRKDdoxARQKF8UPMnbOmcA0MBCP3HsTM2GMDY+e9uE1mJOjnovufiD5mZq3pq/eb+9wSNMtITHj+zt0OHLGiU7QKoJ6zxTmO37kXLBYEB6RpUM8leWM6Oqjn+FA5eyfOKLGazTBmMFIMTcT+i4DDZ9LkIzWIH8FoJDgDjOSgY8cF4yJdWHi4ufiUI9JnNmLXY2/E/AwWdc5nL459l2rsfzZTGhFNiYRHkqHyFRS0N5hZv/bzQ6tv/erwhhRCD4c28uWfHhwmGJr+v31jzwgO+/ovDo2odj79ckYhjNKmfPvXR4SQpWril35yUJh882bpmmBIkvKtbVH2jz3xXATR6geihBDZRCe9WvMSSTLtsCr4zD0UoUJgaTTiTNoKTNmgsJP7W/fz73goLCT2dZjN0Qp0QV8z8nl9T5sacV9oh/3bNcWwpI2pt2+saByYk3eAfqGBgkdpKrIO7Jy+I/QybRkb+0s0AVoeTcXzZHPSmsK+Fk0iW3pqNPD0eHZFrmzCjzhnVgjfshE4Ho1EA0W2Y2zGDK3PQntLsQojYfKhTaxJow3UfyZliaOo/66+maAyAdd/J31J/edalOasGIz8Xe2c++J/L2vbxJBIdyZy/J6u694rjm/sPje63t+OKa20ljbSL+2gsd9a08xpG8mhjcxcEITR/J+dBLeV10F98xsNfpXfUp+ibyt/34Lmejay67+zbghs/re269e3PtYf71k+bK2vbp/qm4DgPCaC6nJ/r55z1yrH5mZcZSJv7Le2eH9a7T3U6EjfJExfl+gK2lI/FpgHzTJ/jrG8ftWxaotxyg29y3NEnN55qdX/biwpCPmzPjU655qZU01qJF0J3Imb8gIhh9AqbNa3hZpYUFBQUNAyNMtI2D/Z0IDNLBNpcRjMRe0Fm+lrCn1d2Tf/ow71H7SWwD5UUzVVvFt2b5tyjsvpwlcXvEXac058HOEdWXfs8kwPGrMw8B7yubU+/x8XSNdk3NCqPHZt4ZJcsCqa3SNZe5MTYkcfDjvxvHgxwEWQjTTDsZnJ1Nsp679fGX9t5HvHakxUGfXXy1j5u5Xv4bONOR4MGY0dU/9VfX/819h9M2rn1h2/0rUau1fGyr992H1W/l7/2K0nX35L7XPd77X7f/B4+0E5A+vK9/eJ7d07lNWZ7Z5HTsYqfVz5cyP3tlHHHrumDKmgBvsTNuC9x5MGT4n4kc/+YP/4H869+Ibqk1/dI0wpBR8EV2nlKniYjUj0S6ojWbrr06cXtB2aZSQ77zc8iDrJyIYS6Sind2dPk5iQd5YXts8RoyNNvM1135NOxWn4/p7Fy4KoH5/OZeccMHx6/Oa8rPE88PBT4cor0Of3W50c39lkd1/+0JlYcWXLG0SkMh5b+x19dhBDpi1JErsfeXZsADqPxGYjzvf6xyOExwKvLhtm/Pp5xyCCR518fkjy7smj5opZNeLK7dk5I8ZdHRt8rqUZF6584lWcbxOf+5xnQ6hJ/K7lXiayWiY2J59MfZBwzuddDzwzaiUg6pJDOk9dFX2TUdX4cCSojeWYYCRDzrwi7m8sPA8HhwPT/W3yAS2D1wtpTGyAjUbvjTt03D+N04lp7HkR1TMShX84Rhg/zhH2zMT1eLbsIj3y3FlxPY4MAjv10zMaB7bUHEtQsGbgdMID0djbPOWNY76B92fTXVkDgXAFHwSnBZ5ePEB5MnFFbgsX6YLG0SwjERFpswqxyYyE7zggvogN9zYENFLBX3BdvEREl/fAlET0Lpt5e2TIRSRVCOMmLP4DYxAZKsgI9jl8THg9IPxqMSBiNtAdv81eQyNlBEnYX0zsl388PjaKZAX2PaIp4JA7ryh2i45rMAaGUPvOZ9fbLEkrmNKhx58XUooIYt/b1LcpxUtFBKrMnaCGimvz5f/DdqdUc29eHExO4+XC/Y/Ln4At0av6gwAjrr//U59w8+NSJ0JZ8Jl0+zziuCdTt/1mk0thGYxNCgObWL/a5MR4RgyHVoBpYiT2gyRLW+sPPeN3zAIjzovFIlJS0/viYYIZcY/E0CdOuTE0SvE2KzMSROn2ux6N43l02CzkvPB+eh4MSIQz7yJjxa1apT7M7f70XJjmK6++tcJbpmDNYM7IYouRCFzkPfnltQ6OcgvGXowHl3xCRr2G2Nk4L80JHpuCLzsTXPwxEtkDuP6av4LxugpoTQRdgYBdBWgyYZsjQ2vSSLWIkbg4v+cNtz8lCJOgFfByMJJshsL5ET+1DGgA3Hq5kWEUUhNgJH7jRSCYCvyO+AJNhjmKloGwy0vj5TsfkWMbRigtIt4Pgn8wswvqXgRCnNOfGIiIMRkyNfIGAfMcb4qjTqpJ16T0IPZb9and55o7Y7+Ajz4pMAcwYSQ8HizYX216YtJU7ojjaRHqtBgrkDU4M0YMThRuDnzkDohJXnLFbdFv42MyGV+xOTw41EvGkBBvzNL3Fyei7+XCmAlz4vNuB50Z48j/25jQ8vZPBEewE/BkYZL0vlwLEKWX0uKe6v5Tb2qUkRza4CoNGII0CqKLAaOn5WGc+Z28mJg1QQOTxbBFF0tJXdA2yIzEnLQHxfVV4xr8lZ8dEqYtJq8lDUWVugKsP4JQtjR0FjIjyZHo19xwb5S26CowPoTiti7/u6awl0RQJXi3FC1iJKCO7//7xp5BmBBEAS0kaowEsQOMhItYZiQIIWKpRgHChZHQOEjvSlH27HtRLIqc4E3kpxgPBJxGQvrvlghmjz41s47AI6UjpUAR2bp2ktZ5c9GQBBTKMYOACoYygbjgYSRiVWg0gpRI7rUAyvPjnhhJjmw/LPX5sBPOjWdgiqJVKXgFGAnpG5hu+IQz6ZHM9aV70rgwJ8V8aDP6LDUMQou5AbfOekZCQ+jR94IwDbkGgow5Gx9j6zv1vL1Yn/V1u0T8Md7Nug2K39faoGeYk/SVect1wV6W4kPGVj8AURJvU89Ilj/9YlTm82zKpHoevufenzowfM35nANG4nk8u/Gjobq3Y/2vYqTr5AqYBWuOzEh26D6s+sz39wumEdp1Q/CYyGUmyoJVkRkJ4cx6pL3lUsEFbYtVGEnEkSTikBvf5/g/aRrZH5m5g1TsLz/lfAwfcoQcQcREfOecqVfeGr7osaeSfvO9z4KqIo7D9RvuIaqWFJ+v6TjVCn2Xj5NGRUGtfIxr2JgM/+f0mc+4a9Na8jHurVqj7+r75xl81qbNvD00Ev7grq/f4fedjtOPFX1N/SSNOz6eJ32moVwV59Z8s93fOa6V7xV9Sb8bM9facPv+cT/9sqdk7OqfQdRyPsc1jIMxzmN+xew74q9zMWH39H/0MTU29XEXXpfO/dsY6E++f742M5jvXM9n30+buaDWp5sXxz3rz/ed8UbQHKOfPusz7Sueu6EPf88t/OrbuRlzzTthMjIv63/3fcQq1H2nMXuu/F1nt44Yr/pm7Ro781ECyqBfjRzX1VpHj1NLW1P9alIjKWhfMIu1Rn1sLWiUHW0770q2+oKCgo5Bs4xEErS2Qi01Ss19WI4c9va/J8ghZjN9TcELq3iY/P1DnXWbvytvaop9sjaYNDOkBFrQ4AQBkgbK2yR1yscdxslYcFIBNEYNpZxa35jx2squ8AVtj2YZyea71lI4g8mrNQYbxvlFroxcW4QZSBp6kOCMKaceOflaPVzTtTNMCrbhD4Nr1B0eDCt/Ji2vvAHIMwZ8Xy9Nv/f++6scC/pi03Nl6Cc1Omcrbqyfvqu/pvvVH5P7ygtr2fJaCufad3/rl3/rx3nlcX/nL+82Gp9T0LXAnCjr7883Or76yfo9VqwRQoT8Wb/erFf13+n3xQ88EZmz/c9ji0OKzWMOJ/Jz/dd39409gI8rpKq3bzj8nNq+JYcce4+83Owrcmaxd3hWWpe77D98RVbjgrZFs4xk010GVW+++XZsittU5aYqo6aNXhDzIOW1OAovzN4JdzabhJKR2exyHtfgCZPnhTeUzWIv3eazhSKPj81yLzq7wiGyEkDyBhLPQUqziS44ywTJ0bySw7nWRZfeVPUefEkcz4UXARa3oU9cWt3HxjtPJAnU5t50X9zfRrT7qHNikT73wmvVLgeOSH0+LzbN731weTV4RC2ZnXTR+6XriXWRyx/cx/0klHQtjIQdW5wLp4Sc098ehI1+k1zSNEzH7/ojJoArJ3fp406ZFN5WErvxwNJ//VySzrHZboOfJ5s9DMzGRj73W58d7x42vjNhKuiawBw4i3AD/7ev77nCVRZh/O/vdg+X1S/++MDY95Lk0dyzefzJr+0R79pf7t7W1Nd+fkj154/p+zaO9uhgy92HhGONAlacgmQIZlHZcb8zqmdfeDWcgfKxBW2LFjESXF6sCOlZ3IcNPi6gpF8ZLAWmKRhjQ0vmXcRUY/9H9C0W6icCichiSiRpLxmBxhyo8lRSxBVMCPEaNph5F9kE9pk0xveaNxGcOurKkD5oOgrMOJ4X2QWJsfRIRBdoAbIJMz25rwycapuIycCQZGH1bCbeQ0ueCq8wMr3/MSYBhiYgLzKmK269uZ/2ORB4EH/iGVW749asn9l1lvnCMxovi5+nmfgR/cE0MC6gCWG6jrUA/M7LDIPQP/czlsYN8+XvjYkaZ667xp0ZpCglXRsEKoWsaBUqJebsvQQm2YC596qMKJaJpxZvOqYaGgihw1+fCXF+70rZBE4bPSPc7F94sVYiuD1xXxL0zP3eQ6ZEpmQanVAFgqxs39aYmBYanJACActdBWLvuMoP70IaJWuG8ZKN/fU32yiNPGRGsschNRdWLra8RERcI5RcYbn3IuaInBeLmPEKAhK+oESLBZHl7bRDAyPhq8ytt5bK46Uo6rNr0hqAG62J4JoKVLFv7n34mPht6Fm16oyAkVhkAuUwqDj+3qXhsZEJvHuR2vni+1+gHbdlgYMm2s4NdUlI/4IpN+82KD4veeyZSqU3jETRLGoxgq4Q154NLrWK+4guhwum3hjpGMTbiIHRF9oGiETHQGgN41PLjBhIoaL5Qf8wEh4SNA+f1Z7gjkzTwES4PNNejjzp/HDjdR/edpgVJs8llJt1QdcFDV5Gg0eXPVv90xd2iUp5vIvMEUxELMbPNzouNH/R69zQmTxpL7IsfOpre1az0rs2VxSVohl3FWCKK5uk2wtuwV3eulCl8Y57Hl2xlgTx0uzEuekLK8DgtA67CvTJOHWldwcE5tr7a/iiBWiWkSD6pPYDe9bKQZ476YZw+VSUh8QkoIb5RgQ6hjD0rCvD5ZRLGCmf2SfiDHqcU409/7okaT8YwXWka9L5XYmIItQkCUnWBNUBbebopFHQJETFC5I75Lia1C6YMddeRrhvX/hI7N2IpcCYpA4hobm3z0xXFirTFVMQk5vgP2a0t9/5S7XvUTUGpZ80G5ILjkyzuWvxY2F6W/LYcyHpb73X0EjzgqiDAcekRMjTEjAnjJOZzjH2hQCj9WwIiPoFGBkpyfNhokf1Pj/6zQynApxxwaSZyIwTBid2Q/CS2BBjra/idPwvGFCUvX4LkOzsqOKCpoEpWD9f/MmBoUl7359qYBJig/z23d8cGTUlZiQt3md5tmigINWNzzQabq0fV7BcEACtEesKrRKjJqbL2pDdgjmYAMgScXdazwVtj2YZSWuAEawMXDeXD63HypvIH4bYPG6FS+nKx9dzVvdrbAO9Hjbn9knEu7HNcvB9Y/1eeU/CuXkjPwOnrwdmWd+fxqSAloxT/bjTsFozXgWdB04bGL73K4jXfhnTrbmjEmm9Y4v5tbJ3F0vBynPs4whzvl6qN561aoB/WwfG6r33PtxJp2DN0KaM5O8BFnGplljQ0UDymhMYCgq6KlZhJCtHtpdWWmmNt3m3Nv59V2glsv2j20pke0FBQUHBxw6FkRQUFBQUrBEKIykoKCgoWCMURlJQUFBQsEYojKSgoKCgYI1QGElBQUFBwRqhMJKCgoKCgjVCYSQFBQUFBWuEwkgKCgoKCtYIhZEUFBQUFKwRCiMpKCgoKFgjFEZSUFBQULBGKIykoKCgoGCNUBhJQUFBQcEaoTCSgoKCgoI1QmEkBQUFBQVrhMJICgoKCgrWCIWRFBQUFBSsEQojKSgoKChYIxRGUlBQUFCwRiiMpKCgoKBgjVAYSUFBQUHBGqEwkoKCgoKCNUJhJAUFBQUFa4ROZyT/+7//2/Dfh+Ovf23+mHq09vj2QkueraCgoOCjjlUYyfMvvlbtd/TY6s9//kt8HjFuVvxtDzy45KlqwpR51XMvvFr9+e3a/RrDkJFXVK+88mbDp+Zx3CmTGv77IGZdf0919MkXVMf3n1Q9/uQLDd+uHkaeOzv+nnPBddXCex+rnn7u5Wr61XfEd/Due+9XJw2Z0vCp5Xh8+QuJATV8aEe88OLr1ZtvvdPwqfOx/KkXq/ff/2vDpzXDPYuXVUf1nlgdmdr9Dz3Z8O3q49XX36omTbu54dPq4cZbH6gOO/G8qkefC6ubb3+oejnN5ymX39Lwa+vx2BPPx9/xk+ZW7777XvxfUNBZWIWRXDx9frVj9zOq1974c3ze7eCR8RdeevmN6tRRV1ajzr2meuvP71RTr7qtGnDGtOreB56I36+ff3910WU3V48sfaYaPeGaOPb1N96uLrz0pjjuoUefrqbNXBDHXnXtwur2hUvimP2PGVv1OXVq9XA6b8Dw6XH99xIhnnrlbdXgM6+o9j58TPXiS69Xl8+6I/0+rVq4aGn1RCI8rjn+orkh+SNCiPrwc66udj5gRHw+d9L16fzLgznCqET8b1nwcHXbwkfiutfcsKg6+dRLqnm3PFDdcffSavLl86s+Q6dWTz79UizUQSOmVxdMval6482347qnj55RvfZ6bVwOPnZ8fL/9PsOqgem46VcviGcbe8GcdM2pcf4+R46pnnrm5WrC5BuqvqdNreYveCju9+AjT1U3pLFyr2tuuLdadP8TMe7X3bi42miH/tXF0+bHPa6YdWf1zl/ejWvdnYgjTcszGSPfGQ+YOeeu6p13asfdcfej1V/TePjtjnuWxhjNSdc19pPSdeP+iYEfdOy4qmffC6tliXF5zhHjro7zMtyv/7Bp8Vye+YyzZ1Yj0hhkouVZXc/4IrSOmzB5XjBojH9cei+EA+f5/Oprb1VXX3d31b9hvsxIfTYvBqZnefmVN6o/7X5qmjPXxn1POf2y9C5uSePyeIxLHk8wL11z5PhZ1VuJESLGp4++qrooXQvMy533Hx59fiHNme33Ob1a8tgzcT3XRdD/kp7BXBmk76lfl151ezXuwrmJwD8Y72lGmpsEgfMuviHGz72NsTmnv743PydPvyXG5NyLr493k+e5dz5rbu1Zb73zkeiXeTRjzt3Rr50PGB5rxDHmXv9hl1Vzb76vejGtr6FnXRXzVL9izo2ZUb3y6puxXlx/0IjLg+lusG2/eAea94nRGaf7H36yumL2ndV7af4byyWPPRtzxntftvz52jtI7/W2hn4VFLQFGjVtHXbCeSsIZj0jOfqk86tH0qKcff2iWMw7pQWLKDzz3Cvxe+/BlwTRtBC08y+5MRbCDvsOq+57aHn17POvVvseeXYce/iJE6qbbnuwOi0RgZMGT0mT/rG0QF6qFj/4RLV5t0FBaI9K98O8tth1cHVzOrbXoCnxebeDRsYCnpi0GUQZI0GEh4+9unrq2ZdjkV2ZFlO/0y5Ni+qOFZqBPu156Fnp+oPj3g888mRifvdVWyUiNjYRljOT9nV7YjIW616HnxWEg4aAeGA+FuaJAy6OayE8l1xxazCDQ48/N/VtchDlRfc9nojBlUGcMZI7EzE/qOe4kEJ3PejMII4nDpycFv/T0YdNdx4YBNn5iMeeh46qXk6EAxCHGdfeFUz2yUScXkoEd49DRlUPPPxU0oBeqQ5M1wWSt/eFsR1wzDnRZ8++1R6nBrPeZq+haRwWVsenviMmR/SaUPVLRBUxQfS8w812GVQ98eSLcT049pSLgtE+uuzZuBaiOTQx/Wkzbo/fEevFDy4P4QFT3m7v06tb7ng4+nRtOs/5ExLBPfi48am/T1YPP/pMPL9jdk9zitZrTM5K78S70299eXTZc0lQeKz6zRa9QyhB7N2nd5ojoN+Yi75cnPq0YWK8zz7/SrxXDOLRx5+L58w4PD0rZmOMjJ9+XzD1xnhH3p/3hIl5vw8nZnvrnQ9XG25/SjBz8+uFl14Lou+a+uxeGMdlaRwctzwJHe49O2m7nvm6mxbH+O5+yMjQVP0OGIl1A2dPnBOMzzPtm+bIgruWxDs7otfEWCcYBYZkrMwfx5lLt6S+maPuYSy970OOO7e68pqF1TF9Lggmfnhau8b8nb+8F+uPEHHPfcuqs867JuaRft2V+kVYKihoK7SKkZjMJDUSmkl5byKKvdIkx1TAIs9EzHekVKYFi4E5aez5c6q9jxgTx+6WFkJmJBYNgpUXNsJ7adJ2SGSAyEybeXvSPq6PzxY0omChbJ2IJWkccSHhYSoY19npXqQwfbBwACNBWGkoNArPeVVahLskDQYjQUwwxZOGXJIW3KgVey3MYaRbpiDngQW/7pYnBbE9+uTzY5wQwn3S812YiEa/0y9dwUhI2sbMuDz3wmvVcWksmDgQo532OyMYyZwb743r0s5Ik+B+3dI4Yajg2RCXw06YEOcYB9DX/L4QMUzpznserdbfpm88v4bYuJ9rHNDjnNAEH0hMeOqVacwTsUaQEMwMYzQ6ER/XRphIta6TNQPPS+NY/vSL8W4xkHfffT+N/RnVJemajsXUmRMRWhoKIu7769KzHpYECc/HHEjaJ1ggjLQ7BHzbxJguvPTmIJqvJy0EoQTjn/vyUGLGNCvAKFwPE9Y3z2kcd9pveIwtIQMQboKC5hqYqPcEGDymQyM/LWkGed4Yi2NPmZQ049HxmWZpfu17VE0oOibNj3OSYNEjaXiuiTEYy8HpHiemdwGZkejXIUnwwEQxCMSfpovh7ZWunzW+LER5Hs/mHONNe8K08jrKjGRymv/xbtNacexbf/5LNezsGdXlSaDa87Cz4rnM64eXPp0Eo2nxf0FBW6FRRoLgWdSAMFoofZPkzSyAqCAaVGYSmAVuEsPI8bODeGAm+x19dhAYhJYJhTZDSzCBe/a7qNp2r9OCKFn0FgJCYrL37HdhteuBZ1ZLk2SaJX1SlH0U10CASVfMDxb+/mnhIBjUf0QC89g9SfXMBAgtSRKhAot5//QdRsW04l6njroirkG6vScxRkQDA0N0EWWSK2LjHM/tf2Da+PWmveK+zEh54e99xOh4xjGJeRirSy6/NTQLEqDxCfNFIuKICLMQ4uT5MQjASDGejIMS4bx2Xo3JuJexxABpUsbj+AGTgtjn98VEQhNBVDyHd6c/vvcufE+zQ1yNj757H94DkyHzD2DavdL4Gr97kpaFwXnf9ybtAIwxAcCY0xhofcaEqebAxKh6pHkx75b7g7hiXEwuxtuc8P4IHYidZ6N9IsxMQfrM9LLtXqenvt0ZpqE333o7CD/Q6PT72NRnEr/3Dc7J+2yECv11nPds3nZLc0r/XcccNQ9OSM9mHLIGw8SEkRkL2jMi7T4L7n40TE7TZy6IOeH7F19+vTphYO28QUljfTpd07tyTcTeGvJumHjh8sQwgymnY5jGzDOEHsNyHYydhogxel+Y2IE9xsU1/d83Xe/tJDDNmntPCGCe23UIdNfddF88Z363NDlzD4PEiPc6bHSczwTo/dpDNN7u6Z0VFKwpGmUkTYGUbsKCvzSUxuCQPEkdV/9//eZglvrzRmv9hmucV/cZ6n93zdwXcK33//rB45tbKH9d6fh6uFa+vr+5r02h/nrOqe/fyviwe9c/I3OHfZIMffjgWDb9fO+9/8ExqsfKY07LQ3Qz6q/tGvX9Qqh819gz6GP+3hiu/M4+DCv358Owcl8ag/vkY2gQky6bv8o5jfVl5fmz8jkr/74y/vZuag4XLUH9OMfYNbyv2vg2/u4c0tTcZebLcFzDJWv9arjfh82LgoLWYhVGQmImEZPI8ySel4hLSxdFa8EmTs23YJsiDqR2nkYtxcTJ8xpdhEwFNmqZWki69aA1zGmQ/psCbczGbIbP9gFaCguYdtQcUYKmxiTjldfeig3WtgapmQRsHFcmuvX9Mleyaa0lYLZkrloZDy15KuYesx1tZU1AYzPOt9+1JDRfGtuCux5t+LUGeyWtJab1BLo9EeuhBfOjI/CXv7TdM9PuaGLzGzTwNQXt7JVX32r4tHpgUqeh3XjbAzHXacichFYH5hNG/drrb4V2/nHBKozk1jseCdsz8wmTBRyQVOxsOjHQ8xc8HMTf/wgoIs9zBxBV3le8a+w53JhetOOYJGwcIyC8TIAd2YK3+ciUwuSBIFHHTRBr3MbjzOvurk5M6v9jjz8feyk8T1yHTZyJi+klw+Y7cwWT3Lvv/TXMAjYcM+FjgrKxz5Rkc9w+AXiOxQ88EaYPHjL2O7hoMnHQih559Jl4Nn2+eu7dsel55TV3xu8IlWfSD99lE4vJpH/G8b3UF2Yc0jEvJXZucG3PyoSjj/qVGavNX+YmY3ffQ0/Gb8YEw2Ouw/TBZ/suCA+Nwrgbc0wag3khMQTgPKD/zjMuNrmd4307juksj8eSNM76zQTFJMnhAMNy/bnp/TjPc2M09pCMQ7yr1C+aDS3KbwhHJtZLH38u9ky8g+dfeK26/6HlMQ6ZODPV2OTmiZS9n5jebFi7vn5eleYQzyz7YnNvui+ew7NiGASe/J6ZIR3HnMRrjNnIPph3ZF8Mo9rj0FGxKc3sZn/NPph9DKYvjg/mq70w3xs3/WeaymZI7weDNQ+NLRgz88c8zvPcvKGFG1/PBJ7llddq3ljONbY866wlhNFa4AFo3ZnP+d2D63oG17MO9JM5GTyXazN1ua7z9dO6MY6ub14yw16RxlbfjJn3agy9C2vBGvM+PXN2hOBsor/mt3miT8yLGQQPc4XAZ6/RfR3vPYB7MA2al/YVCW3WK3Mx4q0f+msOmVvG0Jjog2OsLcKf0ARmWu/GenKc+xkHfdBqc2VhXM9cMc88F+2MmZfZNc8Ve2L6YZ5Y1/rpPOvQ2HvHz6br65d5aOzcy7qL8Urnzryu9tnaYLZ+8pmXYl0bX3MCTXM//QJ/jaM16BnMYevWc5mTHzV8qGnLglmWXibUMxIbnWMmXhscfNT42VW3A0bEJMjE3AThhXXOhdeF/dfL4aFiI9ELRKxdL47tc0FMDoyEXZim4HcTPLxeEhHlKum8P2zbL16GfiHI7N88wkiv3GQRKxN/r8POipfxi42Pj+Nc1yY/TxvQ7yMTISNFmyDZi2zfxHhMVh48nscmuEWHsFmsR/aaGPsT9myuSH02+fSr24Ej4jheTbQMcTckLjBB9GXL3YaE1GMsEOw77nk0+g72SWqbx3eEK7Mx0Ee2dX07d9IN4RF1dhpztntebfZh3JsHl2fIjMS5vOaGj50Z0rbjb0gLJkvi7mUhs6GzsbsP7zN7UhYWopzH4/j+F8dCwEjEzLD5Iwy0CWYtC8fmuXfyuz+dXN2XFov9Ev2yuT4+Xdf17Q3QZhFmTg0WjuO9m6N6nx9uucYFMBLvFxNA2DFhi9dY23i3iXz+lHkxr+x32FPz7u2JcO44Lz17HnuajXthWvbfbLZzjfbsPP7OSGOEkXB+WH/bvtHP36d+8Uqzv+LdIT48szAz84E3mfnhN/B8iI4x5MRhjdjYvj6NAZdue0NgD8qeCuZp4xxh1afuaQ6bH+Y6BlZzRrgjns1+kn0268H82qH7sBB8EK54r2mOel/27q5J57rG2+/8JRgeT0C/77zf8HiHXMrdx36ccbfHY51ee8O91ez0vefAZO05Ir6/3eKkOA4Tvjk9q3FCzCelsRuW5q35sHG6pnXKewxhRfysPWNuHniXhFFz2niD/TqemYDJeTecIaydU0ddWV1wyY3RNwIIzz5z0rMYWzTEOyXQOMa9MUvzcvEDy+PZPLO+cpPuftTY+GvPy9pwPJphHZ6caAK6k4Vf4wkIvf4YB/NY/zAM815/zHXCCiGVt6L1RwhZd8vafHZvnor2yTAXDOXQNAaEAnuF1qL5DdYQARE92GX/ESHs5nn/VGJCHzWswkgQZBMre2JBPSNBiPyPOFgoJqCNdS6fYMBIBIguIo54mcSInM0/kyMzEoQhMxKLkeslactmoEmMGNp8Bi9fn7IJRz8wGgvThr/+WIwmCmBcpFr9sGHO6ytD/2w80oIy4bQgMBITGmwKm4gYyUuJCHCrtPH6XJJILC59BtfXT8eaQDQaf8GCsMnJvZgEgkDY5CXJZUbCzTjDwiOlGF+ExsTyWV+eThKha7uPMQebuZwQMiPxPjAWC8QiuHjazfEdLypAsE1810HcjIsNZExWvxDtPB7Oz4zEmCO07tOj7wWxGGxM5zmSvZW8Q/A+jKW/CB3thDTL2SB+TwRlSJoXfvMejB8gPrQRBNu55qFNbs4DGMm18xaFNM3hon7cPHvWuhAxuOveZeEmLuDVHOFQQRMzlp5JzEVmJMekZ4I9EgM0fiRwBMTGNKaHuOf5Y/M771nRVA49/rzYIAdSJaJhDBEi9wTvEiMB75RXGkHGtRFmwgkNgBBg/bm/scIoEBvzaZfEZLjx0koIHoiiseLq7hqcYWg1GInng75DL42+Eyycax46lqektWa+WSMIo3WGSJsD3g+4B4LPxd08PC7NX/PZuGCYwEECg3PcJjsNiOu7DtMxwkuTMdbAg40WAeYhQusdeCYaBQcNnoau4ZzZaf2c1RBTZgz01bzM4woYiXXmHDAOhAbMX+yZNbdFt8Exz/xmXnJuME/QAciMhGbpf4yERuRZOSqY+zQVoK3qN2Bs5om1BMYLIyWseB7HHZHmHs3RuKJN5g/w+MverGgP7UeMHIZIC/uoYRVGYiFwa+UqK1YBTJoIlEqT+9Irb4uH92IRWS+Ip82wBqKCsDIJ4dAmKqKHE+cJdm4iFgZOQNjvt+4T0h0JFiE6JhGI8WmReIGkZNIebxvazR+26xcEmNSjb14e9R7x8fJNAgub1Ovaa29yYkgy+6UXRipCFOHMxNBI+0edNDEYnL7QWH68fo+YZOIpxqX7YWQ+u7Z+80TCSEhfGMnWew6N8xANk8TCd6xxyIzEhPS8mySpinStXxgcopEZCSLO82ZMYkyIC0nUgiP5Y7Q8dXgVYWAYwF2JIJOETGIE/a9pFTKVCbzz7jBchB1TPX3MVfFdn9NqCxmTNEkFKpr0xoXqToo3ppg+IoaAr7NZryA+vOswf4tXnxAZ9yVFkt68m99v1ScImHlCW9Vv79/1vQ8EjhQu7oib7HrpvXuXiAhm7j2Ad4noGw+EjeaFcW62y8BgJMygmZFggoNHXh7zBSHBeDw7DRXYqT/3w/0rwYg0Re8V4dAfc5mQg8l6FxgRIKiZkSDuiOGv0jxCjAk8cGSaN549A0Eae36NsRMAvFdxNea9OeSde97MSLzjn6zfM8wthCHz0dy5Jo2XZ82MBNGxllzHe+HS7n0wkdHIvDPvl1nxzHE1DYvZxnvYeMf+wdTNRyZT71bf9Mf37qMJIN0njbHncS/u3o7PmSHMEZrkNmkOkPatFcII4t29wfU5MxLjZvzMHc98/pQbY/3WMxJazS4HDI/xci3mNnOCxsKpxLuwxjA+46gvjmW62iFppb63PnoPqYUceAZ9IXzGvdMaMk9pqtYkRkLYsm68E8yAOZR2T+vEzGDTNL9czzPRNKzb+YmwE34JAQQYhN+7sF7QAuvVWvZMjgfjhfFjPgQnjITVxRjqD+ZmnRojtM/cNX40UUJBfj7al2M/SliFkbBvs7dqJjuwecZ3T0rf8b8xOUingPOStk0kwH1JZsCeKBCNOo6T+5/6GPbgdI57+cwk5a+X4lgTDFMg+dn0sueCObmHScXu6H9Elm0z7xUAQv/YE8/Fd3phMrlXfhbXxCA8D0lIf6mu7of42Iy3GBE+v3ND9hzun5/NNbL0R1J7OzXHU0kRK8eB/nkWROQvSfV3PDfR2Ix7o7bZ7B6kOecaW78bW303Pr5zPePj2T03pula9bbUfF1j+fSzNQFAMJ3xcW9wfnaaqB8Xz+c410ZwLDDjWP9uSGju5x0ZK3Zqmo93kd8j+zXC7X7eo+vTmDIsqBXHJ6JnrBGBvLHufO9F/42z/ppz+uqZjafv83vQp3x989A41sN38b7SeZmQs10zMemLZzW38/vKc0b/au/uuXif+uc9g//r74NpG48M78F8Mh7u4flcL3tYGf9nn6v12f/eo8/u5xkhxj4db+5gHHk9GFPI+0XO985q86r2zv1P8HkkjbPrOSdvHJuj+mPu5vfMbGsOmn/ejePzeOgHWO+Os8diPLz3/Jv/s2elZ9AvY+3exj2PQ4Z3av3l+Y9Au6Z5BrwM9QO9MI/0E3z2rvXdNb0b93Ft9/dePLs+5PdlzPNcMW+fSHPJsa6f7wfGTjBuvpd7GFvzSwPXQ7+MofXvXv73nhwPeUyWLX8+ftM3c9z9nW/NmGPONSe8u/xu9dvc10/rOL+Djwo+dI+ko+DFtmRzyUs2gVqK+snbUnjhFkxzsLhNlIICRKGtQTD5MBAsMEN/GwOClIW8jwKaGr/OWGPGHh1oDujE6tCYv1eswkhsFLKD/3aL3sFZ4YSkumVpqa3BTEQVJnk2tQDYD3lttRT2YbKkVA9Rx1RSKnC9Cy+QjHIkclPgusgskMGmnzdgOxNMAVnyXVNQtanqTAZsxGuKt99+N8xgawLmJc4N9hmYMUi3NthXF7wPwZ5DW8zv7fY5PUxsWn2s1MqwF5IlciAgMUECSZXp6sPA/Me0bJ/FsasDpk2mxc5CS9YKYk5baQlRb0swq2a61xi8O3RCjj37Gvm9tQTM0bSQjyqaem+NbrYbHIsrSz31m+0IvohqtmxqHzsim6pNJ+CyaHOO2sx2yA7sfzZtG1/s4TldBVshV1pEwaaljSZEmUcJ+zVCYW+F+WDbvU8LMxN7ss9svUwIrs/eTRKzIO1PWGj2Jd5MEg0bqr7etnBJ3FPCQwTXC6U6Dz+7Zlu2QcbThs3W87gmpoOxkoxGn3dtEEJJ/S669OaY5PZZ2E15A9102wNht+aNkR0CjIm+Gk+qNALj2ZhqgG0470tQaU8ddWX0P282s5cyzzgHc2c2cY7fEHcT0/lsu8wt8lO5xjXzFsWmJM8stm2bru5h4sPjSY23z2BcmOzc07vSLFxq/Q77nhFjZEzthXhGtmnP7H2ZDzZfj+w9IcwZp6X323vQlNg4d13vG3H2zp3DdDZy3Kx4Z/qmMVeYK/Yj2Oip/+zpzueK6vmczzMLeGfxKrIv5BiblezdUuXYM5NBwH3MCWOXx5z9nVnCe8jjxcvsl388IRiRfR1z2TlHpOc57+Lrw0MpTH7p2bxH437I8eOry2beXtu/SMci6vWwJwHuqR+izD2nOUTwMF4yKBCczG37AOE9Ne/e+J8J6aj02bOR1HlH2SvSX/tgmLF5bW66N1OT69u34i244O4lcT3f8aI0roek+YgB53nk2u53UxKi7Euan2zzcsSZB9L7+M49M0E172WAsCbvTWvEnguBy/jbIHdNY2XdONd88P7t3/BCsrakZeFsw6z1q01PjL0h79Lc4FmF1ljDxtW9eT0R+Jip9MsGueZ6HCmYgzhSuM4g7/ToNEavvhn95PyArliPmebApTNujzlsv9Q17X8wc3HZNWe8A/sa5oI+cQYxVsba3s2U9N7tm/lrD5brs3O8q8NPPC/ojnE3/jzLzH9zLmf1MIe8B2NkzIwF+nHqyCtir9V64JXod/TXHpM9Fr+Da1vTzvW7OaRfMl3bD7ZnZH+Z+RJcx3syHwkd5gN6av76Td+45+sv5xnjZ0/JuDC5ZZpgrOz9rL3JCWkuLYy9JvugMjhwCJHeZxVGwkaKwPMu8GBQz0hMFgTNi3RDL92iw6XB5OHeanF7YDc1gW2seoDn0oTLXlv17r/ZawvRtqG11Z5DQypGYMDk4HeOKIJrk8pc2wJCABFKLpP+56aJAJCoTQTJEAER750WokXPCQCBRSwjI2p6GTb+TWobdCTDD7r/XhS+3rQoAw/SWNistBGNeJx1Xm3THXjPeFkmmudwPRvnJgEYO7ZpE9cktKFqHPXZea6NMbsebxB+8FyJbR77y5nBPWVJ9qwWOvuqd6M/69nQSxMf4aLtmUhgEkVf0j2Nzaa7DArtzWKirksQaXJluI/NP0wZaATSvGBGNilNPi66iImFYszW/dNJsbHunRnPN9KiQtS8N7ZkC5ib+GbdBkefzSt9saDMB9qQ58G0XRcyIwGb9J7RItXXTFhNcO/YPCZdsqV7Jn22uDkbcDm2Qe9e+uZ8i9r7MA7+2gT1XjA068F5/nID9rwIwMqS63rb9K2O639RMC6bzTaPXY9zBEJjvnoP5gLmYo4BgcY9LVi/e17EQf/YzRHiHCjLY8rmNmaiT1zDPQOi6zkRrA227ZvW2i3hpWTfyXMjQOaKuY4YuObGO/QPxi8pKicAxxAiSJ40du644J051zrwXmw2m4v6iDBh4jb7OTJ4ZuuIdoYGyJnmuq55460Pxtw3v8Geh41x8zQLgoQ8hIljj2fy3N6tZ3R989laYN6zjuUcIzBYE7zE5PbDGLunseOY411bD0DIMn+8RwQ45m5aA9mN3nvIjETshzWCDsa7S4IARo8xmVPZs817M0+NvbGjaXJ04bZsLDBGcG2Mybzi0o2e8pRE5KVmshlvfhgL70S4A4atz4QeMGcyU/EeME2aJQHMmMrvx404w3u1h4P5ob02+u3vcI7xbjkwGU/MhyMH2un5jAsGwkHFuFgfaL55BPas0aUduw8LZxMMcxVGwo0SITYxeCsAwm8SeZkmOyJAM/EyMBup0C1UsEhIubxsRiVi6IVbDAgmSV2nePdYYDyfvFiTxgTjo40IeXBeFlxTTSoag1TyJAcER//k4dIPEi5CazIh8iY2s8IfdxoQxALxc++86G1CIjJiZEwGE8GLwEAsANK3CW3y8+5ChE2qlb22xFnol/MlPpyc+s0f3CSkWYGNXFKbReVcDNK4Zabr5XsGGhuPI1oOmHC1iOzn4gW6pgluYrkfgmlTW/9NYB5hCL3FT2rFXEkK+oFBizPg5prNdt6hd0uL0RfXBJPeJp/n925cW8MkaDaeIT8zrTIzKE2fMQQTyzPRaLxT/vuu99obCNr4IPz6T8KhHeZ7e37aAULpet4Pr0HSZJ5bGAkiqI/8+kmtrofwkjIJKya7871TC0TczTPPvxLE3bGkOH0y73jXmEuZkZzSIBwYR95JvrOojTsiZkPWXEMAzRXeNjab07II8ETyrD5j7havfiCI+ig4l+eUNSLqGTOwpkjdxsE7Ft3vfWNI6pf4DZE3l2FlRoKYA8LSP/3G7Rjjl/+OGYbN32djQZK3H3lFAyNhnnEvawhxpo38/+3dd5Bm1Xnn8X+3astbtVu7tcFr71q1Xstr2dLasmVLJVlaCSUkkySSEEmInAQSOYswhAFmyCLnISNEFklkGEDkKDIMMAxpSDPA6O75nLdP89LdA8PcIYz1+1a91d1v33DuCU86zzlX2Ev/oKRb+Fbd6U/6iow993y5tKf+cPk1d9ZJbG2qb7PQCcdNtx+0A8u2KWVerT6jX6onUQh1vPrGB1VFwpJu2VsHHnlRTcdmlCqPXceN6RNOv7Jm0TEabaTZMhtlkzKmjF/eJ+Hu/tpZCi6UjQJk4MiY8n9jQIaodmLE8liMRwaDn56DccToVO4JFcnWR5b2faGWg4Ehc1BbWkjN2NbHXNsYYTyQU5QbGWbMkZeyyYwXWZLqUT+QTGCcMIrVF0XCY6ccyI4mo41Rz0uRDO/gzVDQ3rxV8sG9XEc6vfZQ34wuKdm+4zHJIlUvPm1skrlkKKObYjEWyFv9XTl4O+MUCWFNeKsIlQsFUXE6jhs0d8eAcnMDw4pl8E5oKOfKHmGtSNsU+mAJG0AqW4PQqFXLl2N0ZgKQi8ZK0PlY8ixP6ZkGNmFIk6oQef1S7Pzv50Xoa0QNZn0CJeDeKpF7y5O44NJba/locAOLleWe3HuCxP0IQDn2O+59avWkNBArnXIyKO3XxJIwgH2n3AYcl5Ng4WJLhW7poMJPjmFhG4TqzHO3CUZCTwqn8IDOql4gzOU8oRCWgvPUnWNYLX5XHgNfBzXIKSxuuLkkadE6FS9L5xOOIEBZf9BudgpwD2Vp99V23vGB5rLyxHQ09WbgO4eQpLB22++s2r7e8WIQ6KQMAeEY95a1o93a4BMyMki0r/6lA7Z7uybFK51cf2Kh8cra72hlUB/Xj1hi6oDFqlxCDvonr0/IzHO6j/vpZ451jrryfP6maFmzBAoPGC1sqn30HwbA5GIZalvGBUHhfixu7dDmVyichv7o2bWVexFc6spzqmf9qPbl8n9CUT0QLm1sKa/QjT4sxNoW/J59/vR6nOtQtM1rEH4y50chUxrqylhjVFEIMovUifFCobkmpUPoW59h5wTnEyzaSzu0LT6MN1aqcaJvuqf2p6Bbn7ami4fpesaR8nh2/eHsMsb0f6FpAlP/NM6Emtzb2GOEsOZda+oR51ernufAkzFGyQFKwgrz1i4UtbZ3LrlB6DIGDjjygtofeRTql0yDBYzqVXuJKHguURDto6xCnNeV+2l/dcVYMt787VgKXfiUHNJ3oN2MS/XKaFUP6sTv+lQLI11S+pAyUQ6UASVImDd5ede9g50rhHEdT0nwxtSHuoKxTG7pe5SpsW+cO8YrMZRvOIP1+8UYFIo3HskyxgPULZnDuxE+oyjIS86C+hvUy2AnCLSojDJRSMKWvD7j07h2/3GKJHx4EEwEzuLAYOuPgUAPf1iYq2KIfBQQsgwBBh0F9IcMhcdYXFAYMh8W81UkVqrTQmDZNeuEqzpRjjNvgPv3btBm4ogfNCwi1sBEWNDWwgQLgmuxYCeChSDGOFE22Wm/WrDXqDYvAcJGFv+FEMLixISKxC6Yn/l/W9QQDkxifforW9S4tfkLbrbYsLkCLhPEesUEhRaEL8Q2W2yQmyRGbCsVyol7ibq1whOzqgBlmTtGqEXWknPBEuJ+cR+5sNy/FhpqcdeaXVSuoVwmBbl5XHBxPPMuFgI5xtsPKQXxZSED5TIHAfFCscum6IRAuNXccqGPVo6mXN1LqML1ZJK4jvIJWXAvzXe4pokydaNOoH5YWWLK6kEckrUv00VoiJLj4rtX21kghBA+zoxTJBSDSSCxsmFFIi7GvaRICGAZEeYATHC2GDGhaJ6DSyW2zkMx0cjq5pZSJDwFMTmYqLEtgxix+J2JRPFFk2LNUjdZJvZnwlrMVNzOBKg5CTFbMUxxcNtemK8Rt7bFgElaW5iY3KM4pH2Kb4tPOt657iEzRmzYT++gp5xgszVzIp7Jxon+LyPGhBPFR1GZrFQWaXPuQTGY9BW3XWq1vevEoHkGmRQmw7DlroOYuOwMHs03V9i9xl39n5LccJuj6qShNFPPTEGGEMLHmXGKZN/DzqtZDt5rLkcbFImJSG/Bk3ljws/kDAhoWRIgdE0UmYwiPKWIbb7DcfV/GKtIZMCYOKSgrL+QrlknvosSa4rERBsFY0M4k74yeEygTT7k3JqBAfnpw5v4meCiSEwymfSS2SGVllfCqzIZ62/YAfX4066qGU0yX3g7sm5axoLreFb7F3lWk6FzizcDClSSgewdikTarLqiSKQUQuaHTI2mSLxiliJxLbTjpDBThBRJTbXd/8z6zO+2sC2EED4OjFMk0g2lo7Haf3vn4F0DTZGYG/lfn9u4vrNECq/1E1LiWnYX4UvIO58i4WUQzn4K2RDo0kitl7B4Rj5zPa9Y+zIkWPO8IRkp0l9BAMtQsBW2bAPeifPN2ci+4nEQujIKfNzLhwcklY6HImVRhsLBRw+2Q/dssh/8T5llbsjM2L1cR8ox6lqA4lFQOLItCHw56dY1CFXdfPtD1XOS0SDX3Pk8MSl+1SMpithPZZQ/L2XutHOur89MkTgXPJITilfjOWWeUCSUJQXqmWWiyAQJIYSPK/OdbOdVWLwCcX9zIjCvQXGYKzA/0eYMIO5vAzSxfudIOWzplibshYDMETzy+MwqINuEuHS2Z2YOFp2ZS6BEWriMUjIfYS7Fd4Rtm28wByIF2HwK4W6uwWIZ95XnLvwkOcD8hXUrhL+5FnMx1pIQ0MrlXHMZsiLa3Iw5G+VwvHK7t3Cae4LXYmER5WceyPwIBev5rEL23gUT9W0+x31cz7oa12prSVzP/IiyKkc9v9yvPnP5n7kZf4cQwseVcYqEkCOofdrEM2E+j+Qcwp9i/ARtHwhPSkUIpwlMQt4CpA8Sgpuy64tw2cLueTQ/vI2xeXljUWZbvywI6vW9mN8xLWw4FqHItpOyfrEomV9ZKNMPI9tvUcK4sBBXHX3QZWf8aJf5YdGfcTYWBp+1HS21lzHE8GrtO1tfK/LA9X3fEmtCGMs4RSJcJW/bHlosa5gzedFgLgJe59IBdU5hK5a1gaLDgRKoWVTlGL8TfDqxn81z0HEdU4+f+2Y9lwfUXj9rMl84CO3/w4PRdWyN3bwH1+ZxYKLjeRdNaZi8dq7kASujTZzzqtpAk81FCPh+uIy13OW4dl3P5j6UiIVOcF6bP/Fz4KkM/rY9dtvO23XVwdjB3Tw5c0W8Efdq5W71ymuqineoHOphuE4JAiuaJTPA72PXqwhhOrcdQ3E1AYK2zYvzht9tL3nCYi1FN58FZWnHtHLOr/3VvxTs4SQCx6mrVpaW/dYQlpQBp06Hy+k8bVDvWe7nvvXe7lHbdGCoDNeNBZeOh/sMtz3c1/c+rS21oWNqPU9wvDryneP87V7mxsytyfu3iG7Qz0odlOP8f2z7O689l2/bsykH/K/ViXKpc1ECoV7X8mbHWg/l+3bdQbvMqWFTZfO/dg3YSUC419YZ6t9xklYk0PCU7et1/OlX1uew5slKZq8HDmEs4xSJ+QUvbRFaaZjbMKG+3Jr71vkFq6Kt7LaNhpCQeQRbhphLsKrWPIeVs8uusU/NfpK5JJvL6liT6Fae2zvL9hWUkVWhwmRWk9tuRKjL98Jo9oshWG1bYSAbWK7pOwLc3IrVvLKpDCj7w8jMMigMKBahlZoGx/RyD1sWKKO9cAx2wpBg9DzSjl3H/XlbVp0a+PYEswrXCnrlooDMrcgwEy6zal8Gm0QD/7fa83ulrlzXliEGvDoxoW8PJhvV2R5keD2L59q41Ik5HK93vf2eR+tcibKYn7IS1nyLORrCw6S/51N30pMlQriHe8uoc2/bHlDKztOGVoNDWvN6WxxZ72VrmLo5XGkfL/sRWkNLhJDibDuS1h/scOAZZbe5LkNCXW9f2n8wz3RWbR/JA20/MHVuxfP+h51fVw8P+tBguxaCybYh2uSry+1St+gxz6Qu24p2gkxKdzvOli1WVZufk5hhzx914o2IVgN7Fs+mv0lgsMpexl9to5+fVPsSj0viiP+Zs4K+J/HDSt3Jhww2HcSeB5xTw6Hq2vNJ4oC5NfVOEFP8Xr5kfzUv5KLwlds2QZJEzKNpE8kbMiLNwZlDg/Co63guSolys3moe+m3QrPqgxLXhsrvb6vH7ZOmjV1TX7GtirlMhoJ+oL5s5undNJ53+0nT6g4AaApHe1530301YQSHHnNxrU9JH7bMsLeYPqKd1UMIYxmnSMTwCdj1S6fhdYAQsj6DQoA1EhSF9FrCw4CCjktgEDLmNHR2HZiiYUXpiCxLQtuGYQR82xtGqMl2CTYyY73ZfM3ktcEJiofFZb6FwgFLW7YXCFsdvx1PKLKKCWgbrrm3gb3jiAAzwBxPoRA4rC0CqIUIbiiD07NRJDaGM9cx9fBBue2DxNWHlN+myFh8vidMWjkIUckC3m3vPpSDOiJM2/wJzJO0TC71ZlsEFjprXD2pc3M/npOAtfeX9iFs1JXJexu98bRau8kmc39WKIUqwQCubysMVi5FQimqG0pVnYAiUd+2ACFo2pYQFAlFaqsSSoLxQDFB+xPU2pJCIojdR92zjrWJfsPqpWRAYLUVy8qrrTybTSEJMDRFQrjyNighC0HVBSRrSN6g+BknS6+2T61rQpgC0a4MA0qd8NSX1RvBahPQNu+lnJ7Z9iiEqpRvbLPbtNrvvrXiHvW6ygl9RWajjD6p2y1D8cCjLiwGw8CS14eNE+/yhvvbS0ofkQQCytjeUt9eaY8aDhNCUhZICLFOSZq5cWhjPX1JOc0JanchYW0qe7HNZdoDi4EBClgCi41LlV+7NZSFYWjdl21HoB4ZaRbHUiTai2LVD9rcXgjDjFMkhBALiGXGqkJTJM1i0aGaIrFpmM5cN0orwrRlbVEQrEJ7y/iOIiFECRPrU1jsBpyN+KwMJwAMPFa1ASIbi6BoabgUhsHD8qPkzM1QWLLHDD4727Ka2/GEEUVCybHW7NXDPa8WXjmXoLegUjYVz0e4yP5CNpb8XVEGLGrCnoAgwJRdHXjtqD2VCAqpxBQAD4sQNvFPEHqmVg6Wp4WOBq8JePcxya9cBLtnhcl49apsvDCemzRpz+u+G297TE1+aIpEirOsLu1F4BF+NneTWcZSZQzY5I5yEl7h/djXC4SCDDiWMIVBqVqvQ7E9XcoBmXH2mJK6TBg3oUSRsJr1haVW3atu9kd5OVfbsoqFRCkSXqNNLgk5ioRwXGWDA2pcXkYdJCCw1CmfLy+zc80Q9LfnVrdoiqRtaqldLJpVx+qDcqdICEWbiFJo5vjUtT4h6cE+TdrATqv2/HI8b1Jd2usJNnW89c6H6/9s3kcAew6Zdcoy6Cszu1vveqQer26V1+uc9RPesOP1Fd8zGBxj/ZHxxJrnnfBYeOBtN1VZh9qC4aAvUiTaVh3YE0l59G8/bVdinOnb2pyXpM+o4zpGRsJx+oz7G4fq1Tt0/K0P6hvQx9zTpou8eXXkeMaFsjZFYlNDyrbWe/FM3DeEYcYpEh2QFWV79+b62tyNcjBYIHxgt0tCTLiJ8KUUCEMDgqUrHsyqf33O3LpJnI5vcLHsKAlhBp3enAyrjmKY/tsHq+AhqFlQPJO2t4wytLi6axD6BiUlYgOxdlz7ScApv83lbJrofo4XBmCVEazmNwxo1r8tYQg7lrf7i8Vb/GhTRtckPFp4xPMpn3dlG3CUAqvQ4kqD07O2ckh35hUpP8tOaMI13ZNAJQxbPUtpFqpjgYrF+ylsRkHV5y/XJRQpUPVLOTqXMLZQtNYpD6woOValMIrn4DUIo6gLiJsrq50IrKMRH2fhCwO1xAHCT30JRfGoeCEgSMxHEHZSn7W/vuJcSkj7UzS8IHXtd+c4TpvYQI+yJfSh/N5r4P4WYvr73ItvqRvuyYpD7RelXK1ObRKpvnlC+hQBz5Bpi0kpbvXmfvosRadczrHRHCWs7xHMrPC20wIPQ1/yf4qSMeFcdSFUpB2Uq4XcZCm6nr7AOLJGSN9xX3MSPFplFGpSDm3uONfnifGSQOm162h3dUvJqHv3YkBYk6UdKEep9epJO9gMkjGiji+/etBHGowDisdP3+sP+qDxA/VuLPDwtZdrD97XMxjnlKI+0Lxlm1U6rm2CGEJjnCIJHy7mBML7hzJn8AhzNc9lUUGQD89fLQiSUJqC6YuQ7TkjL/MKYXFgnCJh6YiTc2O5/uDO2155LDK7WPuLCvHgcvtaBhZuW8fyQUBYsNYWBYNyD7yKRQHvZ36CzDwMb2NBYMHyMN8NiRUTbcLpmZ5+ZvzEqvegaHePa11Ns+YXBTyJK4oHNxE8El7C/NKiFxTvuZm3AG3FYxjOVpsIZVqU7b4g8CBvveORGgUwZ/ZBoI55YMKNPLn5IaQt3DwW55AfPC/1I9wqNMfjEWXgqUnS4UnX48513MjJYbFknCLh9oq7ErRScsEtN8ln7yxusni5WO6Xl965dhrxU+6x43Ru4Qa/C+tw1/3thUQGJ6ElRCQ7TLhDyMS53pnRXlErDVh83cTe9FsfrC45od/iv9xroRwhItdwD2EeqZ3KQ4CanGyD3PtQhMKEEGpYp1zLynEZSa6lPJ4LsqWUh0svJIcaFilCY7DP19U1TCCU4jjhDuUmnNzXu0hcUwaYUIyQBQvz4TIo6ytNy2AigLzjxfHDEMrmcZSHIPe38JkBJ4QmFGJBpolQbSG04RghRpO5yifNWNldRx0K3ZlIVdaWIAAhF2EYk+bqWcithqdGsnIIbXNX2k7dtQlpIbZ/WnK72i7CKp5fzN1ksXJIE3eO6wu1CKs5lvIT8jEZXNv/zKtr20G7uLcyasv2tzpsaE97j+lT2tA9bMjpQ+mqcyE9QosgVPeejzGkH8i6E8qSOFGvX+pVPxPuuricL7xqnsf3/u981xmuF4rOfYWctOHya+1f92fT57WzcJ176Q+u1yam/fS3CXDtr8xooT/fS8NVFpijVBdCfTK4tLu/zUsed+qVtR71aeFNGWeuLczGAPTMQpVgRAjdWSgLhpnyK6tQmDAaQ0K9aAv1IcS7T1G2xoY+Th7o/+bUWmhU/xOKNOeljoRgXVMbwBygssnyFCajLCRdSFJgKMi2U0ey1PQX84vqPCy+jFMkBJDJQhOT3qyHpkg0vEFgnYlOveqGB9a5DW+aM1dhQlEH+c4qk+qE9YrrTKkCRZqwTio9844ykExomsw1kGw9wuPR6U2m6rTitP42f2CiXkc3eL3ZDibkCVcdVuxfrF4ZTU6Llxt4JhZdw8D2fmqDTJaMyWADyzmyihxHaJgUF3smaChJk/9SNtv9hE8kH3hmmzzK8jLZLo1UuW1/cvS0y+sxMqV22vv0KmhN7FI+ykXoOl+8mRJU/qbsIKuGMGO9eS4T4QbyqhseVJWpOvN/k6omzF1P9pFj1Ie4ugyo1Uo9ey+7e9oXzfHaR/0TJiak1a3B+/Xld6vnymjys2ULUSRSibWHDSSl9IIiocRNyPppQpZgeHzGrPpTmy658h7Vc3FtysVPQrjNZdh6R1/SPgSYSW1zP9qCIll5vam1Hk3+Kq8q0icpQseI3bumurcVDcHmHdvmp4S7JDt8ZdldavnVHSGovghxE+feze+FYV9ZZuc6D6OfErDLrLFPLad76CcUsHqqW9dsNUjF1hclmbC2V9cHSr2qM9mI7qGfeTbJATIg4f/uY76FUm51bIK8vkiu9Bf16vqgmJXVM7LcJV+YeJeGbZ6FItE+nltZzQ15Vv1SooIyghLVN5ZceVKp53nViFviez+v7S5Bw7jQh7SL+/zDN7apz2zeRDsYU4wTz8Nr4A2rH4rBhPsS39+1jmtp7V4cJ7mm8cKL3qw5paY/kwGQPcfLZVB6gRPF4h7L/3i/0RTssHgyTpGwjHRqi8YMIjRFQsiC9U9gyNLROdurLFnRrH2DGe142UmOM3Bsy143TSyCwetAJ00ZZMyAQCZAKSvCQxZTzUopgs9EtAFC8BJYbeJ9u6I8TPKKmbsmoclKMgBYwibQpS1LYyUMPBOPgjCSqko4U1J1MvOC6XWyGyZL27vlvfKTkpGGS8Eqt7fBNZTbeoQHi9fh2u4hE4qCNPCkssqgYp37sO69HZISVVa088CylXllPQllJDmBIjmqfGfBpGekULbf85SaFk0IUOLSOFmKbVNMQuug4inwAEDoSGYgPHhE8DyUGsWobH4HQUV5WpfACm6pqvoGQeCaMtjUWXuPvvRtAqWts2gLDLUXlNtzMERcjyKViGBdBNyb52I/MmXRLtph5qzZdbdk531lmV2q0rHuAuv+bJAu7ho8B/VGcLXFkvqQ8Kt2oLQoU89D6FNCBLYJdMkj6o3H9NOdB2+hkxHmeGU5q5TNGyt5F5Srvm69i/ZracLuoczOc9+WUKAe9FvjSOr7emXcgELRT/Vb7dzmWHhVMtXUr/JZowV9ihBvioTAb6nTXpVgnHku14R1OzyFFYqg1r+MwY22HrQjg5GX45laW6y9+aCdPC/BLsnBtfQxnhMo0PZcDEgeEAWh38nyA2/NMzMiPItJfagTcqUpEnVJ8Wo7ijAsvoxTJISf9Ekpv7I0QGkQZs2SOvaUK6uVpgManDq4Qbj+FkeWDvlwHSxox/MqhMoIAp2U4hGmEHax2M/CPqEmxwshsHZ5C9xuFpZBbqV7K49MLxYyC0hn9T53Qsqgsn29Tn9UUXasMRZt8wKkBHtFr/tYo6DMBoaBrIyeXeYNAW1Q8wgMXCt8WWje38xKvrYMMq6/cvve9QhdAlO5fMereuzJwb5htqHfca/T6kI34SbC16JJqcgsujYAKWDpngYcpanMhL9yEo6ynSgSZSSYlltjcm0X7UMJGbzqQP2yEll6hB7B5RqED/+H8CMEpC1TcDwrZfes2gc2rJQWy1qVAtwUidCSthIb/+wSW9c6JsDUhZ9ClaxmqFcwOEChEyyUHi+gpZcPXu95cl1wR8hoV+2hvG++Oa/WhVAMGDGEuHMgLZoiYWhIq9WuA+90YN0TglJaWb/6knALYet3oVn9hwKScej5CToGj+fhBQzXC0Vd39lf2l+ZfO9cwpbicqznl0ZMQbdQLSPMM6tDx2vf2q9K3VOKPA1/86hgDmrH8jeLnyJxHMW5XlGaMibVo/ILYWp3/ZVHpT+5j74Pho+2++4P9xxVJF/73q513ZNjeRkMBa9D0BatvdS1vs94ci3rY/Q7CHcbT/qOdHMKoI0T2W0MQBEI49t4d08ep/phaOh/Qrr6qfGtnvV5bRgWX8YpEuh0JtveDyzLBWXssW3uo0FI8iTeDW5263yUWdsiZSIcN7wlh0ExHFJq22s0WnmcZ36jMa7cYyYaXXP4OmMZhGkG96XslPva6W+/qAvN8msoi+Pei+GyuQUPbZiJytqEQ2PsvdWLOliQQc5zWFAm6itj761s84baaEFQzokmfzG2jd9Pfx1btobitevor61tjR9tPYxr8AR5AZ5r7Pgae492XWErAnj4ucb29dZfx46ZWr6h71pUwLVaWedXD+/Wnp5v7HnzqyO4l3mtsRiT5jXD4s84RaKTtUkzk2s6DVhq7yXcWbotVGPCr3XWsfh6kPEy8sUQJhetWdHxTByH8K8Fiuz9GmhV2I5MnvfFeGxjO4RFyThFcuHlt3VfWmqn2um57Pc/NKP+Lm4tpPBusLZMbkLogfLRecda6SbiP/n5TeuCPAw8ioFFJ/4qTm4C3GRlO5/S8ft7KbMQQggfLuMUiTRdcwGHH39JnUiTjSLmbHuNNnkKGSOUhY9MHEw5/IKaOSRrSszUJLlYMXe6TQBi8iHn1p1HTXKy0GSFiOnb+sHkG0Xi/2LAJvJMfFIsXjxlLuS9FFoIIYQPjwkVCa/AHlaUBEViwlfev0m7lhsvfZLQ97ETKygSaY4m30x2Snu1vTVvQmqrn0JldqWVvWPDRLnsJtfBozGJSJF426HMIFkw4LVINZURZLIyhBDCx4MJFYkFXlIZ//ILm1WvQGqolEPZJLKEIBddhpaPEBYoErn+tjqX0SMjadIBZ9dMF1kikCMvg8P1pE/K3JKdYtM42S72gHIPikRWCSVmvsTaBxlEsmKkC0rfTZgrhBA+esYpEpvKPfDwYAW0rQz8LYUU5irkyM8PITArwGWVUDom3s8894aaHtwyk6SLWoULqYNSDaUb8zSkfppsl+PunlINpcZKNbTyXa66BX5Sc636bVtmhxBC+OgYp0g+bKR5TjtrsD4khBDC4sdHrkhCCCEs3kSRhBBC6EUUSQghhF5EkYQQQuhFFEkIIYReRJGEEELoRRRJCCGEXkSRhBBC6EUUSQghhF5EkYQQQuhFFEkIIYReRJGEEELoRRRJCCGEXkSRhBBC6EUUSQghhF5EkYQQQuhFFEkIIYReRJGEEELoRRRJCCGEXkSRhBBC6EUUSQghhF5EkYQQQuhFF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<span style="font-family:'Times New Roman'; font-size:12pt">No aplica, en virtud de que la Compañía no considera relevante incluir información financiera referente al cuarto trimestre del año 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, toda vez que ésta ya fue previamente reportada al mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">No aplica, en virtud de que no se han realizado emisiones de dicho tipo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre del año 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, México cuenta con un total de </span><span style="font-family:'Times New Roman'; font-size:12pt">3,</span><span style="font-family:'Times New Roman'; font-size:12pt">316</span><span style="font-family:'Times New Roman'; font-size:12pt"> unidades de negocio, las cuales representan </span><span style="font-family:'Times New Roman'; font-size:12pt">7</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">176</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">058</span><span style="font-family:'Times New Roman'; font-size:12pt"> m</span><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:12pt"> de piso de venta. Centroamérica cuenta con un total de </span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt">49</span><span style="font-family:'Times New Roman'; font-size:12pt"> unidades de negocio, las cuales representan </span><span style="font-family:'Times New Roman'; font-size:12pt">8</span><span style="font-family:'Times New Roman'; font-size:12pt">58</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">509</span><span style="font-family:'Times New Roman'; font-size:12pt"> m</span><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:12pt"> de piso de venta.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Participación en ventas netas por formato en México</span>
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</td>
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<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15.54%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">202</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">5</span>
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<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2024</span>
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<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2023</span>
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<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2022</span>
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<td style="vertical-align:top">
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt"> Bodega Aurrera</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15.54%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">4</span><span style="font-family:Calibri; font-size:10pt">0</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
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<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">41%</span>
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<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">41%</span>
</p>
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<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">41%</span>
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<td style="vertical-align:top">
</td>
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<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt"> Walmart</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15.54%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">26%</span>
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<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt"> </span><span style="font-family:Calibri; font-size:10pt">Sam’s</span><span style="font-family:Calibri; font-size:10pt"> Club</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15.54%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">2</span><span style="font-family:Calibri; font-size:10pt">4</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
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<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">2</span><span style="font-family:Calibri; font-size:10pt">4</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
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<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">24%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt"> Walmart Express</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15.54%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">3%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">3%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">3%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">3%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15.75pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt"> </span><span style="font-family:Calibri; font-size:10pt; font-style:italic">eCommerce</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15.54%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">7</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">6%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">6%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">6%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15.75pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt"> Bait</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15.54%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">1%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">1%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">-</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">-</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> Ventas netas </span><span style="font-family:Calibri; font-size:8pt; font-weight:normal">(millones de</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal"> </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal">pesos)</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15.54%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">829,718</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$791,122</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$736,465</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$673,658</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15.75pt">
<td colspan="9" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Participación en ventas netas por país en Centroamérica </span>
</p>
</td>
</tr>
<tr style="height:14.45pt">
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2025</span>
</p>
</td>
<td colspan="2" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2024</span>
</p>
</td>
<td colspan="2" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2023</span>
</p>
</td>
<td colspan="2" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2022</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt"> Costa Rica</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">43%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">43%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">43%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">39%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt"> Guatemala</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">24%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">24%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">24%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt"> El Salvador</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">11%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">11%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">11%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">13%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt"> Honduras</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">11%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">12%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">12%</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">12%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt"> Nicaragua</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">11%</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">10%</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">10%</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">11%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:37.3%">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> Ventas netas </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal">(</span><span style="font-family:Calibri; font-size:8pt; font-weight:normal">millones de</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal"> </span><span style="font-family:Calibri; font-size:8pt; font-weight:normal">pesos)</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$174,776</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$160,520</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$143,657</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">$139,402</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:201.45pt; border:none">
</td>
<td style="width:83.95pt; border:none">
</td>
<td style="width:2.8pt; border:none">
</td>
<td style="width:81.1pt; border:none">
</td>
<td style="width:2.8pt; border:none">
</td>
<td style="width:81.1pt; border:none">
</td>
<td style="width:2.8pt; border:none">
</td>
<td style="width:81.2pt; border:none">
</td>
<td style="width:2.8pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La distribución geográfica de las unidades de negocio de México y Centroamérica se presenta a continuación:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:226pt">
<tr style="height:25.5pt">
<td colspan="4" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:219pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Distribución de unidades por zona geográfica en México</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2025</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2024</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Metropolitana</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">20.5%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">21.1%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">21.8</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Centro</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">36.2%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">36.5%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">36.3</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Noreste</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">14.8%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">14.6%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">14.</span><span style="font-family:Calibri; font-size:10pt">5</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Sureste</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">9.9%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">9.5%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">9.1</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Noroeste</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">7.7%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">7.3%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">7.2</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Norte</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">6.1%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">6.1%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">6.1%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Suroeste</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">4.9%</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">5.0%</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">5.</span><span style="font-family:Calibri; font-size:10pt">0</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Total</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold"> Unidades</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">3,316</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">3,154</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">3,007</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:85pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:226pt">
<tr style="height:15.75pt">
<td colspan="4" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:219pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Distribución de unidades</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold"> por país en Centroamérica</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2025</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2024</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Guatemala</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">29.7%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">29.4%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">29.5%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Costa Rica</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">36.4%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">36.0%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">35.0%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">El Salvador</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">10.7%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">11.0%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">11.4%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Nicaragua</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">11.2%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">11.2%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">11.4%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Honduras</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">12.0%</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">12.3%</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">12.7%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Total</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold"> Unidades</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">949</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">925</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:40pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">896</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:85pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
<td style="width:47pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">A continuación, se muestra la capacidad instalada por zona geográfica en México y por países en Centroam</span><span style="font-family:'Times New Roman'; font-size:12pt">érica al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:240pt">
<tr style="height:15.75pt">
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:233pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Distribución de unidades y porcentaje de Piso de Venta (m</span><span style="font-family:Calibri; font-size:6.67pt; font-weight:bold; vertical-align:super">2</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">) por zona geográfica en México</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Unidades</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Autoservicio + Clubes </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Metropolitana</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt"> 6</span><span style="font-family:Calibri; font-size:10pt">79</span><span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">2</span><span style="font-family:Calibri; font-size:10pt">0.9</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Centro</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt"> 1,1</span><span style="font-family:Calibri; font-size:10pt">99</span><span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">33.8%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Noreste</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt"> 4</span><span style="font-family:Calibri; font-size:10pt">90</span><span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">9.</span><span style="font-family:Calibri; font-size:10pt">8</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Sureste</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt"> </span><span style="font-family:Calibri; font-size:10pt">327</span><span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">10.</span><span style="font-family:Calibri; font-size:10pt">7</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Noroeste</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt"> </span><span style="font-family:Calibri; font-size:10pt">255</span><span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">10.</span><span style="font-family:Calibri; font-size:10pt">8</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Norte</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt"> </span><span style="font-family:Calibri; font-size:10pt">203</span><span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">8.2%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Suroeste</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt"> </span><span style="font-family:Calibri; font-size:10pt">163</span><span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">5.9</span><span style="font-family:Calibri; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Total</span>
</p>
</td>
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">3,</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">316</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">7</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">,</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">176</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">,</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">058</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-style:italic">metros cuadrados</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:82pt; border:none">
</td>
<td style="width:60pt; border:none">
</td>
<td style="width:98pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:240pt">
<tr style="height:15.75pt">
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:233pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Distribución de unidades y porcentaje de Piso de Venta (m</span><span style="font-family:Calibri; font-size:6.67pt; font-weight:bold; vertical-align:super">2</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">) por país en Centroamérica</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Unidades</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Autoservicio</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Guatemala</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">282</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">30.2%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Costa Rica</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">345</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">37.2%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">El Salvador</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">102</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">12.5%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Nicaragua</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">106</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">8.4%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Honduras</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">114</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:91pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">11.8%</span>
</p>
</td>
</tr>
<tr style="height:15pt">
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<span style="font-family:Calibri; font-size:10pt; font-weight:bold">9</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">49</span>
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<span style="font-family:Calibri; font-size:10pt; font-weight:bold">8</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">58</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">,</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">509</span>
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<span style="font-family:Calibri; font-size:10pt; font-style:italic">metros cuadrados</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">No aplica, dado que no tienen créditos bancarios contratados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al cerrar el año, queremos empezar como siempre, agradeciendo a nuestros asociados tanto en México como en Centroamérica. Su compromiso, disciplina y enfoque en la ejecución nos permiten servir a nuestros clientes todos los días, de la manera que quieren y cuando quieren.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Estamos operando en un entorno macroeconómico que sigue siendo complejo, con presión en el consumo y costos. En estos momentos nos enfocamos en lo que podemos controlar y en ejecutar bien los fundamentales. Esa disciplina es lo que le ha permitido a </span><span style="font-family:'Times New Roman'; font-size:12pt">Walmex</span><span style="font-family:'Times New Roman'; font-size:12pt"> consistentemente salir más fuerte de ciclos anteriores, y creemos que lo mismo ocurrirá en esta ocasión. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Dicho esto, permítanos ser claros: no estamos satisfechos con los resultados. No son lo suficientemente buenos. Sabemos que podemos y debemos hacerlo mejor, y esa convicción es la que está impulsando las acciones que estamos tomando hoy. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Creemos que lo que más importa es la ejecución de los fundamentales de nuestro negocio. Y al cerrar el año, estamos completamente enfocados en tres grandes prioridades no negociables que guían cada decisión que tomamos en la organización: Precios Bajos Todos los Días, disponibilidad de productos y la aceleración de </span><span style="font-family:'Times New Roman'; font-size:12pt">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al final del día, nuestros tres no negociables reflejan nuestro propósito en acción. Cuando ejecutamos correctamente Precios Bajos todos los Días, mantenemos los productos disponibles, y hacemos que comprar sea más conveniente a través de </span><span style="font-family:'Times New Roman'; font-size:12pt">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">, estamos ayudando directamente a los clientes ahorrar dinero y vivir mejor. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Hemos alineado a los equipos en torno a estas 3 prioridades y ya hemos empezado a ver señales alentadoras de mejora. No estamos esperando a que el mercado se recupere, estamos actuando ahora con urgencia. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Compartiremos brevemente algunas de las mejoras en ejecución que estamos realizando a nuestra estrategia detrás de cada una de estas prioridades.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Empezando por Precios Bajos Todos los Días, estamos refinando nuestra estrategia de precios para reforzar nuestra filosofía EDLP. Esto implica avanzar hacia una arquitectura de precios más predecible y consistente, como extender la duración de los </span><span style="font-family:'Times New Roman'; font-size:12pt">rollbacks</span><span style="font-family:'Times New Roman'; font-size:12pt"> y mejorando la estabilidad de precios en categorías clave. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El objetivo es reforzar la confianza, simplificar la experiencia de compra, y asegurar que los clientes identifiquen claramente a Walmart como el lugar donde pueden encontrar Precios Bajos Todos los Días. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">EDLP no se trata únicamente del precio a nivel de articulo; también implica estabilidad de precios y, de manera importante, la construcción de una canasta de compra más grande y de mayor valor. Cuando los clientes confían en nuestros precios, consolidan una mayor parte de sus compras con nosotros. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Estos cambios ya se empiezan a ver reflejados en la mejora de 30 puntos base de la Percepción de Precio en México, en comparación con el año pasado, posicionándonos para continuar entregando sólidas ganancias de participación frente al mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Siguiendo ahora con disponibilidad de producto. Al conectar el mapa de tienda, la visibilidad de inventario en tiempo real, y la gestión de inventario, estamos habilitando a nuestros equipos para ejecutar con mucha mayor precisión y productividad. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Estamos apalancando la experiencia de nuestro nuevo COO Paul, quien viene de Walmart U.S. para escalar automatización probada y disciplinas operativas. Estas capacidades, adaptadas a nuestro contexto local, nos están ayudando a impulsar una ejecución más consistente y una mayor productividad en nuestras tiendas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Estos esfuerzos, junto con una mejor ejecución operativa y una coordinación más estrecha entre los equipos, son parte de las palancas detrás de la mejora de 130 puntos base en la Disponibilidad Total comparando el 4Q25 con el 3Q25. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Importante </span><span style="font-family:'Times New Roman'; font-size:12pt">mencionar</span><span style="font-family:'Times New Roman'; font-size:12pt"> que a Disponibilidad Total mide si el producto está realmente en el estante cuando el cliente está ahí, no solo en algún lugar de la tienda o en el </span><span style="font-family:'Times New Roman'; font-size:12pt">backroom</span><span style="font-family:'Times New Roman'; font-size:12pt">. Esto eleva el nivel de cómo gestionamos y ejecutamos la disponibilidad.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Una estrategia de precios acertada y una sólida disponibilidad de productos no son palancas independientes entre sí. Cuando los precios son los correctos y los productos están en los estantes, impulsamos tanto nuestras tiendas como nuestro negocio digital, acelerando el tráfico, la conversión y el tamaño de la canasta a través de los distintos canales, lo que nos lleva a nuestro tercer no negociable: Aceleración de </span><span style="font-family:'Times New Roman'; font-size:12pt">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Hemos estado ajustando tres áreas principalmente: mejorar la rapidez al incrementar la penetración de las entregas mismo día; mejorar el In-Full al fortalecer la ejecución; y expandir nuestro alcance. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Respecto a este último punto, estamos ampliando la cobertura de entrega a domicilio de cada tienda para alcanzar más hogares, no solo mediante la apertura de nuevas tiendas, sino más importante aún, ampliando el área de cobertura de nuestra red existente de tiendas. Para darles un ejemplo, durante el año logramos llegar a San Miguel de Allende y Valle de Bravo, entre otras ciudades, sin necesidad de abrir tiendas nuevas en esas ubicaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Resultados 2025</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nota: </span><span style="font-family:'Times New Roman'; font-size:12pt">Los porcentajes de crecimiento en ventas relacionados a Centroamérica s</span><span style="font-family:'Times New Roman'; font-size:12pt">on sin efecto de tipo de cambio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para el año completo, los ingresos consolidados crecieron </span><span style="font-family:'Times New Roman'; font-size:12pt">5.5</span><span style="font-family:'Times New Roman'; font-size:12pt">%</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y 4.6% sin efectos de tipo de cambio</span><span style="font-family:'Times New Roman'; font-size:12pt">:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">4.9</span><span style="font-family:'Times New Roman'; font-size:12pt">% en México y </span><span style="font-family:'Times New Roman'; font-size:12pt">3.5</span><span style="font-family:'Times New Roman'; font-size:12pt">% en Centroamérica.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal; font-style:italic">México</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En México, las ventas mismas tiendas crecieron 3.3% durante el año. Es importante destacar que continuamos creciendo ventas mismas tiendas muy por arriba de ANTAD en 190 puntos base en el año completo, alcanzando doce años consecutivos con un diferencial positivo, lo que refleja la fortaleza de nuestra propuesta de valor.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">A pesar de haber crecido muy por arriba de</span><span style="font-family:'Times New Roman'; font-size:12pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">mercado medido por ANTAD</span><span style="font-family:'Times New Roman'; font-size:12pt">, creemos que podemos hacerlo aún mejor a medida que avanzamos en nuestras prioridades; por lo </span><span style="font-family:'Times New Roman'; font-size:12pt">tanto</span><span style="font-family:'Times New Roman'; font-size:12pt"> esperamos que el crecimiento se acelere en 2026.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Para el año completo 2025, el GMV de </span><span style="font-family:'Times New Roman'; font-size:12pt">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> creció 17%. Aunque esto representa progreso continuo, sabemos que este aún no es el nivel de crecimiento al que aspiramos en el largo plazo. Estamos en una fase de </span><span style="font-family:'Times New Roman'; font-size:12pt">transición, pero el enfoque ahora está en acelerar la ejecución e implementar iniciativas con impacto medible en el corto plazo, para cerrar la brecha pronto. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Iniciativas como </span><span style="font-family:'Times New Roman'; font-size:12pt">One</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Hallway</span><span style="font-family:'Times New Roman'; font-size:12pt"> representan cambios estructurales en la forma en que los clientes experimentan nuestras plataformas digitales. En Estados Unidos atravesaron una transición similar, en la que los beneficios se hicieron visibles únicamente después de un periodo inicial de ajuste. A partir de aquí, esperamos mejoras graduales en la conversión, la visibilidad del catálogo y la experiencia del cliente.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro ecosistema continúa fortaleciendo el negocio </span><span style="font-family:'Times New Roman'; font-size:12pt">retail</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">core</span><span style="font-family:'Times New Roman'; font-size:12pt">. Por un lado, Bait alcanzó más de 26 millones de usuarios activos. Hemos observado que estos usuarios gastan, en promedio, 2.5 veces más que los clientes que no tienen Bait, lo que refuerza nuestra convicción de que, cuando entregamos valor claro y relevante, como conectividad a precios bajos, los clientes responden con mayor </span><span style="font-family:'Times New Roman'; font-size:12pt">engagement</span><span style="font-family:'Times New Roman'; font-size:12pt">, lealtad y confianza. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Como en todos nuestros nuevos negocios, más allá de los números, lo que más importa es como fortalecen el </span><span style="font-family:'Times New Roman'; font-size:12pt">core</span><span style="font-family:'Times New Roman'; font-size:12pt">. La data generada a través de nuestro programa de Beneficios ya está siendo utilizada para mejorar el diseño de precios y optimizar la productividad del catálogo a nivel de articulo y tienda. Al apalancar analítica avanzada y herramientas habilitadas por Inteligencia Artificial, como </span><span style="font-family:'Times New Roman'; font-size:12pt">Scintilla</span><span style="font-family:'Times New Roman'; font-size:12pt">, estamos mejorando la calidad de nuestras decisiones y entregando mejores resultados para nuestros clientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Centroamérica</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En 2025, Centroamérica reportó un crecimiento de 1.7% en ventas mismas tiendas con Honduras y El Salvador mostrando el mejor desempeño. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El crecimiento fue impactado por Costa Rica, que está atravesando un periodo de deflación en el sector de alimentos y bebidas, junto con un consumo débil en los hogares y un incremento en la intensidad competitiva. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Estamos incrementando las inversiones en precio y afinando nuestra ejecución en tienda para aumentar el tráfico y el tamaño del </span><span style="font-family:'Times New Roman'; font-size:12pt">ticket</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El </span><span style="font-family:'Times New Roman'; font-size:12pt">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> creció 42%, mientras se incrementó la penetración de ventas en 40 puntos base contra el año pasado. Durante el año lanzamos crowdsourcing en todos los supermercados urbanos de Costa Rica y Guatemala.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En la región, Walmart Connect mostró gran </span><span style="font-family:'Times New Roman'; font-size:12pt">momentum</span><span style="font-family:'Times New Roman'; font-size:12pt">, sumando ingresos de más de 550 millones de pesos</span><span style="font-family:'Times New Roman'; font-size:12pt"> en el año</span><span style="font-family:'Times New Roman'; font-size:12pt">, impulsado principalmente por el segmento digital, que más que triplicó su desempeño a partir de una base pequeña.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Tiendas nuevas</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La expansión física también continúa contribuyendo al crecimiento. Durante el año, abrimos 186 tiendas en México y Centroamérica, lo que representa una aceleración contra el año pasado y un año récord desde 2013. En metros cuadrados, esto representó 212 mil metros cuadrados de piso de venta adicionales, lo que equivale aproximadamente a 1,000 tiendas de formatos de proximidad.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al dar un paso atrás y ver el año en su conjunto, lo que nos genera una fuerte confianza es cómo está respondiendo la organización internamente. Estamos muy satisfechos con como nuestros equipos se están adaptando, fortaleciendo la ejecución y asumiendo está etapa de enfoque renovado en los fundamentales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">También nos sentimos confiados por la manera en que estamos apalancando las mejores prácticas e iniciativas de automatización de otros mercados de Walmart y adaptándolas a nuestro contexto local para reforzar la ejecución de nuestros tres no negociables y elevar la productividad del negocio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">De cara al futuro, el crecimiento económico debería acelerarse y estamos confiados en el camino por delante. Lo que nos da confianza es que sabemos qué es lo que tenemos que hacer y contamos con prioridades claras; pero necesitamos acelerar la velocidad a la que nos estamos moviendo. Este equipo de líderes tiene un enfoque muy claro y estamos ejecutando con urgencia sobre las palancas que sabemos que generan valor.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Resultados 2024</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nota: </span><span style="font-family:'Times New Roman'; font-size:12pt">Los porcentajes de crecimiento en ventas relacionados a Centroamérica s</span><span style="font-family:'Times New Roman'; font-size:12pt">on sin efecto de tipo de cambio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para el año completo, los ingresos consolidados crecieron 8.2%, alcanzando 9.3% sin efecto de tipo de cambio:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">9.3% en México y 9.4% en Centroamérica.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">México</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En general, crecimos por arriba del mercado de autoservicios y clubes medido por la ANTAD</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">+190pbs en el año completo, siendo el undécimo año consecutivo logrando un diferencial</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">positivo en comparación con ANTAD.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Desempeño por formato</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Analizando 2024, hemos enfrentado condiciones macroeconómicas complejas, caracterizadas por volatilidad e incertidumbre. A pesar de esto, la resiliencia y adaptabilidad de nuestro equipo nos permitieron mantener un rumbo constante, enfocándonos en nuestra estrategia a largo plazo y gestionando las demandas operativas diarias. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El crecimiento fue liderado por </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club, así como Abarrotes y Consumibles. Este año también fue beneficiado por “El Fin Irresistible”. Para aquellos que no lo conocen, es nuestro evento de temporada más esperado del año y hemos reportado cifras históricas, incluyendo el récord de ventas en un solo día, el cual fue el 18 de noviembre.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Ganar </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">e</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">n Descuento</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En cuanto al valor, en 2024 vimos una oportunidad para invertir aún más en precios y acelerar ganancias en participación. En cuanto a la percepción de precio, vimos una mejora de 70 pb durante el año con crecimiento en todos nuestros formatos. Los esfuerzos en comunicación, artículos clave y la fortaleza de Nuestras Marcas están detrás de este resultado, que ha sido una de nuestras prioridades para complementar con la diferencia de precios que hemos construido. En cuanto al surtido, en el año ampliamos nuestra oferta en </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt"> con licencias de marcas reconocidas como Mickey Mouse, Harry Potter y </span><span style="font-family:'Times New Roman'; font-size:12pt">Hello</span><span style="font-family:'Times New Roman'; font-size:12pt"> Kitty, las cuales tuvieron un gran éxito. Además, como cada año, desde septiembre hasta principios de enero tuvimos nuestros anexos de juguetes "</span><span style="font-family:'Times New Roman'; font-size:12pt">Juguetilandia</span><span style="font-family:'Times New Roman'; font-size:12pt">" en más de cien </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Bodegas con licencias adicionales. Estas extensiones de tienda tienen buenos resultados, posicionándonos como el destino principal para compras de juguetes en México.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestros esfuerzos en la transformación de Walmart Express siguen dando frutos, ya que nuestros clientes están apreciando nuestras iniciativas en cuanto a la mejoras en experiencia del cliente, surtido y perecederos. Tuvimos una gran temporada en Panadería con más de 1 millón de nuestros productos de panadería premium</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">vendidos después de los cambios que hemos realizado a lo largo del año con el regreso de nuestros panaderos premium. La penetración de Nuestras Marcas sigue mejorando. En </span><span style="font-family:'Times New Roman'; font-size:12pt">2024</span><span style="font-family:'Times New Roman'; font-size:12pt">, la penetración incrementó </span><span style="font-family:'Times New Roman'; font-size:12pt">+50</span><span style="font-family:'Times New Roman'; font-size:12pt"> puntos base en comparación con el año anterior. Nuestras marcas propias han sido y seguirán siendo una prioridad para nosotros en los próximos años, ofreciendo los precios que los clientes puedan pagar, por lo que pueden esperar que su participación incremente de manera consistente. Para finalizar, seguimos trabajando en eficiencias en toda la organización y revisando cada proceso. Les hemos estado compartiendo cada </span><span style="font-family:'Times New Roman'; font-size:12pt">año </span><span style="font-family:'Times New Roman'; font-size:12pt">algunos de los resultados. Durante 2024, implementamos el programa de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">“Smart </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Receiving</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">”</span><span style="font-family:'Times New Roman'; font-size:12pt"> internamente desde nuestros Centros de Distribución a Tiendas y Clubes, así como con proveedores de Entrega Directa en Tienda, con beneficios en más </span><span style="font-family:'Times New Roman'; font-size:12pt">entregas de proveedores, una disponibilidad más rápida en piso de venta para los clientes, mejores rotaciones de inventario y una mejora general en productividad.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Omnicanal</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nuestros clientes están valorando la conveniencia de las compras en línea, y estamos refinando continuamente nuestras ofertas digitales y surtido para satisfacer sus necesidades en constante evolución. Para el año completo, el GMV de </span><span style="font-family:'Times New Roman'; font-size:12pt">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> también creció 20% y representó el 7.4% del GMV total. </span><span style="font-family:'Times New Roman'; font-size:12pt">On</span><span style="font-family:'Times New Roman'; font-size:12pt"> Demand como principal impulsor fue beneficiado a lo largo del año gracias a "Despensa a tu Casa" de Bodega, el cual ha demostrado ser un éxito con la tasa de crecimiento más alta entre los formatos. </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Walmart Express también duplicaron su tasa de crecimiento contra 2023 gracias a entregas más rápidas a través de una mayor disponibilidad de slots de entrega mismo día y entregas "Pronto" en hasta 90 minutos. Para Catálogo Extendido, hemos estado mejorando los tiempos de entrega para Marketplace con el objetivo de entregar productos más rápido a nuestros clientes, gracias en parte a los Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt">Fulfillment</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Services</span><span style="font-family:'Times New Roman'; font-size:12pt">. Durante 2024, tuvimos nuestro evento "El Fin Irresistible", nuestro mayor evento estacional del año que tuvo lugar del 7 al 20 de noviembre. Tuvimos más de 170 millones de visitas de </span><span style="font-family:'Times New Roman'; font-size:12pt">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> durante todo el evento. ¡Particularmente el 18 de noviembre fue el día con mayores ventas en la historia de la empresa! Las cifras históricas durante el evento fueron generalizadas en todos nuestros formatos. "Despensa a tu Casa" de Bodega tuvo un crecimiento del 72% contra el año pasado, mientras que nuestros dos formatos de Walmart tuvieron un nivel de servicio récord durante el evento y </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam's</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club alcanzó un número récord de afiliaciones. Además de la transformación tecnológica en la que hemos estado y seguiremos trabajando en la implementación de las </span><span style="font-family:'Times New Roman'; font-size:12pt">Walmart’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> Global </span><span style="font-family:'Times New Roman'; font-size:12pt">Platforms</span><span style="font-family:'Times New Roman'; font-size:12pt">; también nos estamos enfocando en digitalizar y simplificar algunos procesos clave en el camino, como el </span><span style="font-family:'Times New Roman'; font-size:12pt">picking</span><span style="font-family:'Times New Roman'; font-size:12pt"> en tienda, la generación de guías, nuestra aplicación para </span><span style="font-family:'Times New Roman'; font-size:12pt">pickers</span><span style="font-family:'Times New Roman'; font-size:12pt">, entre otros; lo que nos ayuda a reducir tiempos y mejorar la productividad de la tienda, los tiempos de entrega y la experiencia general del cliente.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Ecosistema</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Bait, nuestro negocio de </span><span style="font-family:'Times New Roman'; font-size:12pt">telecomunicaciones,</span><span style="font-family:'Times New Roman'; font-size:12pt"> alcanzó los 18.3 millones de usuarios activos. Estamos emocionados por cómo este negocio continúa ayudando a nuestra estrategia </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> al incrementar la frecuencia mientras crecen las ventas y las utilidades </span><span style="font-family:'Times New Roman'; font-size:12pt">de la vertical trimestre</span><span style="font-family:'Times New Roman'; font-size:12pt"> a trimestre. En cuanto a Soluciones Financieras, durante el evento "El Fin Irresistible", </span><span style="font-family:'Times New Roman'; font-size:12pt">Cashi</span><span style="font-family:'Times New Roman'; font-size:12pt"> fue la aplicación financiera más descargada en México. Continuamos probando las soluciones bancarias open </span><span style="font-family:'Times New Roman'; font-size:12pt">loop</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">Cashi</span><span style="font-family:'Times New Roman'; font-size:12pt"> en nuestro piloto con </span><span style="font-family:'Times New Roman'; font-size:12pt">friends</span><span style="font-family:'Times New Roman'; font-size:12pt"> & </span><span style="font-family:'Times New Roman'; font-size:12pt">family</span><span style="font-family:'Times New Roman'; font-size:12pt">. Nuestro negocio altamente rentable de publicidad, Walmart Connect, registró un crecimiento de 26% en ingresos durante todo el año. Durante2024, continuamos implementando nuestras iniciativas digitales en tienda, como la expansión del espacio publicitario a través de las Pantallas de TV en más de 200 Bodegas y los Tótems digitales en el 80% de nuestros </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenters</span><span style="font-family:'Times New Roman'; font-size:12pt">, que cuentan con una cámara para medir la interacción con el público, una métrica muy valiosa para nuestros anunciantes. Para finalizar, nuestro programa "Walmart y Bodega Aurrera Beneficios " está generando mucha tracción. Al final del 2024, hemos alcanzado 46 millones de clientes </span><span style="font-family:'Times New Roman'; font-size:12pt">contactables</span><span style="font-family:'Times New Roman'; font-size:12pt">. La penetración del programa ya representa alrededor de un tercio de las transacciones totales, lo que nos permite entender mejor a nuestros clientes en formas que antes no podíamos. Esto nos está ayudando a conocer mejor a nuestros clientes y sus misiones de compra, lo que nos lleva a una mejor comunicación para satisfacer sus necesidades. Pronto podremos compartir información adicional sobre lo que estamos aprendiendo de estos clientes. Todavía estamos desarrollando las capacidades para desbloquear el potencial completo del programa.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Desempeño Vs. Mercado</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Este </span><span style="font-family:'Times New Roman'; font-size:12pt">año</span><span style="font-family:'Times New Roman'; font-size:12pt"> vimos la oportunidad de incrementar nuestras</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">inversiones en precio, incluso durante “El Fin Irresistible”. La buena ejecución de estas inversiones, sumado a</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">nuestra propuesta de valor dieron resultados positivos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> C</span><span style="font-family:'Times New Roman'; font-size:12pt">recimos por arriba del mercado de autoservicios y clubes medido por la ANTAD</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">+190pbs en el año</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Centroamérica</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Estamos muy contento con los esfuerzos que están haciendo nuestros equipos, ya que, dada la desaceleración económica de la región, los esfuerzos comerciales y de precios son más importantes que nunca para nuestros clientes. En el año Centroamérica reportó un crecimiento en ventas mismas tiendas de 4.3%, impulsado principalmente por volumen. Es bueno ver a Costa Rica gradualmente salir de la deflación. En cuanto a nuestra ambición </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">, el </span><span style="font-family:'Times New Roman'; font-size:12pt">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> reportó un crecimiento de 73%, gracias a la expansión de tiendas, el lanzamiento de la aplicación móvil, entre otras iniciativas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Tiendas Nuevas</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Aunque las ventas mismas tiendas componen la mayoría de nuestro crecimiento hoy en día, la apertura de nuevas tiendas también es importante. Durante el año abrimos 180 nuevas tiendas, excediendo el número de aperturas del año pasado y representando una cifra récord desde 2013. Estas nuevas tiendas contribuyeron con 1.7% a los ingresos totales, por encima de la guía dada en nuestro </span><span style="font-family:'Times New Roman'; font-size:12pt">Walmex</span><span style="font-family:'Times New Roman'; font-size:12pt"> Day. Estas aperturas incluyeron la tienda número 2,500 de Bodega Aurrera en México y nuestra tienda número 4,000 en la región con la apertura de Walmart Naranjo en Guatemala, la cual fue el primer hipermercado que abrimos en el país desde 2016.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Estamos enfocados en nuestra estrategia de crecimiento y comprometidos con mantener este </span><span style="font-family:'Times New Roman'; font-size:12pt">momentum</span><span style="font-family:'Times New Roman'; font-size:12pt"> hacia adelante. Como les compartimos en nuestro último </span><span style="font-family:'Times New Roman'; font-size:12pt">Walmex</span><span style="font-family:'Times New Roman'; font-size:12pt"> Day, planificamos acelerar la apertura de tiendas en los siguientes años.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Resultados 2023</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nota: </span><span style="font-family:'Times New Roman'; font-size:12pt">Los porcentajes de crecimiento en ventas relacionados a Centroamérica s</span><span style="font-family:'Times New Roman'; font-size:12pt">on sin efecto de tipo de cambio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para el año completo, los ingresos consolidados crecieron 8.2%, alcanzando 9.3% sin efecto de tipo de cambio: 9.3% en México y 9.4% en Centroamérica.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">México</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2023, como resultado de nuestra estrategia, las inversiones en precios y escuchar a nuestros clientes logramos superar al mercado formal medido por la ANTAD en 60 puntos base, siendo el décimo año consecutivo logrando un diferencial positivo vs las cifras de la ANTAD. Esto habla de la consistencia y disciplina de nuestra ejecución en la última década, sumado al trabajo y esfuerzo que nuestros asociados ponen cada día.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Desempeño por formato</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Todos nuestros formatos y divisiones tuvieron crecimiento positivo de nuevo. Observamos un efecto similar con el Fin Irresistible en noviembre al que se reportó en junio con el evento de Hot Sale, donde los consumidores esperaron el momento adecuado, en este tipo de eventos, para comprar productos de alto valor.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Bodega y </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam's</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club continúan dando buenos resultados trimestre tras trimestre, para nuestros 2 formatos Walmart, continuamos trabajando en nuestras iniciativas clave con respecto a nuestra oferta mejorada de perecederos, un catálogo optimizado y un mejor </span><span style="font-family:'Times New Roman'; font-size:12pt">look</span><span style="font-family:'Times New Roman'; font-size:12pt"> & </span><span style="font-family:'Times New Roman'; font-size:12pt">feel</span><span style="font-family:'Times New Roman'; font-size:12pt"> de nuestras tiendas, lo que ya nos ha ayudado a ganar participación en ciertas categorías como frutas y verduras.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam's</span><span style="font-family:'Times New Roman'; font-size:12pt"> Club, el equipo está enfocado en ofrecer los mejores productos y trabajar de una manera más digital para mejorar aún más la experiencia de nuestros socios. Organizamos nuestro evento “Plus Fest”, donde ofrecimos gran valor y artículos únicos para nuestros socios Plus. Tuvimos un crecimiento en ventas del </span><span style="font-family:'Times New Roman'; font-size:12pt">15</span><span style="font-family:'Times New Roman'; font-size:12pt">% en comparación con el mismo evento del año pasado y un incremento en adquisición de todas nuestras diferentes membresías. </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> sigue mostrando impulso en </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam's</span><span style="font-family:'Times New Roman'; font-size:12pt">: las ventas en línea crecieron, convirtiéndose en un factor clave para los resultados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Ganar </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">e</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">n Descuento</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La combinación de los precios más bajos y un catálogo eficiente nos ha ayudado a mantener la confianza de nuestros clientes; esto se refleja en una mejora de 120 puntos base durante el año en la percepción de precios de autoservicios y en nuestro NPS </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> de Bodega que en 2023 aumentó 110 </span><span style="font-family:'Times New Roman'; font-size:12pt">pbs</span><span style="font-family:'Times New Roman'; font-size:12pt"> vs el año pasado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Siempre estamos buscando nuevas formas de servir mejor a nuestros clientes. Por ejemplo, gracias a los resultados positivos que hemos visto en Bodega, habilitamos el primer </span><span style="font-family:'Times New Roman'; font-size:12pt">auto-cobro</span><span style="font-family:'Times New Roman'; font-size:12pt"> dentro de una Bodega Aurrera Express, el cual ha tenido muy buenos resultados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Sabemos lo importante que es la cercanía para los clientes de Bodega, por lo que buscamos continuamente acercarnos y llegar a más de ellos; Bodega Aurrerá Express es nuestro vehículo para lograrlo. Bodega Aurrerá Express es nuestro formato clave de expansión. Además, durante el año logramos el hito de abrir la tienda número 2,400 de nuestros formatos Bodega en Morelos, ayudándonos a alcanzar nuestras metas de expansión para el año.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En </span><span style="font-family:'Times New Roman'; font-size:12pt">Supercenter</span><span style="font-family:'Times New Roman'; font-size:12pt">, por ejemplo, nuestra categoría de “Electrónica, Video y Celulares” alcanzó un crecimiento en ventas de doble digito. Estamos viendo resultados alentadores con las iniciativas clave que hemos estado implementando en nuestros formatos de Walmart con respecto al catálogo, la mejora de la oferta de productos perecederos y el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">look</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> and</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">feel</span><span style="font-family:'Times New Roman'; font-size:12pt"> de algunas tiendas. Para Walmart Express, por ejemplo, el NPS </span><span style="font-family:'Times New Roman'; font-size:12pt">Omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> en 2023 incrementó 710 pb respecto al año pasado, lo que demuestra lo bien que están percibiendo nuestros clientes estos esfuerzos. Dicho esto, reconocemos que estos formatos pueden crecer más rápido y estamos implementando acciones adicionales para lograrlo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para finalizar, Nuestras Marcas continúan siendo un factor clave en nuestros esfuerzos para Ganar en Descuento, creciendo año tras año, lo que refleja la confianza que nuestros clientes tienen en su calidad y valor. Este año lanzamos y relanzamos más de 800 productos y continuamos fortaleciendo la calidad a través de nuestros proveedores para brindar los mejores productos a nuestros clientes y socios.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Omnicanal</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> sigue siendo un impulsor clave. Ya contamos con este servicio en más de 1,200 tiendas; alrededor</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de la mitad de ellas son de nuestros formatos de Bodega, que celebraron el tercer aniversario de Despensa a tu</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Casa.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Estamos adaptando nuestra experiencia </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> a los dif</span><span style="font-family:'Times New Roman'; font-size:12pt">erentes clientes que atendemos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En cuanto al catálogo extendido, los </span><span style="font-family:'Times New Roman'; font-size:12pt">SKUs</span><span style="font-family:'Times New Roman'; font-size:12pt"> de nuestro Marketplace increme</span><span style="font-family:'Times New Roman'; font-size:12pt">ntaron 2.7 veces en comparación </span><span style="font-family:'Times New Roman'; font-size:12pt">con el año pasado, mientras que los </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt"> incrementaron un 50%. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Seguimos evolucionando para brindar el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">nivel de servicio que nuestros clientes esperan. Como saben, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Walmart </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Fulfilment</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Services</span><span style="font-family:'Times New Roman'; font-size:12pt"> es clave para entregar</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">más rápido a nuestros clie</span><span style="font-family:'Times New Roman'; font-size:12pt">ntes y continúa en crecimiento.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En el año completo, nuestro GMV creció 21.7%</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">alcanzando una participación del 6.8% sobre las ventas totales</span><span style="font-family:'Times New Roman'; font-size:12pt"> y nuestras Ventas Netas d</span><span style="font-family:'Times New Roman'; font-size:12pt">e </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> incrementaron 18.3% </span><span style="font-family:'Times New Roman'; font-size:12pt">respecto al 2022.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Estamos consolidando aún más nuestra posición de líderes en </span><span style="font-family:'Times New Roman'; font-size:12pt">Omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt">. Hemos visto a los clientes, después</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de la pandemia, regresar a las tiendas físicas más de lo que pensábamos originalmente, pero seguimos viendo</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">un fuerte tráfico digital y aumento en el valor de los </span><span style="font-family:'Times New Roman'; font-size:12pt">tickets</span><span style="font-family:'Times New Roman'; font-size:12pt">, por lo que seguimos positivos con la aceleración de</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">nuestro plan de crecimiento para </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt">. El </span><span style="font-family:'Times New Roman'; font-size:12pt">ticket</span><span style="font-family:'Times New Roman'; font-size:12pt"> p</span><span style="font-family:'Times New Roman'; font-size:12pt">romedio de nuestros clientes </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> D</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">emand</span><span style="font-family:'Times New Roman'; font-size:12pt"> es de 2.5 a 3</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">veces mayor al de los clientes tradicionales de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">brick</span><span style="font-family:'Times New Roman'; font-size:12pt"> y en el caso de catálogo extendido en Bodega puede llegar</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">hasta 10 veces.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestro enfoque sigue siendo acelerar catálogo extendido impulsado principalmente por </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">marketplace</span><span style="font-family:'Times New Roman'; font-size:12pt">. Estamos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">haciéndole más fácil a los </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">sellers</span><span style="font-family:'Times New Roman'; font-size:12pt"> que trabajen con nosotros, desarrollando nuestras capacidades </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">cross-border</span><span style="font-family:'Times New Roman'; font-size:12pt"> e</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">invirtiendo en tecnología, impulsados por Walmart, para mejorar aún más la experiencia del cliente. Esto sin</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">dejar a un lado el seguir liderando en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">On</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Demand</span><span style="font-family:'Times New Roman'; font-size:12pt"> y ser el destino principal para la compra de abarrotes a</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">domicilio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Ecosistema</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Bait, alcanzó los 11.8 millones de usuarios activos a finales del año, más que duplicando la cifra de 2022. El ritmo de crecimiento en esta</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">vertical se ha vuelto exponencial y gracias a esta estrategia, más clientes tienen acceso de bajo</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">costo a la economía digital. Bait se está convirtiendo en un importante generador de tráfico y representa la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">posibilidad de tener un alcance de clientes digitales 24 horas al día, 7 días a la semana para </span><span style="font-family:'Times New Roman'; font-size:12pt">Walmex</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Walmart Connect tuvo un crecimiento del 34% comparado con el año pasado.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Este crecimiento está en línea </span><span style="font-family:'Times New Roman'; font-size:12pt">con lo que ha sido la constante de un año sólido donde Connect continuamente se ha convertido en una</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">alternativa relevante de publicidad para muchos de nuestros proveedores.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Por otro lado, nuestros Servicios Financieros están ganando relevancia para nuestros clientes no bancarizados</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">para que puedan adquirir la mercancía que necesitan. Este año </span><span style="font-family:'Times New Roman'; font-size:12pt">otorgamos</span><span style="font-family:'Times New Roman'; font-size:12pt"> más de 500 mil créditos y</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">seguiremos trabajando para fortalecer nuestra oferta crediticia a los clientes. Además, al ofrecer a nuestros</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">proveedores la posibilidad de anticipar pagos, logramos un crecimiento de ingresos del 32% en nuestro negocio</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de factoraje durante 2023.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Finalmente, nuestra vertical de Salud tuvo un </span><span style="font-family:'Times New Roman'; font-size:12pt">año</span><span style="font-family:'Times New Roman'; font-size:12pt"> sólido con más de </span><span style="font-family:'Times New Roman'; font-size:12pt">un millón de</span><span style="font-family:'Times New Roman'; font-size:12pt"> membresías de salud vendidas. Estas membresías ofrecen a nuestros</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">clientes acceso a servicios de salud fácil y de bajo costo, descuentos en nuestras farmacias, consultas gratuitas,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">servicios de asistencia, entre otras cosas. Al igual que con otras verticales, es un importante generador de tráfico</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">hacia nuestras farmacias, donde los clientes con una membresía de salud tienen un </span><span style="font-family:'Times New Roman'; font-size:12pt">ticket</span><span style="font-family:'Times New Roman'; font-size:12pt"> de farmacia 4 veces</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">mayor que el de un cliente habitual.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Desempeño Vs. Mercado</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Seguiremos escuchando las necesidades de nuestros clientes, actuando con rapidez e innovando para mejorar</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">constantemente nuestra propuesta de valor y transformar la experiencia de compra para mantener la confianza</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de nuestros clientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2023, gracias a nuestra estrategia</span><span style="font-family:'Times New Roman'; font-size:12pt"> e</span><span style="font-family:'Times New Roman'; font-size:12pt"> invers</span><span style="font-family:'Times New Roman'; font-size:12pt">iones en precio</span><span style="font-family:'Times New Roman'; font-size:12pt">, logramos superar al mercado formal medido por ANTAD en 60</span><span style="font-family:'Times New Roman'; font-size:12pt"> puntos base</span><span style="font-family:'Times New Roman'; font-size:12pt">. Esto marca el décimo año consecutivo de éxito y demuestra nuestra consistencia y disciplina en la ejecución, respaldados por el esfuerzo de nuestros asociados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Centroamérica</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">N</span><span style="font-family:'Times New Roman'; font-size:12pt">uestro enfoque en atender a los clientes, a través de precio</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y catálogo, contribuyó a un crecimiento de las ventas a unidades iguales por encima de la inflación de la región.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El crecimiento se vio afectado por las manifestaciones políticas en oc</span><span style="font-family:'Times New Roman'; font-size:12pt">tubre en Guatemala y la presión </span><span style="font-family:'Times New Roman'; font-size:12pt">deflacionaria en Costa Rica, que fueron parcialmente compensadas por el crecimiento de volumen en todos los</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">mercados. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El impulso </span><span style="font-family:'Times New Roman'; font-size:12pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:12pt"> continúa, lanzándose gradualmente en Bodegas de Costa</span><span style="font-family:'Times New Roman'; font-size:12pt"> Rica mientras se avanza con la </span><span style="font-family:'Times New Roman'; font-size:12pt">implementación en Guatemala que inició durante el tercer trimestre de 2023. Las ventas totales de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">eCommerce</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">tuvieron un crecimiento positivo de doble dígito</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Estamos trabajando para gradualmente construir un ecosistema que deberí</span><span style="font-family:'Times New Roman'; font-size:12pt">a traer más oportunidades en el </span><span style="font-family:'Times New Roman'; font-size:12pt">futuro.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Tiendas Nuevas</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La contribución de las tiendas nuevas al crecimiento de las ventas consolidadas fue del 1.5% para todo el año.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestros formatos de Bodega lideraron en términos de aperturas y también hemos retomado nue</span><span style="font-family:'Times New Roman'; font-size:12pt">stro plan de </span><span style="font-family:'Times New Roman'; font-size:12pt">crecimiento de tiendas en Guatemala.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2023 abrimos 162 tiendas, lo que representa una cifra récord desde 2013. Planeamos acelerar esto aún más</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en los próximos años. Continuamos viendo espacio para abrir tiendas nuevas y estamos contentos con los</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">resultados de estas nuevas aperturas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Balance 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">5</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante el año, generamos 89.2 mil millones de pesos en efectivo proveniente de las operaciones, lo que refleja la fortaleza de nuestro negocio </span><span style="font-family:'Times New Roman'; font-size:12pt">core</span><span style="font-family:'Times New Roman'; font-size:12pt">. El capital de trabajo representó un beneficio neto de aproximadamente 2.4 mil millones de pesos, impulsado por mejoras en inventarios. Seguimos viendo oportunidades adicionales para mejorar el inventario en los próximos años, apoyados de una mayor automatización de procesos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las inversiones en CAPEX totalizaron 39 mil millones de pesos, enfocadas en proyectos de alto retorno, incluyendo aperturas de tiendas, cadena de suministro, tecnología y capacidades digitales. Estas inversiones estuvieron ligeramente por debajo de lo que compartimos en </span><span style="font-family:'Times New Roman'; font-size:12pt">Walmex</span><span style="font-family:'Times New Roman'; font-size:12pt"> Day, principalmente por un desfase en inversiones de tiendas y algunos retrasos en proyectos tecnológicos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Devolvimos 37.7 mil millones de pesos a nuestros accionistas a través de dividendos y recompra de acciones. Cerramos el año con una posición de efectivo de 28.6 mil millones de pesos, manteniendo un balance sólido y flexible que apoya tanto el crecimiento como el retorno a los accionistas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">También, queremos compartir que actualmente estamos trabajando en nuestra propuesta de retorno de capital para 2026, que incluirá dividendos y recompra de acciones, con el objetivo de encontrar la mejor forma de regresar valor a los accionistas de manera disciplinada y sostenible.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Balance 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">4</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El efectivo disminuyó 10.2% en comparación con el mismo período de 2023. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los inventarios crecieron 16.4%, por encima del crecimiento de las ventas, debido a un incremento de inventario para mejorar niveles de </span><span style="font-family:'Times New Roman'; font-size:12pt">in-stock</span><span style="font-family:'Times New Roman'; font-size:12pt"> a principios de 2025 y a menores ventas en ciertas categorías. Estamos priorizando la mejora de nuestros días de inventario para 2025, fortaleciendo nuestra disciplina de capital en esta área.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Y finalmente, las cuentas por pagar crecieron aproximadamente en línea con las ventas, reportando un crecimiento de 6.6% en comparación con el año anterior.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En los últimos doce meses, generamos $92.1 mil millones de pesos en efectivo. Invertimos $34.8 mil millones de pesos en CAPEX en proyectos de alto retorno para acelerar el crecimiento, por arriba del mercado y en línea con la guía proporcionada en nuestro </span><span style="font-family:'Times New Roman'; font-size:12pt">Walmex</span><span style="font-family:'Times New Roman'; font-size:12pt"> Day.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Devolvimos $37.4 mil millones de pesos a nuestros accionistas en forma de dividendos; nuestro capital de trabajo para el período requirió $8.3 mil millones de pesos, debido al aumento en inventarios mencionado anteriormente, y pagamos $16.4 mil millones de pesos en impuestos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En resumen, nuestra posición de efectivo finalizó el </span><span style="font-family:'Times New Roman'; font-size:12pt">año </span><span style="font-family:'Times New Roman'; font-size:12pt">en $36.5 mil millones de pesos. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Continuaremos creando valor para nuestros accionistas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Balance 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">3</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2023, incrementamos significativamente</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">nuestra </span><span style="font-family:'Times New Roman'; font-size:12pt">ejecución de </span><span style="font-family:'Times New Roman'; font-size:12pt">Capex</span><span style="font-family:'Times New Roman'; font-size:12pt"> invirtiendo </span><span style="font-family:'Times New Roman'; font-size:12pt">28.</span><span style="font-family:'Times New Roman'; font-size:12pt">8</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">mil millones de pesos en proyectos de alto retorno, por encima de</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">nuestra guía, debido a oportunidades para acelerar nuestra expansión orgánica, lo que refleja nuestro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">compromiso de acelerar nuestra historia de crecimiento.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Pagamos casi 20 mil millones de pesos en impuestos y el fondo de nuestro plan de acciones requirió más de 4 mil millones de pesos. Operamos nuestro programa de recompra de acciones por un valor cercano a mil millones de pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2023, tuvimos una generación de efectivo de 83.8 mil millones de pesos y 9.9 mil millones de pesos a través de capital de trabajo, este último ayudándonos a mejorar la eficiencia del capital.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Devolvimos 46.3 mil millones de pesos a nuestros accionistas en forma de dividendos, 57% más respecto al año pasado, debido al dividendo extraordinario pagado en abril.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Con todo esto, cerramos el año con una posición de efectivo de 40.7 mil millones de pesos. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra estrategia se traduce en creación de valor para nuestros accionistas con mejores retornos sobre inversión.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para Walmart de México y Centroamérica, tener los más altos estándares en cumplimiento regulatorio y un adecuado sistema de control es fundamental para el logro de sus objetivos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El control interno existente en la Compañía está orientado a garantizar:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La protección de los activos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El cumplimiento de la ley y las políticas establecidas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El registro adecuado de las operaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La obtención de información financiera confiable y oportuna.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Prevenir, identificar y detectar fraudes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Apoyamos el control de nuestra gestión en diversos sistemas administrativos con el fin de tener un control detallado de las operaciones, dar cumplimiento a requerimientos normativos y fiscales y obtener </span><span style="font-family:'Times New Roman'; font-size:12pt">mayor información</span><span style="font-family:'Times New Roman'; font-size:12pt"> sobre todas nuestras operaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestros procesos de control son dinámicos y se adaptan continuamente al ambiente cambiante de México y los efectos de la globalización en la economía:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Políticas y Procedimientos.</span>
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<p style="margin:0pt 0pt 0pt 56.1pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:Calibri; font-size:12pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:12pt">Ambiente regulatorio restrictivo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Control Contable.</span>
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<span style="font-family:Calibri; font-size:12pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:12pt">Catálogo de cuentas.</span>
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<p style="margin:0pt 0pt 0pt 56.1pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:Calibri; font-size:12pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:12pt">Guías contables y asignación de cuentas de Balance.</span>
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<p style="margin:0pt 0pt 0pt 56.1pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:Calibri; font-size:12pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:12pt">Conciliaciones mensuales y reportes de excepción.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Segregación de Funciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Además, como empresa pública, Walmart de México y Centroamérica opera con las mejores prácticas de Gobierno Corporativo:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Código de Ética.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Consejo de Administración integrado en términos de lo dispuesto en la Ley del Mercado de Valores.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Comité de Auditoría y </span><span style="font-family:'Times New Roman'; font-size:12pt">Prácticas Societarias.</span>
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<li style="margin:0pt 0pt 0pt 30.62pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Transparencia financiera y comunicación de información relevante.</span>
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<li style="margin:0pt 0pt 0pt 30.62pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Política de puertas abiertas, por medio de la cual los asociados pueden reportar cualquier situación anómala hacia niveles jerárquicos superiores al que le reporta.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Revisiones al Control Interno de las principales cuentas del Estado de Resultados y Balance General</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo US GAAP,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de acuerdo a</span><span style="font-family:'Times New Roman'; font-size:12pt"> la Ley Sarbanes-Oxley de Estados Unidos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Revisiones a los Controles Financieros de las cuentas del Estado de Resultados y Balance General que resultan relevantes para lo establecido en las disposiciones FCPA (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Foreign </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Corrupt</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Practices</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Act</span><span style="font-family:'Times New Roman'; font-size:12pt">) de Estados Unidos de América.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La preparación de los estados financieros requiere el uso de estimaciones contables y supuestos basados en la experiencia histórica y otros factores en la valuación de algunos de sus renglones; los resultados reales pueden diferir de estas estimaciones. Las estimaciones y supuestos se revisan periódicamente y consisten principalmente en:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Estimaciones contables como deterioro de cuentas por cobrar, inventarios, de inmuebles, equipo, activos por derecho de uso, propiedades de inversión, crédito mercantil y probabilidad de éxito de contingencias legales y fiscales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Supuestos utilizados como la tasa de descuento para la determinación del pasivo por arrendamiento; la Compañía revisa anualmente la vida útil estimada de inmuebles y equipo, y activos intangibles con vida útil definida; la determinación de su valor recuperable involucra juicios significativos como la estimación de flujos de efectivo futuros del negocio, la tasa de descuento y la tasa de interés; el valor presente de las obligaciones laborales depende de factores que se determinan a través de valuaciones actuariales que involucran el uso de hipótesis económicas como tasa de descuento, tasa de inflación, crecimiento salarial e incremento en el salario mínimo; y el valor razonable de instrumentos financieros derivados y propiedades de inversión.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A partir de 1998, los Estados Financieros Consolidados de la compañía y sus subsidiarias al 31 de diciembre de cada año, han sido auditados por Mancera, S.C., integrante de Ernst & Young Global </span><span style="font-family:'Times New Roman'; font-size:12pt">Limited</span><span style="font-family:'Times New Roman'; font-size:12pt">, emitiendo una opinión sin salvedad para cada uno de los ejercicios auditados. La designación del Auditor Externo de la Compañía es facultad del Consejo de Administración de Wal-Mart de México, S.A.B. de C.V., previa opinión del Comité de Auditoría. Los honorarios aprobados para la auditoría de estados financieros y otros servicios al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> ascendieron a </span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">7.2</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La c</span><span style="font-family:'Times New Roman'; font-size:12pt">ompañía tiene operaciones con Walmart Inc., y otras partes relacionadas, consistentes en compra de mercancía, pago de servicios y regalías, las cuales se realizan en condiciones de mercado.</span>
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<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#2e74b5">Saldos con partes relacionadas</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">, el estado consolidado </span><span style="font-family:'Times New Roman'; font-size:12pt">de situación financiera incluye </span><span style="font-family:'Times New Roman'; font-size:12pt">los</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">siguientes saldos con partes relacionadas:</span>
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<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:100%">
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<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:34.12%">
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<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.06%">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Diciembre 31,</span>
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<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal">20</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal">25</span>
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<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.54%">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Diciembre 31,</span>
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<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal">20</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal">24</span>
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<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Diciembre 31,</span>
</p>
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">20</span><span style="font-family:Calibri; font-size:10pt">23</span>
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<span style="font-family:Calibri; font-size:10pt">Cuentas por pagar:</span>
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<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
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<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
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<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.54%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
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<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
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<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
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<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">C.M.A. – U.S.A., L.L.C.</span>
</p>
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<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.06%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ 1</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">207</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">719</span>
</p>
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<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
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<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.54%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ 1</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,147,599</span>
</p>
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<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">801,317</span>
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<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:34.12%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">WMGS Commercial Services Limited</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.06%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">31,190</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.54%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">47,931</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">28,257</span>
</p>
</td>
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<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:34.12%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.06%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">1,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">238</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">909</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.54%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">1,195,530</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">829,574</span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:34.12%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.06%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.54%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:34.12%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">Otras cuentas por pagar a corto plazo:</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.06%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.54%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:34.12%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">Walmart Inc. </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.06%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">1,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">429</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">436</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.54%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">1,754,150</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">1,331,668</span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:34.12%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">WMGS Commercial Services Limited</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.06%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">6</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">2</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">115</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.54%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">69,888</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">52,797</span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:34.12%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">Newgrange Platinum Services LTD</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.06%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">-</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.54%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">3,126</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">37,742</span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:34.12%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.06%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">1,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">491</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">551</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.54%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">1,827,164</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">1,422,207</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:100%">
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:34.12%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">Otras cuentas por pagar a largo plazo:</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.06%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.54%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:34.12%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">Walmart Inc. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.06%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt"> </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt"> </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt"> 38</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">889</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:1.64%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.54%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt"> </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">65,462</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.4%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:21.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt"> 133,834</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los saldos por cobrar y por pagar a partes relacionadas están formados por saldos de cuenta corriente, sin intereses, pagaderos en efectivo, para los cuales no existen garantías. Los saldos con partes relacionadas se consideran recuperables, y, por consiguiente, por el año que terminó el 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> no hubo gastos por incobrabilidad de saldos con partes relacionadas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#2e74b5">Operaciones con partes relacionadas</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">WALMEX tiene celebrados los siguientes contratos por tiempo indefinido con partes relacionadas:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Importaciones de mercancía para la venta, sin intereses y pagaderos mensualmente con CMA USA LLC.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Comisiones por servicios de procuración a WMGS </span><span style="font-family:'Times New Roman'; font-size:12pt">Commercial</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Services</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Limited</span><span style="font-family:'Times New Roman'; font-size:12pt"> pagaderos de forma recurrente. </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Asistencia técnica y servicios con Walmart Inc., pagaderos mensualmente.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Servicios administrativos y de procesos con Walmart Inc. (anteriormente con </span><span style="font-family:'Times New Roman'; font-size:12pt">Newgrange</span><span style="font-family:'Times New Roman'; font-size:12pt"> Platinum Service, LTD hasta el 31 de agosto de 2024) pagaderos mensualmente</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</li>
<li style="margin:0pt 0pt 8pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Regalías por uso de marcas y Know-How con Walmart Inc., pagaderas trimestralmente con base en un porcentaje sobre las ventas de los negocios de autoservicio y </span><span style="font-family:'Times New Roman'; font-size:12pt">Sam’s</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Todas las operaciones se realizan en condiciones de mercado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">A continuación, se presentan los montos de las operaciones con partes relacionadas por los años que terminaron el 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">, respectivamente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:103.36%">
<tr style="height:13.2pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:32.14%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.24%">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Diciembre 31,</span>
</p>
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal">20</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal">25</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:4.56%">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.84%">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Diciembre 31,</span>
</p>
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal">20</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal">24</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.46%">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:19.76%">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Diciembre 31,</span>
</p>
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal">20</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal">23</span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:32.14%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">Compras y comisiones por importaciones de mercancía para la venta:</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:4.56%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.84%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.46%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:19.76%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:32.14%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">C.M.A. – U.S.A., L.L.C. </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">6,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">689</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">729</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:4.56%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.84%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">6,071,824</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.46%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:19.76%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">5</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">406,569</span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:32.14%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">WMGS </span><span style="font-family:Calibri; font-size:10pt">Commercial</span><span style="font-family:Calibri; font-size:10pt"> </span><span style="font-family:Calibri; font-size:10pt">Services</span><span style="font-family:Calibri; font-size:10pt"> </span><span style="font-family:Calibri; font-size:10pt">Limited</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">8</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">30</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">12</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">9</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:4.56%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.84%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">853,559</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.46%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:19.76%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">874,819</span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:32.14%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">7</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">519</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">858</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:4.56%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.84%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">6,925,383</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.46%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:19.76%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">6,281,388</span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:32.14%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">Costos y gastos por asistencia técnica, servicios y regalías:</span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.24%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:4.56%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:20.84%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.46%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:19.76%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:32.14%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">Walmart Inc. </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">1</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">1</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">523</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">698</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:4.56%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.84%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">10,142,075</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.46%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:19.76%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">9,245,998</span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:32.14%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">Newgrange Platinum Service, LTD</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">-</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:4.56%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.84%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">471,530</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.46%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:19.76%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">551,659</span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:32.14%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.24%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">1</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">1</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">523</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">698</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:4.56%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:bottom; width:20.84%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">10,613,605</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:2.46%">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt; color:#ffffff"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.5pt; padding-right:1.5pt; vertical-align:top; width:19.76%">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; font-weight:normal; letter-spacing:0.9pt">9,797,657</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#2e74b5">Remuneraciones a principales funcionarios</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las remuneraciones a los principales funcionarios y al Consejo de Administración por los años terminados el 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> y 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">, se integran como sigue:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:431.05pt">
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:161.65pt">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:74.8pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Diciembre 31,</span>
</p>
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal">20</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal">25</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:1.5pt">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:74.8pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Diciembre 31,</span>
</p>
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal">20</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal">24</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:1.5pt">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:74.8pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Diciembre 31,</span>
</p>
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:normal">20</span><span style="font-family:Calibri; font-size:10pt; font-weight:normal">23</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:161.65pt">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">Beneficios a corto plazo</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:74.8pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ 1</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">778</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">176</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:1.5pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:74.8pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">2,062,959</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:1.5pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:74.8pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ 2</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">022</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">879</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:161.65pt">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">Beneficios por terminación</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:74.8pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">237</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">896</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:1.5pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:74.8pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">118,701</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:1.5pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:74.8pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">82,857</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:161.65pt">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt">Beneficios basados en acciones</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:74.8pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">2</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">0</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,3</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">80</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:1.5pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:74.8pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">23,315</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:1.5pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:74.8pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">92,303</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:161.65pt">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:74.8pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">2,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">036</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">452</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:1.5pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:74.8pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ </span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">2,204,975</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:1.5pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:74.8pt">
<p style="margin:1pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">$ 2</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">,</span><span style="font-family:Calibri; font-size:10pt; letter-spacing:0.9pt">198,039</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Consejo de Administración</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Composición al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">5</span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">.</span>
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<p style="margin:0pt 0pt 0pt 216pt; text-indent:36pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Miembro desde </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Presidente</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Guilherme Loureiro </span><span style="width:8.7pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> 2016</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Miembros</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">María Teresa Arnal*</span><span style="width:8.05pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> 2022</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Cristian Barrientos Pozo</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="width:23.02pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Elizabeth Kwo*</span><span style="width:30.36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> 2022</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Eric </span><span style="font-family:'Times New Roman'; font-size:12pt">Pérez</span><span style="font-family:'Times New Roman'; font-size:12pt">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Grovas*</span><span style="width:13.71pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> 2018</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Karthik Raghupathy</span><span style="width:10.35pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> 2022</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Viridiana Ríos*</span><span style="width:31.68pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> 20</span><span style="font-family:'Times New Roman'; font-size:12pt">24</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">V</span><span style="font-family:'Times New Roman'; font-size:12pt">e</span><span style="font-family:'Times New Roman'; font-size:12pt">nessa </span><span style="font-family:'Times New Roman'; font-size:12pt">Yates</span><span style="width:1.69pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> 2024</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Gillian Larkins</span><span style="width:35.02pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Rachel Brand</span><span style="width:6.36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> 2025</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Jorge Mora*</span><span style="width:11.02pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> 2025</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">*Consejeros independientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Composición y periodicidad</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Se integra únicamente por </span><span style="font-family:'Times New Roman'; font-size:12pt">miembros</span><span style="font-family:'Times New Roman'; font-size:12pt"> propietarios.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Los cargos de Presidencia Ejecutiva y Dirección General se encuentran limitados únicamente a funcionarios de</span><span style="font-family:'Times New Roman'; font-size:12pt"> la Sociedad y sus subsidiarias.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Los miembros son nombrados cada año por los accionistas en la Asamblea General Anual Ordinaria de la Sociedad</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">o son ratificados cuando previamente fueron nombrados provisionalmente por el Consejo de Administración</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El Consejo de Administración se reúne por lo menos c</span><span style="font-family:'Times New Roman'; font-size:12pt">uatro veces al año. Durante 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, se reunió en </span><span style="font-family:'Times New Roman'; font-size:12pt">ocho</span><span style="font-family:'Times New Roman'; font-size:12pt"> ocasiones. El promedio de asistencia a las reuniones fue de </span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt">8.8</span><span style="font-family:'Times New Roman'; font-size:12pt">%.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Los consejeros independientes deben representar cuando menos el 25% del total de consejeros. Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, el </span><span style="font-family:'Times New Roman'; font-size:12pt">45.5</span><span style="font-family:'Times New Roman'; font-size:12pt">% de los consejeros son independientes.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La antigüedad promedio de los miembros del</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Consejo de Administración es de 3</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span><span style="font-family:'Times New Roman'; font-size:12pt">6 años</span><span style="font-family:'Times New Roman'; font-size:12pt">*</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La minoría de accionistas, cuyas acciones representen cuando menos 10% de las acciones del capital social de la Sociedad, tienen el derecho de designar y revocar a un miembro del Consejo de Administración. La designación que hagan sólo podrá removerse cuando los demás miembros del Consejo de Administración s</span><span style="font-family:'Times New Roman'; font-size:12pt">ean revocados. Al cierre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">8</span><span style="font-family:'Times New Roman'; font-size:12pt">.6</span><span style="font-family:'Times New Roman'; font-size:12pt">% de las acciones de la Sociedad circulan entre el público inversionista.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">d</span><span style="font-family:'Times New Roman'; font-size:12pt">e los miembros son mujeres, es </span><span style="font-family:'Times New Roman'; font-size:12pt">decir</span><span style="font-family:'Times New Roman'; font-size:12pt"> el </span><span style="font-family:'Times New Roman'; font-size:12pt">54.5</span><span style="font-family:'Times New Roman'; font-size:12pt">%</span>
</li>
<li style="margin:0pt 0pt 8pt 28.52pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de los miembros son independientes, es decir el </span><span style="font-family:'Times New Roman'; font-size:12pt">45.5</span><span style="font-family:'Times New Roman'; font-size:12pt">%</span>
</li>
</ul>
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:108%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">* Este cálculo incluye a todos los miembros del Consejo de Administración que desempeñaron funciones durante el 2025. Para los consejeros que dejaron sus cargos durante el 2025 pero antes del 31 de diciembre, su permanencia se calculó desde su fecha de nombramiento hasta la fecha en que dejaron sus cargos. Este ajuste garantiza que el promedio refleje con precisión los periodos reales de servicio de todos los consejeros.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Otras prácticas</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El Consejo evalúa el desempeño de cada consejero.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Los consejeros independientes tienen experiencia en el giro principal y las áreas</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">estratégicas de la empresa.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El Consejo tiene acceso a asesores independientes.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El Presidente del Consejo</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">no </span><span style="font-family:'Times New Roman'; font-size:12pt">actúa</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">como </span><span style="font-family:'Times New Roman'; font-size:12pt">S</span><span style="font-family:'Times New Roman'; font-size:12pt">ecretario</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y no preside</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los Comités de </span><span style="font-family:'Times New Roman'; font-size:12pt">Auditoría y de Prácticas Societarias</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Principales responsabilidades</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Elegir al Presidente Ejecutivo y Director General.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Funcionar como asesor/consejero de la alta dirección de la empresa.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Trabajar con la Dirección General para desarrollar las estrategias generales de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y de sus subsidiarias.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Vigilar la gestión y conducción de la Sociedad y sus subsidiarias.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Aprobar las políticas de información y comunicación con los accionistas y el mercado.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Promover que la estrategia general esté alineada a los principios ASG de la empresa</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El Consejo de Administración apoya su gestión en dos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">comités, cuya labor es analizar los temas de su competencia con mayor detalle y ofrecer una recomendación al Consejo para que estudie la información y tome la decisión que logre la mayor creación de valor para los accionistas y terceros interesados</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Nota: </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">E</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">l </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">2</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">0</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">abril</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">6</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">la Asamblea de Accionistas de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Walmex</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">: </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">(i)</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">aceptó las renuncias de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Guilherme Loureiro </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">a su cargo </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">como consejero propietario y presidente del Consejo</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> de Administración</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">, de</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Karthik Raghupathy</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">, Ernesto Cervera y de Ignacio Caride</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> a sus cargos como </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">c</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">onsejeros</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> propietarios;</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">y (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">ii</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">) s</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">e ratific</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">ó</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> el nombramiento de Kyle Kinnard como consejero propietario</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> -quien también fue nombrado por el Consejo de Administración como</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> presidente del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">mismo</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">, y de Cristian Barrientos como consejero propietario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Comités de Auditoría y Prácticas Societarias</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, los comités estaban integrados por </span><span style="font-family:'Times New Roman'; font-size:12pt">tres </span><span style="font-family:'Times New Roman'; font-size:12pt">consejeros, todos ellos independientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Composición al 31</span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">5</span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Presidente</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Jorge Mora</span><span style="font-family:'Times New Roman'; font-size:12pt">*</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Miembros</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Eric Pérez-Grovas</span><span style="font-family:'Times New Roman'; font-size:12pt">*</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Elizabeth Kwo</span><span style="font-family:'Times New Roman'; font-size:12pt">*</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">* Consejeros independientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Nota:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Jorge Mora fue designado Presidente de los Comités de Auditoría y Prácticas Societarias mediante resolución de la Asamblea General de Accionistas celebrada el 8 de julio de 2025, con efectos a partir del 1 de noviembre de 2025. Ernesto Cervera ocupó dicho cargo hasta el 31 de octubre de 2025</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Principales responsabilidades</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Opinar sobre la contratación</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">del</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">auditor externo de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">determinación</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">sus honorarios.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Cerciorarse que el esquema de control interno de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad y de sus subsidiarias</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">sea adecuado y de que se cumplan las disposiciones contables y legales aplicables, así como revisar las operaciones de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad y sus de subsidiarias</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">con partes relacionadas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Revisar los estados financieros y asegurarse de que reflejan fielmente las condiciones financieras de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad. También cuentan con un procedimiento para recibir, retener y responder a las quejas relacionadas con prácticas y controles contables, así como con cuestiones de auditoría.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Además,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">tienen la autoridad y los recursos necesarios para contratar abogados y cualquier otro tipo de asesor externo que requieran para cumplir con sus responsabilidades.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Disminuir el riesgo de que se lleven a cabo operaciones en condiciones desventajosas para el patrimonio de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad o que se privilegie a un grupo determinado de accionistas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Aprobar las políticas para el uso o goce de los bienes que integran el patrimonio de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Autorizar operaciones con partes relacionadas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Apoyar al Consejo de Administración en la elaboración de los informes sobre prácticas contables.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Tener reuniones privadas y recibir reportes periódicos de las áreas de auditoría interna, legal y cumplimiento y comportamiento ético.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Convocar a asambleas de accionistas y cerciorarse de que se inserten en el orden del día los puntos que estimen pertinentes.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Principales requisitos y prácticas</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Vigilar que los auditores externos no prest</span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt"> servicios de consultoría a la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Todos los miembros</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">deben ser </span><span style="font-family:'Times New Roman'; font-size:12pt">consejeros independientes,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">expertos en finanzas</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Vigilar que se rote</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">periódicamente al socio de la firma de auditores externos que dictamina los estados financieros de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Comité de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Compensación y Planeación de Sucesión</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, el comité estaba integrado por tres consejeros</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Composición al 31de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">5</span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Miembros</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Guilherme Loureiro (Presidente)</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Viridiana Ríos</span><span style="font-family:'Times New Roman'; font-size:12pt"> *</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">María Teresa Arnal *</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">*C</span><span style="font-family:'Times New Roman'; font-size:12pt">onsejeros independientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Principales responsabilidades</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:5pt 0pt 0pt 46.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Apoyar al Consejo de Administración en el cumplimiento de sus responsabilidades relacionadas con la compensación y la planificación de la sucesión de los consejeros,</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ejecutivos clave y asociados.</span>
</li>
<li style="margin:0pt 0pt 0pt 46.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Recomendar estructuras y niveles de remuneración para los ejecutivos clave y orientar el desarrollo de planes de sucesión para los altos directivos y consejeros.</span>
</li>
<li style="margin:0pt 0pt 0pt 46.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Realizar una revisión anual de las metas y objetivos corporativos, presentar recomendaciones al Consejo y evaluar su desempeño.</span>
</li>
<li style="margin:0pt 0pt 0pt 46.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Evaluar anualmente y recomendar la compensación de los ejecutivo</span><span style="font-family:'Times New Roman'; font-size:12pt">s al Consejo de Administración, en estrecha colaboración con el Director General.</span>
</li>
<li style="margin:0pt 0pt 0pt 46.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Supervisar el diseño general y la revisión de los programas de compensación y prestaciones de la empresa para todos los asociados.</span>
</li>
</ul>
<p style="margin:5pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Nota:</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> Viridiana Ríos fue designada como integrante del Comité de Compensación y Planeación de Sucesión en la sesión del Consejo de Administración celebrada el 28 de octubre de 2025, con efectos a partir del 1 de noviembre de 2025. Ernesto Cervera ocupó dicho cargo hasta el 31 de octubre de 2025.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Consejo de Fundación Walmart de México</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">El Consejo de Fundación Walmart de México está integrado por 11 miembros ejecutivos, de los cuales 6 son consejeros independientes, y se reúne 4 veces al año.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">La Fundación Walmart de México se dedica a apoyar a la comunidad y promover el desarrollo local mediante la implementación de programas de alto impacto</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Miembros al 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">2</span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">5</span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejeros Propietarios:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembros del Consejo</span><span style="font-family:'Times New Roman'; font-size:12pt">:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:5pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Juan Carlos Alarcón</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Cristian Barrientos Pozo</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Roberto Delgado</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Jorge Familiar*</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Paulo Garcia</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Julie Gherki</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Kathleen McLaughlin</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Marinela Servitje*</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Javier Treviño</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">José Luis Torres*</span>
</li>
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Adriana Velázquez</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">*C</span><span style="font-family:'Times New Roman'; font-size:12pt">onsejeros independientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#2e74b5">Principales Funcionarios al </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#2e74b5">17</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#2e74b5"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#2e74b5">de abril de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#2e74b5">6</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr style="height:14.4pt">
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">CRISTIAN BARRIENTOS POZO</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Presidente Ejecutivo y Director General (CEO)</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">27 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">JUAN CARLOS AJA</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">JUAN CARLOS ALARCÓN</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Llena tu </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Refri</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente Senior </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Recursos Humanos México-CAM</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">30 años de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">13 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">EDMUNDO DELGADO</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">ALEXANDRE VIANA FRANCA</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Operaciones W2</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente</span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic"> Contraloría México-CAM</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">27 años de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">1 año de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">PEDRO MARTIN PATIÑO GONSENHEIM</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">LUIS ALFREDO VIDAL MELO</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente Consultor </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Capital Humano Operaciones</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Recursos Humanos Centroamérica</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">18 años de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">4 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">FRANCIA PRISCILA DEL CARMEN ALARCON</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">MILTON BRANDT</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidenta </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Impuestos</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Finanzas CAM</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">7 años de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">8 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">GUILLERMO EMILIO BARRETO AREAS</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">JOSE ANGEL GALLEGOS VILLASEÑOR</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Planeación Financiera y Operaciones</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de</span><span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Operaciones </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Sam's</span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic"> Club</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">4 años de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">21 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">JOSE ANGEL SANCHEZ VILLALOBOS</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">NAYELLI GUTIERREZ ARISTA</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de</span><span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Compras Perecederos</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidenta </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Auditoría de México y Centroamérica</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">20 años de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">9 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">JAVIER ANDRADE</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">PAULO JORGE DA ENCARNACAO CALADO GARCIA</span>
</p>
</td>
</tr>
<tr style="height:23.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente</span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic"> </span><span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Senior </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de</span><span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Compras Autoservicio</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente Senior (CFO) </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Administración y Finanzas México y Centroamérica</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">26 años de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">5 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">MICHELLE BENAVIDES UGARTECHEA</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">GERARDO ARTURO ADAME LEGORRETA</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidenta Senior</span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic"> de Legal y Prevención México y Centroamérica</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente</span><span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Walmart Connect & Data Ventures</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">1 año de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">4 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">MARIANA REBECA GONZALEZ GARCIA</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">PRATHIBHA RAJASHEKHAR</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidenta </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Compras Entretenimiento y Temporada</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidenta Senior de Operaciones </span><span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Sam’s</span><span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic"> Club</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">18 años de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">15 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">PAUL RANDALL LEWELLEN</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">TOMAS ANDRES DURANDEAU LABARCA</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente Senior </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Operaciones y </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Omnicanal</span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic"> </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente Senior</span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic"> Operaciones Bodega Aurrera</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">1 año de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">4 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">SANDRO NORBERTO DO NASCIMENTO</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">DANILO PAFFI MONTEIRO</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Cadena de Suministro</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Tecnología México y Centroamérica</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">3 año de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">3 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">JAVIER TREVIÑO CANTU</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">BEATRIZ NÚÑEZ</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente Senior </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Asuntos Corporativos Mex-CAM</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidenta Senior </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Growth</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">4 años de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">8 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">MICHELLE AIDA MC AULIFFE</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">YVONNE ALEJANDRA PACZKA</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Compras Mercancías Generales</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidenta </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Consultor De Capital Humano Y Transformación</span>
</p>
</td>
</tr>
<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">1 año de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">8 años de experiencia en la empresa</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">IGNACIO ANDRES BALADRON CORREA</span>
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<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">CRISTINA RONSKI</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Compras Centroamérica</span>
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<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Directora General </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Walmart Centroamérica</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">20 años de experiencia en la empresa</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">7 años de experiencia en la empresa</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">TODD RAY STARBUCK</span>
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<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">JAIME LUIS HERNANDEZ PALACIOS</span>
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<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Cadena De Suministro Transformación</span>
</p>
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<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Operaciones Centroamérica</span>
</p>
</td>
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<tr style="height:14.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">2 año</span><span style="font-family:Calibri; font-size:9pt; font-style:italic">s</span><span style="font-family:Calibri; font-size:9pt; font-style:italic"> de experiencia en la empresa</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">18 años de experiencia en la empresa</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">MARIANA ALEJANDRA FONSECA MEDINA</span>
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<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">ADRIANA VELÁZQUEZ</span>
</p>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidenta </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Oficina del Cliente</span>
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<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidenta </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">de Ética y Cumplimiento</span>
</p>
</td>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">1 año de experiencia en la empresa</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">14 años de experiencia en la empresa</span>
</p>
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<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">GASTÓN WAINSTEIN</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">JUAN MANUEL EUGENI</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente Senior </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Desarrollo Bienes Raíces y Cadena de Suministro</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Operaciones Bodega Aurrera México</span>
</p>
</td>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">25 años de experiencia en la empresa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">18 años de experiencia en la empresa</span>
</p>
</td>
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<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">EDUARDO VILLARREAL HOLGUERA</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic"> </span>
</p>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic">Vicepresidente </span><span style="font-family:Calibri; font-size:9pt; font-weight:normal; font-style:italic">Operaciones W2</span>
</p>
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<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic">11 años de experiencia en la empresa</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:9pt; font-style:italic"> </span>
</p>
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<td style="width:284.5pt; border:none">
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">No existe parentesco entre ninguno de los miembros del Consejo de Administración entre sí, ni con los funcionarios del Consejo (Secretario y Prosecretario).</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Es importante señalar que ningún Consejero y/o directivos relevantes de la Sociedad tienen participación accionaria, en lo individual o como grupo mayor </span><span style="font-family:'Times New Roman'; font-size:12pt">al 1%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante el año que terminó el 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, el monto total de las remuneraciones pagadas por la Compañía a sus principales funcionarios, ascendió a </span><span style="font-family:'Times New Roman'; font-size:12pt">$</span><span style="font-family:'Times New Roman'; font-size:12pt">2,</span><span style="font-family:'Times New Roman'; font-size:12pt">036</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de pesos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> La compensación pagada por la empresa a todo su personal, incluidos sus principales funcionarios, más no sus Consejeros, consta de una parte fija y un componente variable, representado por un bono de resultados, cuyo monto depende del cumplimiento de los objetivos planteados en el plan de negocio para el año en cuestión.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 2</span><span style="font-family:'Times New Roman'; font-size:12pt">02</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, la </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">contaba con un fondo para el plan de acciones </span><span style="font-family:'Times New Roman'; font-size:12pt">para el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">personal, constituido por acciones de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">WALMEX</span><span style="font-family:'Times New Roman'; font-size:12pt">, que se presentan en el Balance General de la Compañía a su costo de adquisición</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> para otorgar </span><span style="font-family:'Times New Roman'; font-size:12pt">acciones restringidas (</span><span style="font-family:'Times New Roman'; font-size:12pt">RSUs</span><span style="font-family:'Times New Roman'; font-size:12pt">) y acciones por desempeño (</span><span style="font-family:'Times New Roman'; font-size:12pt">PEUs</span><span style="font-family:'Times New Roman'; font-size:12pt">)</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">a los ejecutivos de las Compañías del grupo, con base en </span><span style="font-family:'Times New Roman'; font-size:12pt">lo establecido en la Ley del Mercado de Valores y disposiciones </span><span style="font-family:'Times New Roman'; font-size:12pt">aplicable</span><span style="font-family:'Times New Roman'; font-size:12pt">s,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y</span><span style="font-family:'Times New Roman'; font-size:12pt"> a lo previsto en los Est</span><span style="font-family:'Times New Roman'; font-size:12pt">atutos Sociales de la </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, e</span><span style="font-family:'Times New Roman'; font-size:12pt">l </span><span style="font-family:'Times New Roman'; font-size:12pt">fondo para el plan de acciones al personal </span><span style="font-family:'Times New Roman'; font-size:12pt">contaba </span><span style="font-family:'Times New Roman'; font-size:12pt">con </span><span style="font-family:'Times New Roman'; font-size:12pt">195</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">461</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">706</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">acciones de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">WALMEX</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">que están en un fideicomiso creado para tal fin. </span><span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, las acciones asignadas del fondo para el plan de acciones ascienden a </span><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt">59</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">765</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">157</span><span style="font-family:'Times New Roman'; font-size:12pt"> de las cuales </span><span style="font-family:'Times New Roman'; font-size:12pt">124</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">101</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">903</span><span style="font-family:'Times New Roman'; font-size:12pt"> están disponibles para ejercer</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante el periodo del 1ro de enero al 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> se asignaron </span><span style="font-family:'Times New Roman'; font-size:12pt">1,974,428</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">acciones y se ejercieron </span><span style="font-family:'Times New Roman'; font-size:12pt">15</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">273</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">636</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">acciones. La empresa ha adquirido en el mercado a </span><span style="font-family:'Times New Roman'; font-size:12pt">través de la Bolsa Mexicana de Valores, las acciones requeridas para este plan. La tenencia accionaria del </span><span style="font-family:'Times New Roman'; font-size:12pt">f</span><span style="font-family:'Times New Roman'; font-size:12pt">ondo </span><span style="font-family:'Times New Roman'; font-size:12pt">para el plan de acciones al </span><span style="font-family:'Times New Roman'; font-size:12pt">personal</span><span style="font-family:'Times New Roman'; font-size:12pt"> representa tan sólo el </span><span style="font-family:'Times New Roman'; font-size:12pt">1.</span><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt">%</span><span style="font-family:'Times New Roman'; font-size:12pt"> del</span><span style="font-family:'Times New Roman'; font-size:12pt"> total de acciones en circulación de la Compañía al 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El accionista mayoritario de Wal-Mart de México, S.A.B. de C.V., beneficiario de más del </span><span style="font-family:'Times New Roman'; font-size:12pt">10%</span><span style="font-family:'Times New Roman'; font-size:12pt"> de</span><span style="font-family:'Times New Roman'; font-size:12pt"> su</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">capital social</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">es </span><span style="font-family:'Times New Roman'; font-size:12pt">Intersalt</span><span style="font-family:'Times New Roman'; font-size:12pt">, S. de R.L. de C.V.,</span><span style="font-family:'Times New Roman'; font-size:12pt"> quien posee al 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> el </span><span style="font-family:'Times New Roman'; font-size:12pt">7</span><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span><span style="font-family:'Times New Roman'; font-size:12pt">20</span><span style="font-family:'Times New Roman'; font-size:12pt">%</span><span style="font-family:'Times New Roman'; font-size:12pt"> de las acciones </span><span style="font-family:'Times New Roman'; font-size:12pt">en circulación</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">WALMEX</span><span style="font-family:'Times New Roman'; font-size:12pt">, accionista que ejerce control e influencia significativa en la Sociedad. El resto de las acciones </span><span style="font-family:'Times New Roman'; font-size:12pt">están distribuidas como sigue:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:249pt">
<tr style="height:14.7pt">
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:242pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Situación accionaria al 31 de diciembre de 2025</span>
</p>
</td>
</tr>
<tr style="height:26.1pt">
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<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:49.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Millones de acciones</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:29.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">%</span>
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<tr style="height:25.8pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:148.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Intersalt</span><span style="font-family:Calibri; font-size:10pt">, S. de R.L. de C.V.</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:49.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">12,312</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:29.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">71.2</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:148.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Fondo plan de acciones al personal</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:49.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">195</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:29.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">1.1</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:148.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Mercado</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:49.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">4,784</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:29.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">27.7</span>
</p>
</td>
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<tr style="height:38.7pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:148.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Subtotal de acciones en circulación</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:49.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">17,292</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:29.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">100.0</span>
</p>
</td>
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<tr style="height:25.8pt">
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:148.95pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Acciones en Tesorería</span><span style="font-family:Calibri; font-size:10pt">*</span>
</p>
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<td style="border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:49.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">154</span>
</p>
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<span style="font-family:Calibri; font-size:10pt"> </span>
</p>
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<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Total</span>
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<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">17,446</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:29.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">100</span>
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<tr style="height:0pt">
<td style="width:155.95pt; border:none">
</td>
<td style="width:56.7pt; border:none">
</td>
<td style="width:36.35pt; border:none">
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">*Nota: </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Durante el año que terminó el 31 de diciembre de 2025, se adquirieron 154,110,374 acciones</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">de WALMEX; dicha recompra implicó reducir el capital</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> para efectos contables</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> como se muestra en el estado</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">consolidado de cambios en el capital contable. Durante el año que terminó el 31 de</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">diciembre de 2024 no se realizaron compras de acciones propias.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">A su vez, el socio mayoritario de </span><span style="font-family:'Times New Roman'; font-size:12pt">Intersalt</span><span style="font-family:'Times New Roman'; font-size:12pt">, S. de R.L. de C.V., es una sociedad subsidiaria indirecta de Walmart Inc., ésta es una empresa norteamericana cuyas acciones cotizan en las bolsas de valores de Nueva York, con clave de pizarra WMT. </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Es importante señalar que ninguno de los consejeros y directivos relevantes de la Sociedad tiene participación accionaria con tenencia individual mayor del 1%.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ESTATUTOS SOCIALES DE WAL-MART DE MÉXICO, S.A.B. DE C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CLÁUSULAS</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CAPÍTULO PRIMERO</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DENOMINACIÓN, DOMICILIO, OBJETO Y DURACIÓN</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">PRIMERA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> La sociedad se denomina WAL-MART DE MÉXICO. Esta denominación se empleará siempre seguida de las palabras SOCIEDAD ANÓNIMA BURSÁTIL DE CAPITAL VARIABLE, o de sus abreviaturas S.A.B. DE C.V. La sociedad puede utilizar los vocablos “Wal-Mart” como parte de su denominación conforme a un contrato de licencia que tiene celebrado con Wal Mart Stores, Inc. (el “Accionista Permanente”) o con una sociedad relacionada de éste. Si el Accionista Permanente dejara de ser directa o indirectamente el accionista mayoritario de la sociedad, ésta deberá convocar de inmediato a una asamblea general extraordinaria de accionistas para cambiar su denominación por cualquier otra que no incluya los vocablos “Wal Mart” o cualesquiera que pudieran causar confusión con éstos, para lo cual tendrá un plazo de sesenta (60) días naturales.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">SEGUNDA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> La sociedad tiene su domicilio en la Ciudad de México, pero podrá establecer agencias o sucursales o estipular domicilios convencionales en cualquier otro lugar de los Estados Unidos Mexicanos o en el extranjero.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">TERCERA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Objeto Social. Sin perjuicio de la capacidad general de la Sociedad a que se refiere la presente cláusula y el artículo 4º (cuarto) de la Ley General de Sociedades Mercantiles, así como la facultad de la asamblea general de accionistas o el Consejo de Administración para reconocer y ratificar cualesquier actos realizados por la Sociedad distintos de los que se enlistan a continuación, el objeto de la Sociedad es:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">1. Promover, constituir, formar, organizar, explotar, tomar participación en, y adquirir, directa o indirectamente, por cualquier medio legal, acciones, participaciones, certificados de participación o intereses representativos del capital o patrimonio de todo género de sociedades mercantiles, civiles, asociaciones, fideicomisos, empresas industriales, comerciales, de servicios o de cualquier otra índole, o entidades de cualquier tipo, tanto nacionales como extranjeras, desde su constitución o en un tiempo ulterior, así como vender, ceder, transferir, negociar, </span><span style="font-family:'Times New Roman'; font-size:12pt">gravar o de otra forma disponer de o pignorar dichas acciones, participaciones, certificados de participación o intereses.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2. Adquirir, emitir y ofrecer valores en forma privada, en forma pública o de cualquier otra manera, en términos de las disposiciones aplicables y adquirir sus propias acciones en los términos de la Ley del Mercado de Valores y de las disposiciones que de ésta emanan.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">3. Celebrar operaciones y negociar con todo tipo de valores, así como operaciones financieras derivadas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">4. Obtener, adquirir, registrar, poseer, usar, comprobar el uso, licenciar, sublicenciar y disponer toda clase de franquicias, patentes, marcas, nombres comerciales, derechos de autor, así como cualquier otra forma legal de propiedad intelectual e industrial.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Actividades en consecución del Objeto Social: Asimismo, y sin limitar la generalidad de lo dispuesto en el segundo párrafo del artículo 4º de la Ley General de Sociedades Mercantiles vigente a esta fecha, mismo que se tiene aquí por reproducido como si a la letra se insertara, y como consecuencia de lo ahí establecido, la sociedad podrá llevar a cabo todos aquellos negocios, actos, contratos, convenios, acuerdos, pactos, declaraciones, trámites, registros, listados, procesos y/o procedimientos, en el sentido más amplio de dichos términos, tanto públicos como privados, que resulten necesarios y/o convenientes para la consecución de su objeto social, según el mismo quedó delimitado en esta Cláusula Tercera, sean éstos de naturaleza comercial, civil, administrativa, penal, laboral, fiscal o de cualquier otra, independientemente de su forma, siempre que los mismos no se encuentren prohibidos o restringidos por la Ley, y en aquellos casos en los que para ello se requiera de alguna autorización gubernamental previa siempre que la misma hubiere sido obtenida, incluyendo sin limitar:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">I. Obtener y otorgar financiamientos, por cualquier medio; emitir bonos, obligaciones, certificados bursátiles y/o cualquier otro tipo de deuda y/o títulos de crédito y/o títulos valor, con o sin garantía;</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">II. Otorgar y recibir garantías reales o personales por obligaciones propias o de terceros, incluyendo hipotecas, prendas, fideicomisos o por cualquier otra figura; así como constituirse en obligado solidario, fiador y/o avalista de terceros, estén relacionados o no;</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">III. Suscribir, aceptar, girar, endosar, garantizar, avalar y/o de cualquier otra forma negociar con cualesquier títulos de crédito y/o títulos valor;</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">IV. Adquirir y enajenar (inclusive por donación) bienes muebles e inmuebles, dar o tomarlos en arrendamiento y/o subarrendamiento o de cualquier otra forma poseer, recibir y/o conceder el uso, goce y/o disfrute sobre los mismos, en cualquier forma y bajo cualquier título, incluyendo mediante contratos de comodato;</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">V. Obtener, adquirir, poseer, usar y disponer toda clase de registros, listados, concesiones, permisos, licencias y autorizaciones, así como modificar, actualizar, llevar a cabo tomas de nota y/o cancelar cualesquiera de dichos registros y/o listados respecto de cualesquier valores que ésta emita en una o más bolsas de valores en México o en el extranjero, y en su caso, depositarlos en cualesquier instituciones para el depósito de valores en México o en el extranjero;</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">VI. Participar directa o indirectamente, en lo individual o como parte de un consorcio, en toda clase de concursos y/o licitaciones públicas o privadas, ya sean de carácter nacional o internacional, así como en procedimientos de concursos por invitación restringida o adjudicación directa y/o contratos que convoquen las entidades de la administración pública federal o local, sea centralizada o paraestatal, los organismos descentralizados, los poderes de la unión, las autoridades federales, locales o municipales, las empresas de participación estatal mayoritaria, empresas productivas del estado, organismos constitucionalmente autónomos y, en general, cualquier órgano de gobierno, nacional o extranjero, independientemente de la forma y/o proporción de dicha participación, incluyendo sin limitar fungir directa o indirectamente como licitante o adjudicataria, aún bajo la forma del consorcio o a través de su participación en cualquier vehículo </span><span style="font-family:'Times New Roman'; font-size:12pt">pre-existente</span><span style="font-family:'Times New Roman'; font-size:12pt"> o creado exprofeso para dicho efecto, subcontratista, integrador, representante común;</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">VII. Contratar seguros con sociedades nacionales o extranjeras; y</span><span style="width:10.45pt; text-indent:0pt; display:inline-block"></span>
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<span style="font-family:'Times New Roman'; font-size:12pt">VIII. Llevar a cabo la contratación de cualesquier terceros, sean éstos personas físicas o morales, nacionales o extranjeros, que resulte necesaria y/o conveniente para el desarrollo y/o consecución de las actividades que forman parte de su objeto social.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CUARTA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> La duración de la sociedad será de noventa y nueve años, contados a partir del ocho de marzo de mil novecientos noventa y tres.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> CAPÍTULO SEGUNDO</span><span style="width:15.32pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CAPITAL SOCIAL Y ACCIONES</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">QUINTA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(a) El capital de la sociedad es variable.</span><span style="width:25.43pt; text-indent:0pt; display:inline-block"></span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(b) El capital mínimo fijo asciende a la cantidad de $5,591,362,245.00 (cinco mil quinientos noventa y un millones trescientos sesenta y dos mil doscientos cuarenta y cinco pesos, moneda de curso legal de los Estados Unidos Mexicanos).</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(c) El capital variable máximo autorizado asciende a la cantidad de $100,000,000,000.00 (cien mil millones de pesos, moneda de curso legal de los Estados Unidos Mexicanos).</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(d) El capital, mínimo o fijo o el variable, estará representado por acciones de una misma serie, que serán nominativas, comunes u ordinarias, sin expresión de valor nominal, de libre suscripción, que representarán el cien por ciento de las acciones con derecho a voto, las cuales podrán ser suscritas o adquiridas por personas físicas o morales, nacionales o extranjeras.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(e) El capital estará amparado por un mínimo de 3,000,000,000 (tres mil millones) y un máximo de 100,000,000,000 (cien mil millones) de acciones. El Consejo de Administración podrá variar el número de acciones en circulación, para disminuirlo o aumentarlo, siempre que sea dentro del mínimo y del máximo previstos en este inciso.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(f) En virtud de que la sociedad es una sociedad anónima bursátil, regida por la Ley del Mercado de Valores, y que en tales sociedades no rige el derecho de retiro en los términos del último párrafo del artículo cincuenta (50) de la Ley del Mercado de Valores, se pacta que no habrá distinción entre acciones que representan el capital fijo y las que representan el capital variable, por lo que todos los accionistas tendrán una participación proporcional entre unas y otras. En los títulos de acciones o certificados provisionales, la sociedad deberá dar a conocer el monto de su capital mínimo fijo.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(g) El capital será susceptible de aumentos por aportaciones posteriores de los socios o por admisión de nuevos socios y en los supuestos a los que se refiere el artículo ciento dieciséis (116) de la Ley General de Sociedades Mercantiles, y de disminuciones de dicho capital por reembolso a los accionistas, para absorber pérdidas y por la compra de acciones propias.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> (h) Los aumentos y en su caso, las disminuciones al capital social deberán ser aprobados por la asamblea general de accionistas ordinaria o extraordinaria, según se convenga, debiendo protocolizarse en cualquier caso el acta correspondiente, excepto cuando dichos aumentos o disminuciones provengan de la compra de acciones propias de la sociedad.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> (i) No requieren de resolución de asamblea, y los podrá decretar el Consejo de Administración, los aumentos y las disminuciones del capital que sean resultado de uno o varios de los siguientes hechos, salvo que se modifique el capital mínimo fijo o el capital variable máximo autorizado: (i) capitalización de partidas del capital contable; (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) reducción del capital para absorber pérdidas; o (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) aumentos o disminuciones que sean resultado de la compra de acciones propias. En los casos de los </span><span style="font-family:'Times New Roman'; font-size:12pt">subincisos</span><span style="font-family:'Times New Roman'; font-size:12pt"> (i) y (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) que preceden, no variará el número de acciones en circulación, al carecer éstas de expresión de valor nominal.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(j) Anualmente, en la asamblea general ordinaria anual de cada ejercicio, el Consejo de Administración informará a la asamblea: (i) el número de acciones propias que hubiere comprado la sociedad y si éstas se han vuelto a colocar o procede cancelarlas; (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) el monto del capital, dentro del mínimo y máximo autorizados; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) el número de acciones en circulación al cierre del ejercicio precedente; y (</span><span style="font-family:'Times New Roman'; font-size:12pt">iv</span><span style="font-family:'Times New Roman'; font-size:12pt">) el uso que hubiere hecho de las facultades que le confiere la presente cláusula. Esta obligación es independiente de las obligaciones de divulgación a que está sujeta la sociedad.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(k) La sociedad podrá adquirir sus propias acciones en los términos de la Ley del Mercado de Valores y de las disposiciones que de ésta emanen.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(l) Las sociedades en las cuales Wal-Mart de México, S.A.B. de C.V., tenga la titularidad de la mayoría de </span><span style="font-family:'Times New Roman'; font-size:12pt">acciones</span><span style="font-family:'Times New Roman'; font-size:12pt"> o partes sociales, no deberán, directa o indirectamente, invertir en acciones de </span><span style="font-family:'Times New Roman'; font-size:12pt">la misma</span><span style="font-family:'Times New Roman'; font-size:12pt">, excepto en el caso de que las acciones se adquieran para cumplir opciones de venta otorgadas o que puedan otorgarse a empleados de dichas sociedades, siempre y cuando las acciones que se posean no excedan del veinticinco por ciento del total de las acciones de la sociedad.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(m) La sociedad podrá emitir acciones para ser suscritas por el público inversionista, siempre que se ajuste a lo siguiente: (i) Que la Asamblea General Extraordinaria de Accionistas apruebe el importe máximo del aumento de </span><span style="font-family:'Times New Roman'; font-size:12pt">capital y las condiciones en que deban hacerse las correspondientes emisiones de acciones; (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Que la suscripción de las acciones emitidas se efectúe mediante oferta pública, previa inscripción en el Registro Nacional de Valores, dando en uno y otro caso, cumplimiento a lo previsto en la Ley del Mercado de Valores y demás disposiciones de carácter general que emanen de ella; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Que el importe del capital suscrito y pagado se anuncie cuando la sociedad dé publicidad al capital autorizado representado por las acciones emitidas y no suscritas; y (</span><span style="font-family:'Times New Roman'; font-size:12pt">iv</span><span style="font-family:'Times New Roman'; font-size:12pt">) El derecho de suscripción preferente a que se refiere el artículo ciento treinta y dos (132) de la Ley General de Sociedades Mercantiles, no será aplicable tratándose de aumentos de capital mediante oferta pública.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">SEXTA.</span><span style="width:25.99pt; text-indent:0pt; display:inline-block"></span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">1. Todas las acciones en que se divide el capital social son nominativas, indivisibles y sin valor nominal, las cuales confieren a sus tenedores los derechos y les imponen las obligaciones correspondientes a las acciones ordinarias.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La sociedad, directamente y/o a través de una institución para el depósito de valores o de una institución de crédito que actúen como agentes registradores por cuenta y nombre de la sociedad, llevará un registro de acciones en los términos del artículo ciento veintiocho (128) de la Ley General de Sociedades Mercantiles, en el que se inscribirán todas las operaciones de suscripción, adquisición o transmisión de que sean objeto las acciones representativas del capital social, con expresión del suscriptor y del adquirente. Toda persona que adquiera una o más acciones asumirá todos los derechos y obligaciones de los enajenantes en relación con la sociedad. La propiedad de una o más acciones significa la aceptación por parte del tenedor de las estipulaciones contenidas en los estatutos sociales de la sociedad, de las reformas o modificaciones que se hagan a los mismos y de las resoluciones tomadas por las asambleas generales de accionistas y por el Consejo de Administración, sin perjuicio de los derechos previstos en estos estatutos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La sociedad únicamente reconocerá como accionistas a aquellas personas que se encuentren inscritas en el libro de registro de acciones que lleve la sociedad directamente y/o a través de una institución para el depósito de valores o de una institución de crédito que actúen como agentes registradores por cuenta y a nombre de la sociedad. Sin embargo, tratándose de acciones destinadas a circular entre el público inversionista, bastará para su registro, la indicación de esta circunstancia y de la institución para el depósito de valores en la que se encuentre depositado el o los títulos que las representan, y en tal caso, la sociedad reconocerá como accionistas, también, a quienes acrediten dicho carácter con las constancias expedidas por la institución para el depósito de valores de que se trate, complementadas con el listado de titulares de las acciones correspondientes, formulados por quienes aparezcan como depositantes en las citadas constancias.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">2. Todas las acciones estarán representadas por títulos impresos, pudiendo expedirse certificados provisionales en tanto se imprimen los títulos definitivos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">3. Los certificados provisionales y los títulos definitivos de las acciones en que esté representado el capital social deberán estar numerados progresivamente y podrán amparar una o varias acciones, contendrán todas las menciones que exige el artículo ciento veinticinco (125) de la Ley General de Sociedades Mercantiles, se transcribirán en ellos literalmente esta cláusula Sexta y las cláusulas Quinta y Vigésimo Quinta de estos estatutos, deberán ser suscritos en forma autógrafa o en facsímil (en este último caso, a condición de que se deposite el original de las firmas respectivas en el Registro Público de Comercio en que se haya registrado la Sociedad), por cualesquiera dos de las siguientes personas: el Presidente del Consejo de Administración, el Director General, en el caso de que sea consejero, el Secretario o Prosecretario del Consejo de Administración de la sociedad, o dos de los miembros de dicho Consejo designados por éste para ello; y podrán llevar anexos cupones debidamente numerados. Los títulos o los certificados provisionales de acciones podrán canjearse por otros de diferentes denominaciones, siempre que los nuevos títulos o certificados provisionales amparen el mismo número de acciones que los entregados en el canje. En el caso de pérdida, robo o destrucción de los títulos o los certificados provisionales, éstos serán reemplazados de acuerdo con lo establecido en el Título Primero, Capítulo Uno Romano, Sección Segunda, de la Ley General de Títulos y Operaciones de Crédito, a costa del propietario de dichos certificados o títulos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CAPÍTULO TERCERO</span><span style="width:18.32pt; text-indent:0pt; display:inline-block"></span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ASAMBLEAS GENERALES DE ACCIONISTAS</span><span style="width:30.27pt; text-indent:0pt; display:inline-block"></span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">SÉPTIMA.</span><span style="width:14.33pt; text-indent:0pt; display:inline-block"></span>
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<span style="font-family:'Times New Roman'; font-size:12pt">1. El órgano supremo de la sociedad es la asamblea general de accionistas, la cual celebrará reuniones que serán ordinarias o extraordinarias.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2. La asamblea general ordinaria de accionistas deberá reunirse:</span><span style="width:17.15pt; text-indent:0pt; display:inline-block"></span>
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<span style="font-family:'Times New Roman'; font-size:12pt">I. Para conocer del informe a que se refiere el enunciado general del artículo ciento setenta y dos (172) de la Ley General de Sociedades Mercantiles correspondiente al ejercicio social inmediato anterior de la sociedad y de las sociedades controladas por la sociedad, así como del resto de los informes que, conforme al artículo veintiocho (28), fracción cuarta (IV) de la Ley del Mercado de Valores deba presentarle el Consejo de Administración de la Sociedad. En el informe se </span><span style="font-family:'Times New Roman'; font-size:12pt">hará mención de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los principales cargos que ocupa cada Consejero, indicando cuáles son los Consejeros que tienen la calidad de Independientes y cuáles de Patrimoniales.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">II. En su caso, para señalar 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 sociedad, incluyendo las retenidas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">III. Para nombrar y remover al Presidente del Comité de Auditoría y al Presidente del Comité de Prácticas Societarias.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">IV. En adición a lo previsto en la Ley General de Sociedades Mercantiles, para discutir, y en su caso aprobar las operaciones que pretenda llevar a cabo la sociedad o las personas morales que ésta controle, en el lapso de un ejercicio social, cuando representen el veinte por ciento (20%) o más de los activos consolidados de la sociedad con base en cifras correspondientes al cierre del trimestre inmediato anterior, con independencia de la forma en que se ejecuten, sea simultánea o sucesiva, pero que por sus características puedan considerarse como una sola operación. En dichas asambleas podrán votar los accionistas titulares de acciones con derecho a voto, incluso limitado o restringido en términos de lo señalado en el artículo cuarenta y siete (47) de la Ley del Mercado de Valores.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">V. Cualquier otro asunto no reservado expresamente por la ley o por estos estatutos a la Asamblea General Extraordinaria de Accionistas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">3. Las asambleas generales ordinarias podrán celebrarse en cualquier tiempo, pero se reunirán por lo menos una vez cada año, dentro de los cuatro primeros meses que sigan a la clausura del ejercicio social relativo.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">4. Las asambleas generales ordinarias se considerarán legalmente reunidas en primera convocatoria cuando se encuentre representada en ellas por lo menos la mitad de las acciones del capital social y las resoluciones serán válidas cuando se tomen por mayoría de los votos presentes. Si la asamblea no pudiera realizarse el día señalado se hará una segunda convocatoria con expresión de tal circunstancia, considerándose legalmente reunida con cualquiera que sea el número de acciones representadas y las resoluciones serán válidas cuando se tomen por la mayoría de los votos presentes.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">5. En las asambleas generales extraordinarias se tratarán los siguientes asuntos enumerados en el artículo ciento ochenta y dos (182) de la Ley General de Sociedades Mercantiles:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> I. Prórroga de la duración de la sociedad;</span><span style="width:15.74pt; text-indent:0pt; display:inline-block"></span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> II. Disolución anticipada de la sociedad;</span><span style="width:19.73pt; text-indent:0pt; display:inline-block"></span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> III. Aumento o reducción del capital social;</span><span style="width:4.08pt; text-indent:0pt; display:inline-block"></span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> IV. Cambio de objeto de la sociedad;</span><span style="width:34.72pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> V. Cambio de nacionalidad de la sociedad;</span><span style="width:7.4pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> VI. Transformación de la sociedad;</span><span style="width:7.4pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> VII. Fusión o escisión de la sociedad;</span><span style="width:32.7pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> VIII. Emisión de acciones privilegiadas;</span><span style="width:19.39pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> IX. Amortización por la sociedad de sus propias acciones, emisión de acciones de goce;</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> X. Emisión de bonos; y</span><span style="width:28pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> XI. Cualquier otra modificación del contrato social.</span><span style="width:1.08pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las asambleas generales extraordinarias de accionistas se considerarán legalmente instaladas en el caso de primera convocatoria, cuando se encuentre representada en ellas, por lo menos el setenta y cinco por ciento (75%) de las acciones y sus resoluciones sólo serán válidas si se aprueban por los accionistas que representen por lo menos el cincuenta por ciento (50%) de las acciones de la sociedad en circulación. En el caso de segunda o ulterior convocatoria, las asambleas generales extraordinarias de accionistas se considerarán legalmente reunidas cuando se encuentre representado en ellas, por lo menos el cincuenta por ciento (50%) de las acciones de la sociedad en </span><span style="font-family:'Times New Roman'; font-size:12pt">circulación y sus resoluciones sólo serán válidas si se aprueban por los accionistas que representen por lo menos el cincuenta por ciento de las acciones de la sociedad en circulación.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">OCTAVA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Las asambleas generales de accionistas se verificarán de acuerdo con las siguientes reglas:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">1. Se reunirán en el domicilio de la sociedad, salvo caso fortuito o de fuerza mayor y serán convocadas por el Consejo de Administración, por medio de la publicación de un aviso a través del Sistema Electrónico de Publicaciones de Sociedades Mercantiles, con quince días naturales de anticipación cuando menos, con excepción del caso previsto en la Cláusula Séptima inciso dos, </span><span style="font-family:'Times New Roman'; font-size:12pt">subinciso</span><span style="font-family:'Times New Roman'; font-size:12pt"> dos (romano) de estos estatutos en que el plazo mínimo será de cinco días naturales. La convocatoria contendrá la fecha, hora y lugar de la asamblea, el orden del día y será firmada por el Presidente del Consejo de Administración, el Secretario, el Prosecretario o quien designe el Consejo. Durante el lapso citado, los libros y documentos relacionados con los objetos de la </span><span style="font-family:'Times New Roman'; font-size:12pt">asamblea,</span><span style="font-family:'Times New Roman'; font-size:12pt"> estarán en las oficinas de la sociedad a disposición de los accionistas para que puedan enterarse de ellos, y en su caso, se comprenderá los estados financieros con sus anexos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">2. Cuando los concurrentes a una asamblea representen el total de las acciones emitidas, no será necesaria la convocatoria. Tampoco lo será en el caso de que una asamblea suspendida por cualquier causa deba continuarse en hora y fecha diferente. En cualquiera de estos dos casos se hará constar el hecho en el acta correspondiente.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">3. Los accionistas podrán ser representados en las asambleas por la persona o personas que designen mediante poderes otorgados en términos de la legislación aplicable en los formatos que la sociedad deberá poner a su disposición en términos de la fracción tercera (III) del artículo cuarenta y nueve (49) de la Ley del Mercado de Valores. La sociedad deberá mantener a disposición de los intermediarios del mercado de valores que acrediten contar con la representación de los accionistas de la propia sociedad, durante el plazo a que se refiere el artículo ciento setenta y tres (173) de la Ley General de Sociedades Mercantiles, formularios de poder elaborados por la Sociedad, a fin de que aquéllos los puedan hacer llegar con oportunidad a sus representados. Los formularios de poder deberán señalar de manera notoria la denominación de la Sociedad, así como el respectivo orden del día y contener espacio para las instrucciones que señale el otorgante para el ejercicio del poder. El secretario del Consejo de Administración de la sociedad estará obligado a cerciorarse de la observancia de lo dispuesto en la presente cláusula e informar sobre ello a la asamblea de accionistas, lo que se hará constar en el acta respectiva. Los miembros del Consejo de Administración no podrán representar a los accionistas en asamblea alguna.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">4. Para asistir a las asambleas, los accionistas deberán estar inscritos en el registro de acciones que lleve la sociedad (directamente o a través de una institución para el depósito de valores y los listados de los depositantes correspondientes que evidencien la participación de dicho accionista o de una institución de crédito que actúen como agentes registradores por cuenta y a nombre de la sociedad), debiendo obtener de la secretaría del Consejo de Administración la correspondiente tarjeta de admisión para ingresar a la Asamblea, la cual deberá solicitarse a la secretaría del Consejo de Administración a más tardar dos (2) días antes de la fecha fijada para la celebración de la asamblea.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">5. Antes de instalarse la asamblea, el funcionario que la presida nombrará uno o más escrutadores quienes verificarán el número de acciones representadas y formarán la lista de los concurrentes con expresión del número de acciones que cada uno represente.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">6. Una vez que se haga constar la asistencia necesaria o quórum, el Presidente declarará instalada la asamblea y procederá a desahogar el orden del día, presidiendo los acuerdos y debates.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">7. Presidirá la asamblea el presidente del Consejo de Administración de la sociedad y a falta de éste, la persona que elija la misma asamblea. Será secretario de la asamblea el secretario del Consejo de Administración de la sociedad y en su falta el que elija la misma asamblea.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">8. De cada asamblea general, el secretario levantará un acta y formará un expediente. El expediente se compondrá de las siguientes piezas:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">a) Un ejemplar de la publicación de la convocatoria, cuando fuere este el caso.</span><span style="width:19.18pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> b) La lista de asistencia de los titulares de acciones.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">c) Los poderes en formularios que hubieren presentado o extracto certificado por el secretario o el escrutador del documento que acredita la personalidad.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">d) Una copia del acta de la asamblea.</span><span style="width:1.42pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">e) Los informes, dictámenes y demás documentos que se hubieren presentado en la asamblea.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">f) Certificación del secretario de que se haya observado lo dispuesto en la fracción tercera (III) del artículo cuarenta y nueve (49) de la Ley del Mercado de Valores.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">9. Si por cualquier motivo dejare de instalarse una asamblea convocada legalmente se levantará también acta en que conste el hecho y sus motivos y se formará un expediente de acuerdo con el inciso ocho anterior.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">10. Las resoluciones de la asamblea general tomadas en los términos de estos estatutos obligan a todos los accionistas, aún a los disidentes o ausentes, serán definitivas y sin ulterior recurso, quedando autorizado el Consejo de Administración para tomar los acuerdos, dictar las providencias y hacer las gestiones o celebrar los contratos necesarios para la ejecución de las resoluciones aprobadas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">11. Los titulares de acciones que tengan el veinte por ciento (20%) o más del capital social, podrán oponerse judicialmente a las resoluciones de la asamblea.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">12. Los titulares de acciones que tengan el diez por ciento (10%) o más del capital social de la sociedad tendrán derecho a solicitar que se aplace por una sola vez, por tres días naturales y sin necesidad de nueva convocatoria, la votación de cualquier asunto respecto del cual no se consideren suficientemente informados.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">13. Si en una asamblea general ordinaria o extraordinaria de accionistas, debidamente convocada no hubiere quórum, se repetirá la convocatoria con los mismos requisitos y la misma anticipación señaladas en el párrafo uno de esta cláusula y la asamblea convocada por segunda o ulteriores veces se efectuará siempre que esté representado el número de acciones que fija la cláusula Séptima de estos estatutos para cada clase de asamblea.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">14. Los accionistas, sin necesidad de reunirse en asamblea, podrán adoptar resoluciones por unanimidad de votos de aquellos que representan la totalidad de las acciones con derecho a voto en los asuntos respectivos, según sea el caso, las cuales tendrán la misma validez que si hubieren sido adoptadas por la asamblea general de accionistas, siempre que dichas resoluciones se confirmen por escrito y su contenido se asiente en el libro de actas correspondiente con la firma del secretario del Consejo de Administración.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CAPÍTULO CUARTO</span><span style="width:25.66pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ADMINISTRACIÓN DE LA SOCIEDAD</span><span style="width:0.3pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">NOVENA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> La administración de la sociedad estará confiada a un Consejo de Administración y a un Director General. El Consejo estará compuesto por el número de consejeros que determine la asamblea general ordinaria de accionistas, sin que los miembros que lo integren sean más de veintiuno, de los cuales por lo menos el veinticinco por ciento deberán ser independientes. Asimismo, por cada consejero propietario podrá designarse a su respectivo suplente, el suplente de un independiente deberá ser asimismo independiente. Salvo que la asamblea general ordinaria de accionistas resuelva lo contrario, la mayoría de los consejeros, propietarios y suplentes, deberán ser ciudadanos y residentes de alguna jurisdicción que no ocasione que la sociedad o los valores que ésta emita sean objeto de algún registro, autorización, inscripción o acto similar en una jurisdicción distinta a los Estados Unidos Mexicanos sólo en virtud de la ciudadanía o residencia de sus consejeros. Por consejeros independientes se entenderá aquellas personas que a juicio de la asamblea general ordinaria de accionistas cuenten con la experiencia, capacidad y prestigio profesional necesarios, considerando, además, que por sus características puedan desempeñar sus funciones libres de conflictos de interés y sin estar supeditados a intereses personales, patrimoniales o económicos. La asamblea general de accionistas que designe o ratifique a los miembros del Consejo de Administración o, en su caso, aquella en la que se informe sobre dichas designaciones o ratificaciones, calificará la independencia de los consejeros. Sin perjuicio de lo anterior, en ningún caso podrán designarse ni fungir como consejeros independientes las personas a que se refieren las fracciones primera (I) a quinta (V) del artículo veintiséis (26) de la Ley del Mercado de Valores. Los Consejeros independientes que durante su encargo dejen de tener tal característica, deberán hacerlo del conocimiento del Consejo de Administración a más tardar en la siguiente sesión de dicho órgano.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DÉCIMA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> El Consejo de Administración tendrá a su cargo los negocios de la sociedad y llevará a cabo las operaciones, actos y contratos que se relacionen con el objeto de la sociedad, con excepción de aquellos que estén reservados expresamente por la ley o por estos estatutos a las asambleas generales ordinarias o extraordinarias de accionistas. Dicho Consejo representará a la sociedad ante toda clase de autoridades administrativas y judiciales, con facultades de apoderado general para actos de dominio y de administración y para pleitos y cobranzas, sin limitación alguna, en los términos del artículo dos mil quinientos cincuenta y cuatro (2554) del Código Civil </span><span style="font-family:'Times New Roman'; font-size:12pt">Federal y estará autorizado para ejercer aquellas facultades que de acuerdo con la ley requieran cláusula especial, incluyendo en forma enunciativa pero no limitativa, las siguientes facultades:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">a) Ejecutar los actos llamados de riguroso dominio, tales como vender, hipotecar o de cualquier otra manera enajenar o gravar, así como arrendar o pignorar, los bienes de la sociedad.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">b) Tomar dinero en préstamo, dar fianzas, comprar a plazo y hacer operaciones de crédito sin limitación alguna, inclusive la firma y aceptación de toda clase de títulos de crédito y constituirse en avalista u obligado solidario en nombre de la sociedad.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">c) Ejercer la dirección, manejo y control general de los negocios de la sociedad y la administración de todas sus propiedades, vigilando el cumplimiento de toda clase de contratos y convenios que tengan por objeto llenar los fines de la sociedad.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">d) Preparar, aprobar y someter a los accionistas los estados financieros anuales en la forma requerida por la ley y recomendar y proponer a los accionistas las resoluciones que juzgue conveniente </span><span style="font-family:'Times New Roman'; font-size:12pt">en relación a</span><span style="font-family:'Times New Roman'; font-size:12pt"> los ingresos, utilidades y pérdidas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">e) Sugerir los planes y normas que debe seguir la sociedad principalmente respecto a la compra, venta, arrendamiento, gravamen, hipoteca y traspaso de toda clase de bienes muebles o inmuebles, derechos y concesiones, franquicias, obtención de préstamos y a todos los demás actos y problemas de administración importantes.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">f) Nombrar y remover libremente a los apoderados y demás funcionarios y empleados de la sociedad, otorgarles y modificar sus facultades, imponiéndoles siempre las limitaciones mencionadas en la cláusula </span><span style="font-family:'Times New Roman'; font-size:12pt">Décimo Séptima</span><span style="font-family:'Times New Roman'; font-size:12pt">, fijar sus emolumentos y determinar la garantía personal que deban otorgar para caucionar el fiel cumplimiento de sus obligaciones y aprobar al auditor externo de la sociedad con la previa opinión del comité de auditoría.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">g) Establecer sucursales y agencias de la sociedad y suprimirlas.</span><span style="width:15.45pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">h) Con las limitaciones señaladas en la cláusula Décimo Séptima, delegar en todo o en parte, sus facultades a cualquier persona o individuo, o grupo de personas, gerentes u otro funcionario o apoderado, así como conferir poderes generales o especiales, mandatos judiciales o facultades administrativas en cualquier tiempo, así como delegar a cualquier persona, sea miembro o no del Consejo de Administración, la facultad de conferir y revocar poderes generales y especiales, y de llevar a cabo cualquier otro acto que deba ejecutarse.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">i) Para emitir y canjear acciones cuando ello no implique movimiento en el capital social en los términos de la cláusula Quinta de estos estatutos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">j) La facultad indelegable para resolver acerca de la adquisición de acciones representativas del capital social de la sociedad, a través de la bolsa de valores, al precio corriente en el mercado, con cargo al capital contable y en su caso, al capital social; así como su posterior colocación entre el público inversionista.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">k) Ocuparse de los asuntos contemplados en el artículo veintiocho (28) de la Ley del Mercado de Valores, en los términos que ahí se señalan.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">l) Nombrar de entre sus miembros propietarios o suplentes a los integrantes de los Comités de Auditoría y de Prácticas Societarias (excepto al Presidente de dichos comités, cuyo nombramiento corresponde a la Asamblea General Ordinaria de Accionistas) en el entendido de que dichos Comités podrán funcionar como uno sólo, siempre y cuando se cumplan con las disposiciones contenidas en los artículos cuarenta y uno (41), cuarenta y dos (42) y cuarenta y tres (43) de la Ley del Mercado de Valores.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">ll) Todas las demás que confieren las leyes del país y estos estatutos, que no estén reservados expresamente a los accionistas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">m) Crear otros comités, internos o externos, que se requieran para el efectivo desempeño de sus obligaciones, así como determinar su integración y funcionamiento.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DÉCIMO PRIMERA.</span><span style="width:30.01pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">1. Los miembros del Consejo de Administración serán nombrados en la forma prevista en la cláusula Novena y durarán en su cargo el término que fije la asamblea, hasta que sus sucesores hayan sido electos y tomen posesión de sus cargos, sin perjuicio de que la asamblea de accionistas debidamente instalada pueda revocar el nombramiento de uno o más de los Consejeros.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El Consejo de Administración podrá designar consejeros provisionales en términos y para los efectos señalados en el artículo veinticuatro (24) de la Ley del Mercado de Valores.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">2. Salvo que la asamblea general ordinaria de accionistas lo requiera, los miembros del Consejo de Administración no requieren garantizar la responsabilidad que pudieran contraer en el desempeño de sus cargos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">3. Los consejeros serán designados por mayoría de votos de las acciones presentes, con derecho de voto en la asamblea general ordinaria de accionistas de la sociedad.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">4. La minoría de accionistas que represente cuando menos un diez por ciento (10%) del capital social, representado por acciones suscritas de la sociedad, tendrá el derecho de:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">a) Designar y revocar a un miembro del Consejo de Administración. Tal designación solo podrá revocarse cuando los demás miembros del Consejo de Administración sean revocados, en cuyo caso las personas sustituidas no podrán ser nombradas con tal carácter durante los doce meses inmediatos siguientes a la fecha de revocación.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">b) Requerir al Presidente del Consejo de Administración o de los Comités que lleven a cabo las funciones en materia de prácticas societarias y de auditoría, en cualquier momento, se convoque a una asamblea general de accionistas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">5. Si al hacer la elección de Consejeros en la forma prevista en el párrafo tres de esta cláusula, un accionista o grupo de accionistas minoritarios hicieren valer el derecho que les concede el párrafo cuarto precedente para designar un consejero propietario y a su suplente para un ejercicio social o parte de éste en cualquier asamblea de accionistas, dicho accionista o grupo de accionistas minoritario no podrá votar en la elección del resto de los consejeros para el mismo ejercicio o parte de éste.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DÉCIMO SEGUNDA.</span><span style="width:28.66pt; text-indent:0pt; display:inline-block"></span>
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<span style="font-family:'Times New Roman'; font-size:12pt">1. Las sesiones del Consejo de Administración se celebrarán en el domicilio de la sociedad, en las sucursales o agencias que se hayan establecido en cualquier otro lugar de los Estados Unidos Mexicanos o del extranjero que determine el Consejo. Las sesiones también se podrán sostener en persona o con acceso mediante medios electrónicos o de telecomunicaciones.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> Se podrán tomar resoluciones fuera de sesión de Consejo, de manera unánime, por todos los Consejeros las cuales tendrán la misma validez que si hubieren sido adoptadas en sesión de Consejo. En este caso, las resoluciones podrán tomarse sin importar el lugar en donde se encuentre cada miembro del Consejo, ni el medio que se utilice para comunicarse. Dichas resoluciones deberán confirmarse por escrito, que constará en el libro de actas de sesiones de Consejo y deberán ser firmadas por el presidente y el secretario o prosecretario.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">2. Las sesiones del Consejo de Administración podrán celebrarse en cualquier tiempo cuando las convoque el presidente, el secretario, el prosecretario, los Comités de Auditoría y de Prácticas Societarias, o el veinticinco por ciento (25%) de los consejeros, mediante aviso escrito o en forma distinta, dado cuando menos con tres (3) días naturales de anticipación a las juntas, especificando la hora, fecha, lugar y el orden del día.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El Consejo de Administración deberá reunirse por lo menos cuatro veces al año.</span><span style="width:11.12pt; text-indent:0pt; display:inline-block"></span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">3. Los miembros del Consejo pueden renunciar por escrito a la convocatoria y cuando un Consejero esté presente se considerará que ha renunciado a la convocatoria. Tampoco se requiere de previa convocatoria para las sesiones programadas en el calendario que haya aprobado el propio Consejo. Para los demás casos, bastará una convocatoria con tres (3) días naturales de anticipación.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">4. Con excepción de los casos que más adelante se precisan en este mismo párrafo, para constituir quórum en cualquier sesión del Consejo de Administración, se requiere la presencia por lo menos, de la mitad más uno de los consejeros propietarios o suplentes </span><span style="font-family:'Times New Roman'; font-size:12pt">del mismo</span><span style="font-family:'Times New Roman'; font-size:12pt"> y las resoluciones sobre todos los asuntos que sean de la competencia del Consejo y estén listados en el Orden del Día, se tomarán por el voto afirmativo de por lo menos la mitad más uno de los consejeros propietarios o suplentes. Para tratar y resolver válidamente cualquiera de los asuntos que se enumeran a continuación, se requerirá que esté presente el presidente del Consejo de Administración y por lo menos la mitad de los Consejeros Propietarios o Suplentes y que las resoluciones se tomen por el voto afirmativo del Presidente del Consejo de Administración y por lo menos la mitad de los Consejeros Propietarios o Suplentes:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">a) Cualquier operación de compra o adquisición por cualquier título, de venta o enajenación de cualquier título de bienes del activo fijo de la sociedad o de cualquier inversión de carácter permanente que exceda del veinticinco por ciento del capital contable de la sociedad conforme a los últimos estados financieros aprobados por los accionistas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">b) Incurrir en adeudos con vencimiento a un plazo mayor de doce (12) meses y por una cantidad en exceso del veinticinco por ciento (25%) del capital contable de la sociedad conforme al último documento de información financiera aprobado por los accionistas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">c) Otorgar fianzas, prendas, hipotecas y otras garantías de cualquier especie por una cantidad en exceso del veinticinco por ciento (25%) del capital contable de la sociedad conforme a los últimos estados financieros aprobados por los accionistas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">d) El nombramiento o remoción del Presidente del Consejo de Administración y del Director General de la Compañía y el otorgamiento y revocación de sus respectivos poderes, en cuyo caso, no se requerirá ni la presencia ni el voto del presidente en funciones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">5. De toda sesión del Consejo de Administración se levantará un acta, la cual será inscrita en el Libro de Actas y firmada por el Presidente y el Secretario o Prosecretario de la Sesión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">6. Los consejeros recibirán por sus servicios con este carácter honorarios que serán fijados por la asamblea general de accionistas, además de los gastos de viaje que con motivo de las operaciones de la sociedad se eroguen, así como los incurridos en la ida y vuelta al lugar donde se celebre la junta. Las personas que tengan un vínculo laboral con el Accionista Permanente y sus subsidiarias, que incluye a esta sociedad y sus subsidiarias, que ocupen cargos de consejero, propietario o suplente, así como secretario y prosecretario, no tendrán derecho a emolumentos por su desempeño, pero si al reembolso de los gastos de viaje en que incurran.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">7. Los miembros del Consejo de Administración serán responsables de las resoluciones a que lleguen con motivo de los asuntos a que se refiere el inciso k) de la cláusula Décima anterior, salvo en el caso establecido por el artículo ciento cincuenta y nueve (159) de la Ley General de Sociedades Mercantiles y en los supuestos previstos en el artículo cuarenta (40) de la Ley del Mercado de Valores.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">8. Los miembros del Consejo de Administración y el Director General de la Sociedad deberán cumplir con los deberes de diligencia y de lealtad establecidos en los artículos treinta (30), treinta y uno (31), treinta y dos (32), treinta y cuatro (34) y treinta y cinco (35) de la Ley del Mercado de Valores, así como abstenerse de realizar conductas que se consideren actos o hechos ilícitos conforme al artículo treinta y seis (36) del mismo ordenamiento.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">9. La sociedad indemnizará y sacará en paz y a salvo a los miembros del Consejo de Administración respecto de cualquier responsabilidad que incurran frente a terceros en el debido desempeño de su encargo y cubrirá el monto de la indemnización por los daños que cause su actuación a terceros, a la sociedad 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. Adicionalmente, la sociedad podrá contratar en favor de los miembros del Consejo de Administración seguros, fianzas o cauciones que cubran el monto de la indemnización por los daños que cause su actuación a la sociedad 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.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CAPÍTULO QUINTO</span><span style="width:28.99pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">FUNCIONARIOS Y VINCULACIÓN CON ACCIONISTA PERMANENTE</span><span style="width:2.3pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DÉCIMO TERCERA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Constituido el Consejo de Administración, deberá en su primera sesión, designar dentro de sus miembros un presidente; asimismo se podrá designar un secretario y un prosecretario, quienes no requieren ser miembros del Consejo de Administración.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DÉCIMO CUARTA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Serán facultades y obligaciones del presidente del Consejo de Administración:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">I. Presidir las asambleas generales de accionistas y cumplir sus resoluciones cuando no se nombre ejecutor especial.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">II. Convocar al Consejo de Administración, presidir sus reuniones y cumplir sus resoluciones cuando no se nombre ejecutor especial.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">III. Firmar las actas de las asambleas de accionistas y de las sesiones del Consejo que haya </span><span style="font-family:'Times New Roman'; font-size:12pt">presidido</span><span style="font-family:'Times New Roman'; font-size:12pt"> así como las copias de dichas actas que se expidan a solicitud de parte interesada.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">IV. Vigilar el exacto cumplimiento de estos estatutos, de los reglamentos interiores de la sociedad y de todos los acuerdos de la asamblea, del Consejo y de los Comités.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">V. Rendir anualmente a los accionistas un informe detallado sobre la marcha de los negocios de la sociedad.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">VI. Las demás que el Consejo de Administración le otorgue o imponga.</span><span style="width:15.74pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DÉCIMO QUINTA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> La sociedad es una subsidiaria de, y es controlada por, el Accionista Permanente, el que ha manifestado a la sociedad su intención de ser propietario en todo tiempo de por lo menos la mayoría de las acciones con derecho a voto y del capital de la sociedad. Los Comités de Auditoría y de Prácticas Societarias, </span><span style="font-family:'Times New Roman'; font-size:12pt">compuestos únicamente por consejeros independientes, han determinado que es en el mejor interés de la sociedad y de todos sus accionistas, sin distinción alguna, pertenecer al grupo empresarial que encabeza el Accionista Permanente. En tal virtud, la sociedad, previa opinión favorable de sus Comités de Auditoría y de Prácticas Societarias y de su Consejo de Administración, en ambos casos únicamente a través de los consejeros que sean independientes, podrá adoptar políticas y procedimientos de vinculación, reporte, información, cumplimiento, normatividad, organización y otros que sean congruentes con los que adopte el Accionista Permanente, siempre que tales políticas y procedimientos sean acordes con y no violen los preceptos de la legislación mexicana.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DÉCIMO SEXTA</span><span style="font-family:'Times New Roman'; font-size:12pt">. Serán facultades y obligaciones del secretario y del prosecretario del Consejo de Administración:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">1. Fungir como tal en las asambleas de accionistas y en las sesiones del Consejo, levantar las actas de unas y otras y firmarlas en unión del presidente.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">2. Llevar los libros de actas de las asambleas de accionistas y del Consejo de Administración, así como el registro de acciones nominativas y el de variaciones del capital.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">3. Expedir a quien con derecho lo solicite, copias de las actas asentadas en dichos libros y documentación relativa a la sociedad, así como suscribir constancias y comunicaciones en cumplimiento a la normatividad aplicable a las sociedades anónimas bursátiles.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">4. Realizar protocolizaciones de las resoluciones tomadas por el Consejo de Administración y asambleas de accionistas y aquellas que conforme a la legislación aplicable se requieran.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DÉCIMO SÉPTIMA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> El Consejo de Administración podrá nombrar y remover libremente a un Director General y a los demás directivos relevantes, quienes podrán ser o no accionistas, tendrán las obligaciones, atribuciones y remuneración que se les asignen, así como las que marca la Ley y garantizarán su manejo en la misma forma en que deben hacerlo los consejeros. Los poderes que se otorguen a dicho Director </span><span style="font-family:'Times New Roman'; font-size:12pt">General</span><span style="font-family:'Times New Roman'; font-size:12pt"> así como a cualquier otro funcionario empleado de la sociedad o de sus subsidiarias tendrán siempre la limitación de que para los asuntos enumerados en la cláusula </span><span style="font-family:'Times New Roman'; font-size:12pt">Décimo Segunda</span><span style="font-family:'Times New Roman'; font-size:12pt">, párrafo cuatro de estos estatutos se requerirá la previa autorización del Consejo de Administración aprobada en la forma prescrita en dicho párrafo. Los cargos de consejeros y Director General serán compatibles y podrán ser desempeñados por una misma persona en cuyo caso bastará que se otorgue una sola vez la garantía antes mencionada.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El Director General desempeñará funciones de gestión, conducción y ejecución de los negocios de la sociedad y de las personas morales que ésta controle, así como aquellas a que hacen mención los artículos cuarenta y cuatro (44), cuarenta y cinco (45), cuarenta y seis (46) y demás aplicables de la Ley de Mercado de Valores.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DÉCIMO OCTAVA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> El Director General y a falta de éste el Consejo, podrá nombrar y remover libremente a uno o varios gerentes, </span><span style="font-family:'Times New Roman'; font-size:12pt">sub-gerentes</span><span style="font-family:'Times New Roman'; font-size:12pt"> y apoderados de la sociedad, quienes podrán ser o no accionistas y les señalará sus facultades, obligaciones y emolumentos, precisando concretamente la órbita de sus atribuciones para que las ejerzan en los negocios y lugares que el Director General, o en su caso, el propio Consejo determine.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CAPÍTULO SEXTO</span><span style="width:0.98pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">VIGILANCIA DE LA SOCIEDAD</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DÉCIMO NOVENA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> La vigilancia de la sociedad estará a cargo del Consejo de Administración, a través de los Comités de Auditoría y de Prácticas Societarias, los cuales estarán compuestos de por lo menos tres consejeros independientes. También desempeñará labores de vigilancia la persona moral que realice auditoría externa de la Sociedad. Los miembros de los Comités de Auditoría y de Prácticas Societarias serán electos anualmente por el Consejo de Administración (excepto al Presidente de dichos comités, cuyo nombramiento corresponde a la Asamblea, General Ordinaria de Accionistas) y desempeñarán las funciones que se mencionan en los artículos cuarenta y dos (42) y cuarenta y tres (43) de la Ley del Mercado de Valores y durarán en su encargo un año o hasta que sus sucesores hayan sido electos y tomen posesión de sus puestos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CAPÍTULO SÉPTIMO</span><span style="width:22.32pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">UTILIDADES Y FONDO DE RESERVA</span><span style="width:3.3pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">VIGÉSIMA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Al fin de cada año fiscal, se prepararán los estados financieros de la sociedad y de sus subsidiarias sobre una base consolidada, conforme a los principios previstos en la Ley del Mercado de Valores y las </span><span style="font-family:'Times New Roman'; font-size:12pt">disposiciones generales derivadas de ésta, que se sujetará a los principios de contabilidad emitidos o reconocidos por la Comisión Nacional Bancaria y de Valores conforme a lo previsto en el artículo ciento cuatro (104) de la Ley del Mercado de Valores. Los citados estados financieros deberán quedar terminados dentro de los tres meses siguientes al cierre del año fiscal y se presentarán a la asamblea general de accionistas para su aprobación. De las utilidades netas que resulten después de que los estados financieros hayan sido aprobados por la asamblea de accionistas se hará la siguiente distribución:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">a) Se separará cuando menos el cinco por ciento para formar el fondo de reserva de acuerdo con lo previsto en el artículo veinte (20) de la Ley General de Sociedades Mercantiles hasta que dicho fondo llegue al veinte por ciento (20%) del capital social histórico, así como para formar cualquier otro fondo de previsión acordado por la asamblea general, que </span><span style="font-family:'Times New Roman'; font-size:12pt">incluye</span><span style="font-family:'Times New Roman'; font-size:12pt"> pero no se limita a crear un fondo para la compra de acciones propias.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">b) Del resto de las utilidades se dispondrá según lo acuerde la asamblea ordinaria de accionistas. Por instrucciones de la Asamblea de Accionistas, el Consejo de Administración podrá pagar en cualquier tiempo dividendos de las utilidades habidas según los estados financieros aprobados por los accionistas. Los dividendos decretados y no cobrados por los accionistas dentro de un período de cinco (5) años se considerarán como renunciados en favor de la sociedad.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">c) Cuando así lo decrete la asamblea general extraordinaria de accionistas, la sociedad podrá proceder a la amortización de acciones con utilidades repartibles siguiendo las reglas establecidas en la Ley General de Sociedades Mercantiles.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CAPÍTULO OCTAVO</span><span style="width:24.99pt; text-indent:0pt; display:inline-block"></span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DISOLUCIÓN Y LIQUIDACIÓN DE LA SOCIEDAD</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">VIGÉSIMO PRIMERA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> La sociedad se disolverá al concluir el plazo de duración a que se refiere la cláusula Cuarta, a menos que dicho plazo sea prorrogado antes de su conclusión por acuerdo de una asamblea general extraordinaria de accionistas o previamente, por cualesquiera de las causas señaladas en las fracciones II al V del artículo doscientos veintinueve (229) de la Ley General de Sociedades Mercantiles.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">VIGÉSIMO SEGUNDA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Después de ser determinada la disolución de la sociedad por la asamblea de accionistas, se nombrará uno o varios liquidadores, quienes procederán a la liquidación de </span><span style="font-family:'Times New Roman'; font-size:12pt">la misma</span><span style="font-family:'Times New Roman'; font-size:12pt"> y a la distribución de los productos entre los accionistas en proporción directa al número de acciones que cada uno posea. Dichos liquidadores tendrán las más amplias facultades para la liquidación y podrán, por tanto, cobrar todas las sumas que se adeuden a la sociedad y pagar las que ésta deba; iniciar toda clase de juicios y proseguirlos hasta su conclusión con todas las facultades de un apoderado general jurídico de acuerdo con los artículos dos mil quinientos cincuenta y cuatro (2554) y dos mil quinientos ochenta y siete (2587) del Código Civil Federal, cancelar hipotecas y otros gravámenes; transigir pleitos y vender propiedades o valores de cualquier naturaleza. Los liquidadores, tendrán, en todo lo que no esté específicamente previsto en estos estatutos las facultades y obligaciones que les confieren los artículos doscientos cuarenta y dos (242) y siguientes de la Ley General de Sociedades Mercantiles.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">VIGÉSIMO TERCERA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Los accionistas serán responsables de las pérdidas de la sociedad únicamente por el valor de sus respectivas acciones </span><span style="font-family:'Times New Roman'; font-size:12pt">suscritas</span><span style="font-family:'Times New Roman'; font-size:12pt"> aunque no estén pagadas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">VIGÉSIMO CUARTA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Los fundadores como tales, no se reservan ninguna participación especial en las utilidades.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CAPÍTULO NOVENO</span><span style="width:24.99pt; text-indent:0pt; display:inline-block"></span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ESTIPULACIONES GENERALES</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">VIGÉSIMO QUINTA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Todo extranjero que en el acto de la constitución o en cualquier tiempo ulterior adquiera un interés o participación social en la Sociedad, se considerará por ese simple hecho como mexicano respecto de uno y otra, y se entenderá que conviene en no invocar la protección de su Gobierno, bajo la pena, en caso de faltar a su convenio, de perder dicho interés o participación en beneficio de la Nación Mexicana.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">VIGÉSIMO SEXTA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Los ejercicios sociales de la sociedad correrán del primero de enero al treinta y uno de diciembre de cada año.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">VIGÉSIMO SÉPTIMA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Para el evento de cancelación de la inscripción de las acciones en el Registro, en términos de lo establecido en el artículo ciento ocho (108), fracción segunda (II) de la Ley del Mercado de Valores, la sociedad estará exceptuada de llevar a cabo la oferta pública a que hace referencia dicho precepto legal, siempre que acredite a la Comisión Nacional Bancaria y de Valores contar con el consentimiento de los accionistas que representen cuando menos el noventa y cinco por ciento (95%) del capital social de la sociedad, otorgado mediante acuerdo de asamblea; que el monto a ofrecer por las acciones colocadas entre el gran público inversionista sea menor a trescientas mil unidades de inversión, y constituya el fideicomiso a que hace referencia el último párrafo de la fracción segunda (II) del citado artículo ciento ocho (108), así como notifique la cancelación y constitución del citado fideicomiso a través de los mecanismos previstos en la Ley del Mercado de Valores.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">VIGÉSIMO OCTAVA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> En todo lo que no esté especialmente previsto en estos estatutos se aplicarán las disposiciones de la Ley del Mercado de Valores y de la Ley General de Sociedades Mercantiles.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">VIGÉSIMO NOVENA.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Cualquier interpretación relacionada con lo previsto en estos estatutos sociales se realizará de conformidad con la legislación aplicable de los Estados Unidos Mexicanos, incluyendo las disposiciones de la Ley del Mercado de Valores, las disposiciones de carácter general emitidas por la Comisión Nacional Bancaria y de Valores, la Ley General de Sociedades Mercantiles y las demás fuentes a que se refiere el artículo cinco (5) de la Ley del Mercado de Valores y para el caso de interpretación o controversia sobre los mismos se señalan como competentes a los tribunales federales del domicilio social de la sociedad.</span>
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<a name="_Toc227102170" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cultura y pertenencia</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra cultura se basa en cuatro valores fundamentales: respetar al individuo, luchar por la excelencia, actuar con integridad y servir a nuestros clientes y socios. Estos valores definen quiénes somos y guían nuestras acciones, fomentando un entorno en el que los asociados, clientes, socios y proveedores se sienten reconocidos, apoyados y conectados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Nuestra cultura</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Este año, nuestras iniciativas culturales se centraron en fortalecer el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Walmart</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Pride,</span><span style="font-family:'Times New Roman'; font-size:12pt"> reforzar nuestros valores fundamentales, ampliar el reconocimiento y elevar la voz de los asociados a través de iniciativas como:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fundamentos culturales</span><span style="font-family:'Times New Roman'; font-size:12pt">: reforzamos nuestro propósito, valores y filosofía empresarial a través de iniciativas como la Academia Sam Walton y el lanzamiento de un sitio web sobre cultura para México y Centroamérica. También creamos experiencias inmersivas durante la Reunión de Inicio de Año, en la que los líderes se comprometieron con el legado de nuestro fundador.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Reconocimiento</span><span style="font-family:'Times New Roman'; font-size:12pt">: Celebramos la dedicación y</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">trayectoria profesional de nuestros asociados mediante eventos presenciales como </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Blue </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Carpet</span><span style="font-family:'Times New Roman'; font-size:12pt">, en los que rendimos</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">homenaje a aquellas personas que han tenido un impacto duradero en la empresa y en las vidas de los clientes y socios. Este evento resaltó el orgullo y el sentido de pertenencia de los asociados que llevan más de 35 años en Walmart.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Pertenencia</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Pertenecer a Walmart de México y Centroamérica significa ser parte de algo más grande. Creamos espacios donde todas las voces importan, haciendo de nuestra empresa un lugar donde todos pueden prosperar. Juntos, formamos una comunidad que celebra nuestras diferencias, se enorgullece de quiénes somos y permanece comprometida entre sí.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A lo largo del año, apoyamos iniciativas que fomentan la pertenencia y fortalecen nuestra cultura, como el Mes de la Mujer, el Mes del Orgullo, la Cumbre de Pertenencia, el Mes Rosa y cursos de lengua de señas mexicana. Organizamos nuestra segunda Cumbre de Pertenencia en México y Centroamérica, que reunió a líderes y asociados para reflexionar, compartir y fortalecer una cultura de la que todos se sientan parte. La cumbre reafirmó nuestro compromiso de garantizar que todas las personas se sientan vistas, apoyadas y conectadas, mientras fomentamos el compromiso y la colaboración en toda la organización.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Estos esfuerzos contribuyen a crear espacios seguros e inclusivos en los que todos se sienten reconocidos y valorados. Además, hemos destinado 118 recursos a programas de necesidades críticas, ofreciendo apoyo funcional a los asociados con discapacidades y garantizando que todos dispongan de las herramientas necesarias para prosperar.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En Walmart de México y Centroamérica, sabemos que cada colaborador desempeña un papel fundamental a la hora de dar vida a nuestra cultura y sentido de pertenencia cada día. Por eso, nuestra visión es seguir creando espacios seguros para todos, donde cada historia y</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">logro nos recuerden que juntos somos más fuertes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">También contamos con políticas que respaldan firmemente nuestra cultura de pertenencia:</span>
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<a style="color:#000000" href="https://informes.walmex.mx/2021/recursos/Walmex_Codigo_de_Conducta_2021.pdf"><span style="font-family:'Times New Roman'; font-size:12pt">Código de conducta</span></a>
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<a style="color:#000000" href="https://informes.walmex.mx/2021/recursos/Politica_de_Igualdad_de_Remuneracion.pdf"><span style="font-family:'Times New Roman'; font-size:12pt">Política de igualdad salarial</span></a>
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<a style="color:#000000" href="https://www.walmartethics.com/content/walmartethics/en_us/faqs/our-associates/discrimination-and-harassment.html"><span style="font-family:'Times New Roman'; font-size:12pt">Política global de prevención del acoso y la discriminación</span></a><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CASO DE ÉXITO: Orgullosos de ser Walmart</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para este evento, nuestros líderes compartieron mensajes significativos y celebraron historias de éxito inspiradoras relacionadas con el sentido de pertenencia a nuestra empresa. Con el apoyo de nuestros directores de campo, también lanzamos Mi Tienda Spark, un espacio creado para honrar el orgullo de formar parte de Walmart. Cuenta con productos de marca y artículos que reflejan nuestra identidad, y cada compra tiene un propósito: los ingresos se destinan a programas de apoyo funcional y becas para asociados con discapacidades, lo que refuerza nuestro sentido de comunidad.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Equidad Salarial</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nos comprometemos a ofrecer una remuneración justa para los asociados en todos los mercados en los que operamos, y contamos con procesos, herramientas y sistemas para garantizar una remuneración sin sesgos en las ofertas, cambios de puesto y ascensos dentro de la organización. Realizamos análisis de equidad salarial anualmente y calculamos las diferencias salariales ajustadas y no ajustadas para Walmart de México y Centroamérica.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Brecha salarial ajustada:</span><span style="font-family:'Times New Roman'; font-size:12pt"> la brecha salarial ajustada mide si los asociados que realizan el mismo trabajo, teniendo en cuenta factores relevantes para el puesto, como la ubicación geográfica, la unidad de negocio, el nivel interno y el puesto, reciben una remuneración relativa entre sí, independientemente de su condición protegida. Nuestros análisis más recientes sobre la brecha salarial ajustada indican que las asociadas ganan $0.99 pesos mexicanos por cada peso mexicano que ganan los asociados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Brecha salarial no ajustada:</span><span style="font-family:'Times New Roman'; font-size:12pt"> aunque creemos que la brecha salarial ajustada es la medida más significativa para determinar la equidad salarial, también</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">reportamos sobre la brecha salarial no ajustada, que indica las diferencias salariales medias sin ajustar por factores como la ubicación geográfica y el nivel interno (que refleja la representación relativa en puestos con salarios </span><span style="font-family:'Times New Roman'; font-size:12pt">más altos o más bajos</span><span style="font-family:'Times New Roman'; font-size:12pt">). Nuestro análisis más reciente de la brecha salarial no ajustada muestra que las asociadas</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#d13438"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cobran el 99.74% del salario de los asociados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Encuesta de compromiso</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A través de nuestra campaña Walmart te Escucha, hemos mantenido canales de retroalimentación abiertos para impulsar la mejora continua. Migramos nuestras encuestas clave, incluidas la Encuesta de compromiso, Retroalimenta tu líder y Diagnóstico del entorno laboral, a la plataforma </span><span style="font-family:'Times New Roman'; font-size:12pt">Qualtrics</span><span style="font-family:'Times New Roman'; font-size:12pt">. Con el apoyo de herramientas de inteligencia artificial, ahora podemos analizar los comentarios más a fondo y transformar los conocimientos en acciones significativas que mejoran la experiencia de los asociados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las acciones de Walmart de México y Centroamérica cotizan en la Bolsa Mexicana de Valores bajo la clave de pizarra </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">WALMEX</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:335.55pt">
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<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">Estructura accionaria</span>
</p>
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">Al 31 de diciembre de 20</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">2</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">5</span>
</p>
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">Millones</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none"> de </span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">acciones</span>
</p>
</td>
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<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:48.6pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:none">Serie</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:127.8pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase"> </span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:90.5pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:none">Número</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:none"> de </span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:none">acciones</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:25.45pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">%</span>
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<tr style="height:20.95pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:48.6pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:12pt">Única</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:127.8pt">
<p style="margin:1pt 0pt">
<span style="font-family:Calibri; font-size:12pt">Ordinarias, de suscripción libre</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:90.5pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:12pt">17,</span><span style="font-family:Calibri; font-size:12pt">292</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:25.45pt">
<p style="margin:1pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:12pt">100</span>
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<tr style="height:0pt">
<td style="width:59.4pt; border:none">
</td>
<td style="width:138.6pt; border:none">
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<td style="width:101.3pt; border:none">
</td>
<td style="width:36.25pt; border:none">
</td>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía mantiene un programa patrocinado de </span><span style="font-family:'Times New Roman'; font-size:12pt">ADR’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> sobre sus acciones Serie Única. El banco depositario es The Bank </span><span style="font-family:'Times New Roman'; font-size:12pt">of</span><span style="font-family:'Times New Roman'; font-size:12pt"> New York.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
<meta http-equiv="Content-Style-Type" content="text/css" />
<meta name="generator" content="Aspose.Words for .NET 15.3.0.0" />
<title>
</title>
</head>
<body>
<div>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:100%">
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:28.88%">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Indicadores relevantes de la acción</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:28.88%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">2025</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:28.88%">
<p style="margin:0pt; text-align:justify">
<a name="_Hlk264369513" href="#" ><span style="font-family:Calibri; font-size:10pt">Precio Max</span><span style="-aw-bookmark-end:RANGE_B4"></span></a>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">78.78</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">81.92</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">75.96</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">72.88</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">66.18</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:28.88%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Precio Min</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">57.22</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">65.84</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">59.51</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">51.89</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">50.94</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:28.88%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Precio Cierre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">76.09</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">68.59</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">71.57</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">71.69</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">56.13</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:28.88%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Volumen (millones)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">3,615.7</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">3,612.9</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">3,723.0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.22%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">5,229.1</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">6,183.1</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:155.9pt; border:none">
</td>
<td style="width:76.8pt; border:none">
</td>
<td style="width:76.8pt; border:none">
</td>
<td style="width:76.8pt; border:none">
</td>
<td style="width:76.8pt; border:none">
</td>
<td style="width:76.9pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="-aw-bookmark-end:_Hlk264369513"></span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:336pt">
<tr>
<td colspan="6" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:329pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">Indicad</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">ores relevantes de la acción 202</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">5</span>
</p>
</td>
</tr>
<tr>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:88.95pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase"> </span>
</p>
</td>
<td colspan="5" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:233.05pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">TRIMESTRE</span>
</p>
</td>
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<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:88.95pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">1er </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">2do </span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">3er </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53.05pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">4to </span>
</p>
</td>
</tr>
<tr>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:88.95pt">
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Precio Max</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">58.49</span>
</p>
</td>
<td colspan="2" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.45pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">66.18</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:52.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">62.75</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.05pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">63.58</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:88.95pt">
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Precio Min</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">52.77</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.45pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">55.66</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:52.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">50.94</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.05pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">54.63</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:88.95pt">
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Precio Cierre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">56.36</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.45pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">62.15</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:52.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">56.57</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.05pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">56.13</span>
</p>
</td>
</tr>
<tr style="height:4pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:88.95pt">
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Volumen (millones)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">1,736.2</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">1,345.0</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">1,793.6</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.05pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">1,308.3</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:95.95pt; border:none">
</td>
<td style="width:60pt; border:none">
</td>
<td style="width:60pt; border:none">
</td>
<td style="width:0.45pt; border:none">
</td>
<td style="width:59.55pt; border:none">
</td>
<td style="width:60.05pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:336pt">
<tr>
<td colspan="6" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:329pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">Indicad</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">ores relevantes de la acción 202</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">4</span>
</p>
</td>
</tr>
<tr>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:88.95pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase"> </span>
</p>
</td>
<td colspan="5" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:233.05pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">TRIMESTRE</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:88.95pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">1er </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">2do </span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">3er </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53.05pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">4to </span>
</p>
</td>
</tr>
<tr>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:88.95pt">
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Precio Max</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">72.88</span>
</p>
</td>
<td colspan="2" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.45pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">69.00</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:52.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">68.02</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.05pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">61.54</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:88.95pt">
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Precio Min</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">65.50</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.45pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">59.94</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:52.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">58.13</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.05pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">51.89</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:88.95pt">
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Precio Cierre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">67.00</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.45pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">62.26</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:52.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">59.17</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.05pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">54.89</span>
</p>
</td>
</tr>
<tr style="height:4pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:88.95pt">
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Volumen (millones)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">1,024.7</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">1,296.6</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">1,407.3</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.05pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">1,500.5</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:95.95pt; border:none">
</td>
<td style="width:60pt; border:none">
</td>
<td style="width:60pt; border:none">
</td>
<td style="width:0.45pt; border:none">
</td>
<td style="width:59.55pt; border:none">
</td>
<td style="width:60.05pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:452.5pt">
<tr style="height:16.35pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53.3pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none"> </span>
</p>
</td>
<td colspan="7" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:371.05pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">Indicadores relevantes de la acción (octubre 202</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">5</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none"> - marzo 202</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">6</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none">)</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold; font-style:normal; text-transform:none"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; vertical-align:top">
</td>
</tr>
<tr style="height:16.35pt">
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:83.8pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53.3pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">OCT</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53.3pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">Nov</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53.25pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">Dic</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53.3pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">Ene</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53.25pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">Feb</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:53.3pt">
<p style="margin:3pt 3.6pt 3pt 0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold; text-transform:uppercase">Mar</span>
</p>
</td>
</tr>
<tr style="height:7.85pt">
<td colspan="2" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:83.8pt">
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Precio Max</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">62.57</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">63.58</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">61.20</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">58.89</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">59.06</span>
</p>
</td>
<td colspan="2" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">58.20</span>
</p>
</td>
</tr>
<tr style="height:4.45pt">
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:83.8pt">
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Precio Min</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">54.63</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">60.60</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">55.74</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">55.46</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">55.42</span>
</p>
</td>
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">55.35</span>
</p>
</td>
</tr>
<tr style="height:3.95pt">
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:83.8pt">
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Precio Cierre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">61.42</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">61.99</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">56.13</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">55.46</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">55.74</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">58.20</span>
</p>
</td>
</tr>
<tr style="height:4.25pt">
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:83.8pt">
<p style="margin:1pt 0pt; text-align:justify">
<span style="font-family:Calibri; font-size:10pt">Volumen (</span><span style="font-family:Calibri; font-size:10pt">millones)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">621.7</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">288.2</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">398.5</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">526.3</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">400.1</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Calibri; font-size:10pt">550.8</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:60.3pt; border:none">
</td>
<td style="width:30.5pt; border:none">
</td>
<td style="width:60.3pt; border:none">
</td>
<td style="width:60.3pt; border:none">
</td>
<td style="width:60.25pt; border:none">
</td>
<td style="width:60.3pt; border:none">
</td>
<td style="width:60.25pt; border:none">
</td>
<td style="width:46.15pt; border:none">
</td>
<td style="width:14.15pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
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<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
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<body>
<div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">No aplica este rubro de formador de mercado</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
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<body>
<div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">No aplica este rubro de formador de mercado</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
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<body>
<div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">No aplica este rubro de formador de mercado</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
<meta http-equiv="Content-Style-Type" content="text/css" />
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<body>
<div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">No aplica este rubro de formador de mercado</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
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<div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">No aplica este rubro de formador de mercado</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
</body>
</html> </ p >
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WALMEX
Bolsa Mexicana de Valores (BMV), OTCQX Market Tier
17292211803
Nominativas
Una misma serie
Comunes
Hombre
No aplica
5
Vicepresidente Senior de Administración y Finanzas
No aplica
2021-02-08
NO
NO
NO
NO
Propietario
Garcia
Da Encarnacao
Paulo Jorge
Mujer
No aplica
1
Vicepresidenta Senior de Legal
No aplica
2025-09-15
NO
NO
NO
NO
Propietario
Ugartechea
Benavides
Michelle
Hombre
27
Presidente Ejecutivo y Director General
No aplica
2025-01-08
NO
NO
NO
NO
Propietario
Pozo
Barrientos
Cristian
Se designó como Consejero provisional en sesión del Consejo de Administración del 23/10/2024 y luego se ratificó en Asamblea de Accionistas del 10/04/2025
Mujer
No aplica
Consejero
Anual
Consejo de Administración
2024-10-23
NO
NO
NO
NO
Propietario
Yates
Venessa
Se aceptó su renuncia como Consejero y Presidente del Consejo de Administración en la Asamblea de Accionistas del 20/04/2026, con efectos al 31/03/2026
Hombre
No aplica
Presidente
Anual
General Anual Ordinaria
2016-03-31
NO
SI
NO
NO
Propietario
Loureiro
De Souza Macedo
Guilherme
No aplica
No aplica
Consejero
Anual
General Anual Ordinaria
2022-07-04
NO
NO
NO
NO
Propietario
Raghupathy
Karthik
Se designó como Consejero provisional en sesión del Consejo de Administración del 01/08/2025 y luego se ratificó en Asamblea de Accionistas del 20/04/2026
Mujer
No aplica
No aplica
Consejero
Anual
General Ordinaria
2025-08-07
NO
NO
NO
NO
Propietario
Larkins
Gillian
No aplica
No aplica
Consejero
Anual
General Anual Ordinaria
2025-10-04
NO
NO
NO
NO
Propietario
Brand
Rachel
Se designó como Consejera provisional en sesión del Consejo de Administración del 20/10/2022 y luego se ratificó en Asamblea de Accionistas del 30/03/2023
Mujer
No aplica
No aplica
Consejero
Anual
Consejo de Administración
2022-10-20
NO
NO
SI
SI
Propietario
Kwo
Elizabeth
Mujer
No aplica
Consejero
Anual
General Anual Ordinaria
2024-04-30
NO
SI
NO
NO
Propietario
Contreras
Ríos
Viridiana
Hombre
No aplica
No aplica
Consejero
Anual
General Anual Ordinaria
2018-03-22
NO
NO
SI
SI
Propietario
Aréchiga
Pérez Grovas
Eric
No aplica
No aplica
Consejero
Anual
Consejo de Administración
2022-10-20
NO
SI
NO
NO
Propietario
Machado
Arnal
Hombre
No aplica
No aplica
Consejero
Anual
General Ordinaria
2025-08-07
NO
NO
SI
SI
Propietario
Capdevila
71.2
No aplica
No aplica
71.2
No aplica
No aplica
71.2
No aplica
No aplica
Michelle Benavides
Mancera, S.C.
Vicepresidente Senior de Administración y Finanzas
Auditor externo y apoderado
Paulo Garcia
Presidente Ejecutivo y Director General
Ernestina Hernández López
Vicepresidenta Senior de Legal
Intersalt, S. de R.L. de C.V.
Intersalt, S. de R.L. de C.V.
Intersalt, S. de R.L. de C.V.
No aplica
No aplica
No aplica
Se aceptó su renuncia como Consejero en la Asamblea de Accionistas del 20/04/2026, con efectos al 12/02/2026
Hombre
Hombre
No aplica
No aplica
Consejero
Anual
Consejo de Administración
2025-01-08
NO
NO
NO
NO
Propietario
Pozo
Barrientos
Cristian
Se aceptó su designación como Consejero en la Asamblea General Ordinaria de Accionistas del 08/07/2025
Mujer
No aplica
Se designó como Consejera provisional en sesión del Consejo de Administración del 20/10/2022 y luego se ratificó en Asamblea de Accionistas del 30/03/2023
Mujer
María Teresa Altagracia
Se designó como Consejero en la Asamblea de Accionistas del 08/07/2025
Mora
Jorge Andrés
Cristian Barrientos Pozo
Wal-Mart de México, S.A.B. de C.V.
Los suscritos manifestamos bajo protesta de decir verdad que, en el ámbito de nuestras respectivas funciones, preparamos la información relativa a la emisora contenida en el presente reporte anual, la cual, a nuestro leal saber y entender, refleja razonablemente su situación. Asimismo, manifestamos que no tenemos conocimiento de información relevante que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas
El suscrito manifiesta bajo protesta de decir verdad, que los estados financieros que contiene el presente reporte anual por los ejercicios (incluir los ejercicios a que se refieren dichos estados financieros, al menos tres ejercicios) fueron dictaminados con fecha (incluir la fecha del dictamen de cada uno de los estados financieros que se incluyen), de conformidad con las Normas Internacionales de Auditoría (se podrá incluir la mención específica de las normas utilizadas).
Asimismo, manifiesta que ha leído el presente reporte anual y basado en su lectura y dentro del alcance del trabajo de auditoría realizado, no tiene conocimiento de errores relevantes o inconsistencias en la información que se incluye y cuya fuente provenga de los estados financieros dictaminados señalados en el párrafo anterior, ni de información que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas.
No obstante, el suscrito no fue contratado, y no realizó procedimientos adicionales con el objeto de expresar su opinión respecto de la otra información contenida en el reporte anual que no provenga de los estados financieros por el dictaminados.