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ISO4217:MXN
xbrli:pure
Anexo N
NO
Deuda LP
NO
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<span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">OMERCIALIZADORA CÍRCULO CCK, S.A. DE C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">COMERCIALIZADORA CÍRCULO CCK, S.A. DE C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Antonio Dovalí Jaime No. 70 </span><span style="font-family:'Times New Roman'; font-size:12pt">torre D, Piso 14, Colonia Zedec Santa Fe, Delegación Álvaro Obregón, CDMX. Código Postal 01210</span>
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CIRCLEK
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
01-01-2024 al 31-12-2024
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<span style="font-family:'Times New Roman'; font-size:12pt">Es considerado como una causa de vencimiento anticipado de los Certificados Bursátiles que ocurra un Cambio de Control sin la autorización de la Asamblea de Tenedores. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Mient</span><span style="font-family:'Times New Roman'; font-size:12pt">r</span><span style="font-family:'Times New Roman'; font-size:12pt">as exista saldo insoluto en favor de los Tenedores de los Certificados Bursátiles, el Emisor no podrá fusionarse o escindirse (o consolidarse de cualquier otra forma con cualquier tercero) ni permitir que sus Subsidiarias se fusionen o escindan, salvo que (i) el Emisor o sus Subsidiarias sean la sociedad fusionante; (ii) el Emisor sea la sociedad fusionada o escindida y que la sociedad o entidad que resulte de la fusión o escisión o consolidación asuma expresamente las obligaciones del Emisor conforme a los Certificados Bursátiles; (iii) con motivo de dicha fusión o escisión o consolidación no tuviere lugar una causa de vencimiento anticipado o cualquier otro evento que, con el transcurso del tiempo o mediante notificación o ambos, se convertirá en una causa de vencimiento anticipado, o (iv) la fusión sea de una Subsidiaria con el Emisor, o bien, cualquier fusión de cualquiera de las Subsidiarias con sus empresas filiales. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Mientras exista saldo insoluto en favor de los Tenedores de los Certificados Bursátiles, el Emisor no podrá vender, enajenar o de cualquier otra manera transmitir a terceros (distintos a Subsidiarias del propio Emisor), ni permitirá que sus Subsidiarias vendan, enajenen o de cualquier otra manera transmitan a terceros (distintos, a Subsidiarias del propio Emisor), en una o en una serie de operaciones relacionadas, activos de su propiedad fuera del curso ordinario de sus negocios, salvo por (i) ventas, enajenaciones o transmisiones de activos que representen menos del 5% (cinco por ciento) de sus activos totales consolidados, en una o más operaciones en el transcurso de 12 (doce) meses calendario, (ii) ventas, enajenaciones o transmisiones de activos que no resulten en una causa de vencimiento anticipado o cualquier otro evento que, con el transcurso del tiempo o mediante notificación, o ambos, se convierta en una Causa de Vencimiento Anticipado, (iii) ventas, enajenaciones o transmisiones de activos que se lleven a cabo para dar cumplimiento a compromisos contractuales contraídos con anterioridad a la fecha de la Emisión, (iv) ventas cuyo producto sea reinvertido por el Emisor en otros activos dentro de los 360 (tre</span><span style="font-family:'Times New Roman'; font-size:12pt">s</span><span style="font-family:'Times New Roman'; font-size:12pt">cientos sesenta) días siguientes a la recepción de dichos productos, (v) ventas, enajenaciones o transmisiones que, junto con otras ventas, enajenaciones o transmisiones realizadas fuera del curso ordinario de sus negocios, en un mismo ejercicio, no tengan un efecto adverso significativo sobre la solvencia del Emisor, o (vi) ventas, enajenaciones o transmisiones de activos no operativos realizadas por Inmobiliaria Exmod, S.A. de C.V. e Inmobiliaria Círculo CCK, S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los términos definidos en el presente Reporte podrán ser utilizados indistintamente en singular o plural.</span>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Auditor Externo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Galaz, Yamazaki, Ruiz Urquiza, S.C. (Miembro de Deloitte Touche Tohmatsu Limited).</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Aviso</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa de forma conjunta o individualmente según el contexto así lo requiera para cada caso, (i) el aviso de oferta pública que realice la Compañía para la colocación de los Certificados Bursátiles, y (ii) en su caso, el aviso </span><span style="font-family:'Times New Roman'; font-size:12pt">de </span><span style="font-family:'Times New Roman'; font-size:12pt">colocación correspondiente.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Banxico</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa Banco de México </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">BMV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa la Bolsa Mexicana de Valores, S.A.B. de C.V.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Calificadoras o Agencias Calificadoras</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa las agencias calificadoras que otorguen los dictámenes de calidad crediticia correspondientes a cada Emisión de Certificados Bursátiles y que se especificarán en el Aviso y el Suplemento respectivo.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">CEDIS</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significan los Centros de Distribución del Emisor.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Certificados o Certificados Bursátiles</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa los certificados bursátiles que pueden ser emitidos por la Compañía </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Circular Única de Auditores</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa las Disposiciones de carácter general aplicables a las entidades y emisoras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos, publicadas en el Diario Oficial de la Federación el 26 de abril de 2018, incluyendo cualesquiera modificaciones a las mismas.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Circular Única de Emisoras</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa las Disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado de valores, publicadas en el Diario Oficial de la Federación el 19 de marzo de 2003, incluyendo cualesquier modificaciones a las mismas.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">CNBV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa la Comisión Nacional Bancaria y de Valores.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Deuda Neta</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Día Hábil</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Definida como deuda financiera más gastos financieros a costo amortizado de CBUR menos caja.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa cualquier día del año que no sea sábado o domingo y en el cual las instituciones de crédito de México no estén autorizadas o requeridas a cerrar, de acuerdo con el calendario que al efecto publica la CNBV.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Dólar, Dólares o E.U.A.$</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa dólares de los Estados Unidos de América.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Emisión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa cualquier emisión de Certificados Bursátiles que la Compañía lleve a cabo de conformidad con el Programa.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Compañía, Emisor, Entidad o CCK</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa Comercializadora Círculo CCK, S.A. de C.V.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Estados Financieros Auditados</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa los Estados Financieros Consolidados Auditados de la Compañía por los años concluidos 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">2</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">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span><span style="font-family:'Times New Roman'; font-size:12pt">Incluye las notas preparadas bajo las N</span><span style="font-family:'Times New Roman'; font-size:12pt">IIF o IFRS</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Estados Unidos o E.U.A.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa los Estados Unidos de América.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Eventos Relevantes</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Tiene el significado atribuido a eventos relevantes en el artículo segundo de la LMV y en la Circular Única de Emisoras.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Grupo Modelo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa Anheuser Busch México Holding, S de R.L. de C.V.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Indeval</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">INEGI</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa el Instituto Nacional de Estadística y Geografía.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">LGTOC</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa la Ley General de Títulos y Operaciones de Crédito</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">LMV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa la Ley del Mercado de Valores.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">México</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">N</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">IIF</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> o IFR</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">S</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa los Estados Unidos Mexicanos.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa las Normas Internacionales de Información Financiera (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">International Financial Reporting Standards</span><span style="font-family:'Times New Roman'; font-size:12pt">)</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Peso o $</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa la moneda de curso legal en México.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Programa</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Prospecto</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa el Programa de Certificados Bursátiles emitido por la </span><span style="font-family:'Times New Roman'; font-size:12pt">Compañía autorizado por la CNBV mediante el oficio 153/11452/2018 de fecha 15 de marzo de 2018.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa el prospecto de colocación del Programa.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Reporte</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Se refiere al presente reporte anual.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Representante Común</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa CIBanco, S.A. Institución de Banca Múltiple, o cualquier otra entidad que sea designada como tal para cualquier Emisión y que se señale en el Aviso, el Título y en el Suplemento correspondientes.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">RNV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa el Registro Nacional de Valores.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Tenedores</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa los tenedores de los Certificados Bursátiles relativos a una Emisión en particular, emitidos al amparo del Programa.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Título</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa cualquier título único al portador que documente los Certificados Bursátiles correspondiente a alguna Emisión.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">TMEC</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa el Tratado entre México, Estados Unidos y Canadá</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">UAFIDA</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa utilidad antes de gastos financieros, impuestos, depreciación y amortización. UAFIDA no es una métrica reconocida bajo IFRS, sin embargo, en línea con la generalidad de la industria y las prácticas de mercado la Compañía la utiliza como una métrica aproximada de desempeño en términos de generación de flujo. UAFIDA es calculada como utilidad de operación más depreciación y amortización.</span>
</p>
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<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:141.85pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">UDIs</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:318.95pt">
<p style="margin:0pt 2.4pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Significa las Unidades de Inversión cuyo valor en Pesos se publica por Banxico en el Diario Oficial de la Federación.</span>
</p>
</td>
</tr>
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<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; font-style:italic">El siguiente resumen se complementa con la información más detallada y la información financiera incluida en otras secciones de este Reporte. El público inversionista debe prestar especial atención a las consideraciones expuestas en la Sección denominada “Factores de Riesgo”, misma que conjuntamente con la demás información incluida en el presente Reporte debe ser leída con detenimiento.</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las referencias a “$” o “Pesos” son a la moneda de curso legal en México. Las referencias a “US$” o “Dólares” son a la moneda de curso legal en los Estados Unidos. Las sumas </span><span style="font-family:'Times New Roman'; font-size:12pt">(incluidos porcentajes) que aparecen en el Reporte pudieran no ser exactas debido a redondeos realizados a fin de facilitar su presentación.</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Historia y Desarrollo de la Compañía</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La denominación social de la Compañía es Comercializadora Círculo CCK, S.A. de C.V., y fue constituida mediante escritura pública número 109,310, de fecha 6 de junio de 2005, otorgada ante la fe del Licenciado J. Claudio Ibarrola Muro, titular de la Notaría Pública número 9 del Municipio de Tlalnepantla, Estado de México, cuyo primer testimonio quedó debidamente inscrito en el Registro Público de Comercio del Estado de México, Distrito Judicial de Naucalpan y Huixquilucan el 25 de Julio de 2005, bajo el folio mercantil número 16,001*7. La duración de la Compañía es de 99 años contados a partir de la fecha de su constitución. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las oficinas principales de la Compañía están ubicadas en la calle de Antonio Dovalí Jaime No. 70, torre D, Piso 14, Colonia Zedec Santa Fe, Delegación Álvaro Obregón, CDMX. Código Postal 01210, teléfono +52 ((55) 5261-9800. La página de internet de la Compañía es </span><a href="file:///C:\Users\sancedu\Documents\CCK\www.circlek.com.mx"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0000ff">www.circlek.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> La información contenida en la página de internet del Emisor de la Compañía o en cualquier otro medio distinto a este Reporte no forma parte del mismo.</span>
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<img 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" width="648" height="330" alt="Interfaz de usuario gráfica, Sitio web

Descripción generada automáticamente" style="-aw-left-pos:0pt; -aw-rel-hpos:margin; -aw-rel-vpos:paragraph; -aw-top-pos:30.35pt; -aw-wrap-type:topbottom" /><br /><span style="font-family:'Times New Roman'; font-size:12pt">El siguiente cronograma detalla la historia de CCK:</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 1990 Impulsora Círculo CCK, S.A. de C.V., ahora subsidiaria del Emisor, se convierte </span><span style="font-family:'Times New Roman'; font-size:12pt">en la franquiciataria de Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K en México bajo la marca Círculo K. Para 2005, en un esfuerzo de diversificación de las inversiones familiares, se constituye Comercializadora </span><span style="font-family:'Times New Roman'; font-size:12pt">Círculo CCK, S.A de C.V., con la intención de ejecutar dos operaciones simultáneas: (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; text-decoration:underline">i</span><span style="font-family:'Times New Roman'; font-size:12pt">) La firma de un contrato de Cooperación Técnica y Licencia Maestra para el</span><span style="font-family:'Times New Roman'; font-size:12pt"> territorio nacional con Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K Corporation, a </span><span style="font-family:'Times New Roman'; font-size:12pt">través de su subsidiaria Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K Stores, Inc. (“</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Circle K USA</span><span style="font-family:'Times New Roman'; font-size:12pt">”), y (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; text-decoration:underline">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) la adquisición de los activos existentes en México. En ese momento los activos consistían en 14 (catorce) tiendas corporativas y algunas franquicias en el Noroeste del país. Posteriormente, en 2006, se iniciaron operaciones bajo la propiedad de CCK y en ese mismo año se remodeló y relanzó al público la primera tienda de la nueva era de </span><span style="font-family:'Times New Roman'; font-size:12pt">Círculo K (al día de hoy Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K) en la Ciudad de México, concretamente en la calle de Concepción Beistegui en la Colonia del Valle. A través de diversas inversiones entre el 2006 y 2014, CCK experimentó un periodo de crecimiento acelerado junto con desarrollo e innovación, llegando a 235 (doscientos treinta y cinco) sucursales propias en el centro del país.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K USA</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">forma parte del conjunto de marcas de Alimentation Couche-Tard, empresa canadiense que es la tercera cadena de conveniencia más grande del mundo y con mayor presencia internacional en 24 países. Datos de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">CSP magazine</span><span style="font-family:'Times New Roman'; font-size:12pt"> 2017 posiciona a Alimentation Couche-Tard en la segunda cadena de conveniencia con más tiendas en Estados Unidos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En julio de 2014, CCK celebró un contrato de compraventa de acciones y partes sociales con Anheuser Busch México Holding, S de R.L. de C.V. (“</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Grupo Modelo</span><span style="font-family:'Times New Roman'; font-size:12pt">”) para la compra de Comercio y Distribución Modelo, S. de R.L. de C.V., entidad dedicada a la operación, adquisición, y arrendamiento de tiendas de conveniencia bajo la marca comercial “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Tiendas Extra</span><span style="font-family:'Times New Roman'; font-size:12pt">”. De esta forma, CCK adquirió 872 (ochocientas setenta y dos) sucursales, con ello alcanzó 1,096 (mil noventa y seis) locaciones a nivel nacional, así como suscribió un contrato de suministro y distribución competitivo con </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Cervecería Modelo</span><span style="font-family:'Times New Roman'; font-size:12pt">. Derivado de dicha compra, se llevó a cabo un plan de integración de las empresas conforme al cual se formó un nuevo equipo directivo, se alineó la estrategia para brindar un mejor servicio y se estandarizaron los procesos, políticas y operaciones, por lo que a partir del 2016 se cuenta con una compañía integrada en permanente proceso de crecimiento y optimización, además de que se redefinió la visión, misión y valores de la sociedad con un enfoque a la mejora continua y al consumidor.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En julio de 2015, la Compa</span><span style="font-family:'Times New Roman'; font-size:12pt">ñía firmó un acuerdo con Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K USA para convertir 700 (setecientas) tiendas de la marca “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Extra</span><span style="font-family:'Times New Roman'; font-size:12pt">” a la marca “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Circle</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">K</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">(“Acuerdo de Conversión”). En 2016, se convirtieron 175 (ciento setenta y cinco) tiendas en su totalidad, durante el 2017 se convirtieron 185 (ciento ochenta y cinco) tiendas, durante el 2018 se convirtieron 37 (treinta y siete) tiendas</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> e</span><span style="font-family:'Times New Roman'; font-size:12pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt"> 2019 se convirtieron 31 (treinta y un) tiendas</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">en 2020 se convirtieron 9 (nueve) t</span><span style="font-family:'Times New Roman'; font-size:12pt">iendas</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> en 2021 se convirtieron 2 (dos) tiendas</span><span style="font-family:'Times New Roman'; font-size:12pt"> y en 2022</span><span style="font-family:'Times New Roman'; font-size:12pt"> se convirtieron </span><span style="font-family:'Times New Roman'; font-size:12pt">80</span><span style="font-family:'Times New Roman'; font-size:12pt"> (</span><span style="font-family:'Times New Roman'; font-size:12pt">ochenta</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"> En </span><span style="font-family:'Times New Roman'; font-size:12pt">marzo</span><span style="font-family:'Times New Roman'; font-size:12pt"> del </span><span style="font-family:'Times New Roman'; font-size:12pt">2021</span><span style="font-family:'Times New Roman'; font-size:12pt">, se firmó un acuerdo modificatorio el Acuerdo de Conversión, a través del cual, se prorroga el plazo de conversión de tiendas a diciembre del 2023.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Adicionalmente, los planes de expansión de la Compañía pretenden fortalecer la presencia en el país mediante la apertura de tiendas que ofrezcan una rentabilidad atractiva y brinden la mejor experiencia al consumidor.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2019, Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K USA autoriza a CCK </span><span style="font-family:'Times New Roman'; font-size:12pt">a </span><span style="font-family:'Times New Roman'; font-size:12pt">operar tiendas de conveniencia bajo</span><span style="font-family:'Times New Roman'; font-size:12pt"> el concepto</span><span style="font-family:'Times New Roman'; font-size:12pt"> “Fiesta Market”, tiendas que se enfocarán principalmente en</span><span style="font-family:'Times New Roman'; font-size:12pt"> ofrecer productos para fiesta, </span><span style="font-family:'Times New Roman'; font-size:12pt">reuniones y </span><span style="font-family:'Times New Roman'; font-size:12pt">la venta de cerveza</span><span style="font-family:'Times New Roman'; font-size:12pt">; durante el 2022 se aperturaron 16 tiendas</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> durante 2023 se aperturaron 10 tiendas</span><span style="font-family:'Times New Roman'; font-size:12pt"> y durante 2024 se aperturaron 3 tiendas</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo este </span><span style="font-family:'Times New Roman'; font-size:12pt">formato</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 diciembre 2019 se confirmó el brote del virus </span><span style="font-family:'Times New Roman'; font-size:12pt">causante de la enfermedad</span><span style="font-family:'Times New Roman'; font-size:12pt"> “COVID 19”, mismo que fue clasificado como pandemia mundial por la Organización Mundial de la Salud. Durante el mes de marzo </span><span style="font-family:'Times New Roman'; font-size:12pt">2020 </span><span style="font-family:'Times New Roman'; font-size:12pt">el virus llegó a México y como parte de las medidas de contención </span><span style="font-family:'Times New Roman'; font-size:12pt">para evitar su propagación, el gobierno de México restringió la movilidad de la población </span><span style="font-family:'Times New Roman'; font-size:12pt">requiriendo</span><span style="font-family:'Times New Roman'; font-size:12pt"> el resguardo en casa</span><span style="font-family:'Times New Roman'; font-size:12pt">. A</span><span style="font-family:'Times New Roman'; font-size:12pt">s</span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">mismo, el gobierno suspendió ciertas actividades económicas denominadas como no esenciales</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">Para </span><span style="font-family:'Times New Roman'; font-size:12pt">2021 CCK </span><span style="font-family:'Times New Roman'; font-size:12pt">la afectación en el tráfico de personas, ley seca y restricción de horarios continuó en el primer trimestre, para el segundo trimestre en adelante dichas afectaciones fueron disminuyendo</span><span style="font-family:'Times New Roman'; font-size:12pt"> gradualmente</span><span style="font-family:'Times New Roman'; font-size:12pt">. Estos efectos fueron aligerados por la continuidad de las estrategias de reducción de costos, gastos y control de compras de mercancía</span><span style="font-family:'Times New Roman'; font-size:12pt"> que</span><span style="font-family:'Times New Roman'; font-size:12pt"> siguieron </span><span style="font-family:'Times New Roman'; font-size:12pt">realizándose</span><span style="font-family:'Times New Roman'; font-size:12pt"> durante este ejercicio, </span><span style="font-family:'Times New Roman'; font-size:12pt">además de que la entidad realizó acuerdos comerciales con proveedores que tuvieron efectos positivos en el desempeño operativo que ha llevado a CCK a fortalecer su rentabilidad</span><span style="font-family:'Times New Roman'; font-size:12pt"> a corto y mediano plazo</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 el año 2022 ya sin restricciones de ningún tipo y superando los efectos adversos del 2020 y que continuaron </span><span style="font-family:'Times New Roman'; font-size:12pt">durante los primeros meses del </span><span style="font-family:'Times New Roman'; font-size:12pt">2021, para CCK fue un año totalmente normalizado </span><span style="font-family:'Times New Roman'; font-size:12pt">debido a que se reactivaron en casi el 100%</span><span style="font-family:'Times New Roman'; font-size:12pt"> las actividades académicas, deportivas, laborales y recreativas </span><span style="font-family:'Times New Roman'; font-size:12pt">que contribuyeron a la normalización del tráfico en nuestras tiendas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El año 2023 nos permitió consolidar los cambios operativos y estratégicos de la compañía, en cuanto al mercado, enfocado en satisfacer las necesidades de nuestros consumidores, logrando con ello un crecimiento en ventas de 8.5% vs el año 2022.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En el 2024, la compañía fortaleció las estrategias operativas en cuanto al mercado, logrando crecimientos en ventas del </span><span style="font-family:'Times New Roman'; font-size:12pt">16.5% en forma general, destacando el segmento de combustible donde se logró </span><span style="font-family:'Times New Roman'; font-size:12pt">un crecimiento del 42</span><span style="font-family:'Times New Roman'; font-size:12pt">.1</span><span style="font-family:'Times New Roman'; font-size:12pt">% y logrando </span><span style="font-family:'Times New Roman'; font-size:12pt">consolidar una</span><span style="font-family:'Times New Roman'; font-size:12pt"> alianza comercial, generando</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">beneficios para nuestros clientes y logrando una mayor competitividad asegurando su estrategia de expansión</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">Descripción del negocio </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Comercializadora Círculo CCK, S.A de C.V. tiene un Contrato de Cooperación Técnica y Licencia Maestra (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Technical Cooperation and Master License Agreement</span><span style="font-family:'Times New Roman'; font-size:12pt">, el “</span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Contrato de Licencia</span><span style="font-family:'Times New Roman'; font-size:12pt">”) con Circle K USA,</span><span style="font-family:'Times New Roman'; font-size:12pt"> con el objetivo de desarrollar la marca de tiendas de conveniencia en México. Para mayor detalle sobre dicho contrato, revisar la sección Descripción del Negocio, “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Patentes, Licencias, Marcas y Otros Contratos</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 misión de CCK es</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Satisfacer las necesidades de nuestros clientes en cada micromercado, a través de nuestros consumidores, comisionistas, colaboradores y proveedores, asegurando así la mejor experiencia de compra</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 visión de la Compañía es</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Posicionarnos como una organización innovadora y sustentable, logrando la satisfacción de nuestros comisionistas, colaboradores, clientes y proveedores, a través de nuestros diferentes canales</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">Hoy, CCK es una de las cadenas de conveniencia más importantes de México, con una presencia </span><span style="font-family:'Times New Roman'; font-size:12pt">en </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"> estados y </span><span style="font-family:'Times New Roman'; font-size:12pt">30</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ciudades de</span><span style="font-family:'Times New Roman'; font-size:12pt"> la república mexicana</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de 1,</span><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt">89</span><span style="font-family:'Times New Roman'; font-size:12pt"> (mil </span><span style="font-family:'Times New Roman'; font-size:12pt">ciento </span><span style="font-family:'Times New Roman'; font-size:12pt">ochenta y nueve</span><span style="font-family:'Times New Roman'; font-size:12pt">) tiendas, y el bi</span><span style="font-family:'Times New Roman'; font-size:12pt">nomio de Tiendas Extra y Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cuenta con más de 3</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> (treinta</span><span style="font-family:'Times New Roman'; font-size:12pt"> y </span><span style="font-family:'Times New Roman'; font-size:12pt">cinco</span><span style="font-family:'Times New Roman'; font-size:12pt">) años de experiencia en el mercado mexicano, se distingue por contar con una oferta amplia de comida rápida, bebidas calientes y frías a través de programas innovadores para complacer a sus consumidores que van desde niños hasta adultos mayores. La empresa busca complacer la necesidad que tienen las personas de satisfacer sus necesidades de alimentación, surtido, conectividad y ahorro de tiempo de una manera conveniente y rápida. Generalmente, las tiendas de conveniencia de CCK cuentan con menos de 200m</span><span style="font-family:'Times New Roman'; font-size:5.33pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:12pt">, tienen un horario y periodo de apertura de 24hrs al día, los 365 (trescientos sesenta y cinco) días del año, excepto por las tiendas ubicadas en las entidades federativas y municipios en los que su legislación lo limita.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al cierre de diciembre 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">, CCK cuenta con 1,</span><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt">89</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">(mil </span><span style="font-family:'Times New Roman'; font-size:12pt">ciento </span><span style="font-family:'Times New Roman'; font-size:12pt">ochenta y nueve</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">tiendas a nivel nacional y </span><span style="font-family:'Times New Roman'; font-size:12pt">siete</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">CEDIS en puntos estratégicos (Ciudad de México, Villahermosa, Torreón</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> Hermosillo</span><span style="font-family:'Times New Roman'; font-size:12pt">, Cancún</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> Ciudad Juárez</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Los Cabos</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; font-weight:bold; font-style:italic">Mercadotecnia</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Perspectiva de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Crecimiento del Sector de Conveni</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">encia en México </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A pesar del agitado contexto macroeconómico mundial</span><span style="font-family:'Times New Roman'; font-size:12pt">, el sector de conveniencia en México presenta una </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">perspectiva de crecimiento sólida y continua</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"> </span><span style="font-family:'Times New Roman'; font-size:12pt">apalancado por el </span><span style="font-family:'Times New Roman'; font-size:12pt">aumento de la clase media mexicana </span><span style="font-family:'Times New Roman'; font-size:12pt">que</span><span style="font-family:'Times New Roman'; font-size:12pt"> cuenta con una mayor capacidad de gasto, </span><span style="font-family:'Times New Roman'; font-size:12pt">que la hace más propensa</span><span style="font-family:'Times New Roman'; font-size:12pt"> a consumir bienes y servicios de consumo inmediato.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">5 factores favorecerán el crecimiento del sector en el corto plazo</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">Demanda de </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; font-weight:bold">onveniencia y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">r</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">apidez:</span><span style="font-family:'Times New Roman'; font-size:12pt"> El ritmo de vida acelerado en las zonas urbanas y la búsqueda de soluciones prácticas</span><span style="font-family:'Times New Roman'; font-size:12pt">, seguirán</span><span style="font-family:'Times New Roman'; font-size:12pt"> impulsa</span><span style="font-family:'Times New Roman'; font-size:12pt">ndo</span><span style="font-family:'Times New Roman'; font-size:12pt"> la demanda de las tiendas de conveniencia. Su ubicación estratégica, horarios extendidos y la oferta de una variedad de productos en un solo lugar</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> las </span><span style="font-family:'Times New Roman'; font-size:12pt">seguirá haciendo</span><span style="font-family:'Times New Roman'; font-size:12pt"> atractiva</span><span style="font-family:'Times New Roman'; font-size:12pt">s</span><span style="font-family:'Times New Roman'; font-size:12pt"> para un consumidor que valora su tiempo.</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">Inversión en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">e</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">xperiencia del </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; font-weight:bold">liente y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">t</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ecnología:</span><span style="font-family:'Times New Roman'; font-size:12pt"> La mejora </span><span style="font-family:'Times New Roman'; font-size:12pt">en </span><span style="font-family:'Times New Roman'; font-size:12pt">tecnologías de pago modernas, la personalización de ofertas y la optimización de operaciones</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">harán</span><span style="font-family:'Times New Roman'; font-size:12pt"> la experiencia de compra más fluida y adaptada a las necesidades individuales, lo que fomenta</span><span style="font-family:'Times New Roman'; font-size:12pt">rá</span><span style="font-family:'Times New Roman'; font-size:12pt"> la lealtad y el aumento del gasto.</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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<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Adaptación a las </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">p</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">referencias </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">l</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ocales:</span><span style="font-family:'Times New Roman'; font-size:12pt"> La adaptación de la oferta a las necesidades y preferencias de los consumidores locales es un factor clave para el </span><span style="font-family:'Times New Roman'; font-size:12pt">crecimiento. Al ofrecer productos que resuenan con los gustos específicos de cada región, las tiendas de conveniencia pueden aumentar su relevancia y participación de mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Aprovechamiento del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">a</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">nálisis de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">d</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">atos e </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">i</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">nteligencia </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">a</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">rtificial:</span><span style="font-family:'Times New Roman'; font-size:12pt"> La inversión en análisis de datos e inteligencia artificial permite a las empresas del sector comprender mejor el comportamiento del consumidor, optimizar sus operaciones y personalizar ofertas de manera más efectiva. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Enfoque en la </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">s</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ostenibilidad y la </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">r</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">esponsabilidad </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">s</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ocial:</span><span style="font-family:'Times New Roman'; font-size:12pt"> La creciente conciencia de los consumidores mexicanos sobre temas ambientales y sociales crea una oportunidad para </span><span style="font-family:'Times New Roman'; font-size:12pt">implementar</span><span style="font-family:'Times New Roman'; font-size:12pt"> prácticas sostenibles y ofre</span><span style="font-family:'Times New Roman'; font-size:12pt">cer</span><span style="font-family:'Times New Roman'; font-size:12pt"> productos ecológicos. Esto no solo mejora su imagen de marca, sino que también puede atraer a un segmento de consumidores cada vez más importante.</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"> </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">Desafíos y </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; font-weight:bold">onsideraciones:</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">Si bien la perspectiva de crecimiento es positiva, es importante reconocer los desafíos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">como la intensa competencia tanto de minoristas tradicionales como de plataformas de comercio electrónico. </span><span style="font-family:'Times New Roman'; font-size:12pt">Considerando las tendencias del sector, CircleK enfocará su estrategia de marketing en los siguientes puntos</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">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">Hiper-</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">l</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">ocalización con </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">p</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">ropósito:</span>
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<li style="margin:0pt 0pt 0pt 29pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">Analizar data local para ofrecer productos específicos por zona (snacks o bebidas populares</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">, por ejemplo</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">). Vincularse a causas locales relevantes para esos consumidores, demostrando un compromiso genuino, no solo un patrocinio genérico. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> </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; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">Experiencia del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">c</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">liente </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">o</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">mnicanal y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">p</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">ersonalizada:</span>
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<li style="margin:0pt 0pt 0pt 29pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">Integrar completamente la experiencia online y offline</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">, fortaleciendo la</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> app</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> para</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> que no solo </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">sea un catálogo de promociones</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">, sino que aprenda</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> de los hábitos de compra</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">y ofrezca</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> descuentos y productos relevantes </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">al entrar a la</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> tienda</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">, para generar una</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> experiencia fluida y que </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">te</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> haga sentir como cliente único.</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; color:#1f1f1f"> </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; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">Liderazgo en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">s</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">ostenibilidad con </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">c</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">onexión </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">l</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">ocal:</span>
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<li style="margin:0pt 0pt 0pt 29pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">No solo "ser verdes", sino comunicar historias impactantes a nivel local</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> que resuenen</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> fuertemente con un consumidor mexicano cada vez más consciente.</span>
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</ul>
</li>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> </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; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">Narrativa de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">m</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">arca </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">c</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">oherente y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">e</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">mocional:</span>
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<li style="margin:0pt 0pt 0pt 29pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">Crear </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">contenido que conecte emocionalmente con los valores y aspiraciones del consumidor mexicano. Contar historias de la comunidad, destacar la conveniencia que facilita la vida diaria, y generar un sentimiento de pertenencia a la marca.</span>
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</ul>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> </span>
</p>
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">Agilidad y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">a</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">daptación </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">c</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">onstante:</span>
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<li style="margin:0pt 0pt 0pt 29pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">Establecer procesos ágiles para probar nuevas estrategias de marketing, medir su impacto rápidamente y ajustarse sobre la marcha será crucial para mantenerse relevante frente a la competencia y las cambiantes demandas del consumidor</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> y del sector</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">.</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>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">En resumen:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">Circle K México tiene una base sólida y una visión clara. Al enfocarse en una hiper-localización con propósito, una experiencia del cliente omnicanal y personalizada impulsada por datos predictivos, un liderazgo en sostenibilidad con impacto local y una narrativa de marca emocionalmente resonante, pueden no solo competir sino destacarse en el dinámico mercado mexicano de tiendas de conveniencia en los próximos años.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Ubicación de Nuevas Tiendas</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Para satisfacer los planes de expansión con los que cuenta la empresa, la búsqueda de nuevos locales es primordial, por lo que se </span><span style="font-family:'Times New Roman'; font-size:12pt">identifican </span><span style="font-family:'Times New Roman'; font-size:12pt">cuatro</span><span style="font-family:'Times New Roman'; font-size:12pt"> tipos</span><span style="font-family:'Times New Roman'; font-size:12pt"> de tienda: </span>
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<li style="margin:0pt 0pt 12pt 28pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Habitacional</span><span style="font-family:'Times New Roman'; font-size:12pt">. Este tipo tiene como función principal atender un área mayoritariamente ocupada por vivienda. Los atributos principales para el éxito de estas tiendas son el número de viviendas y habitantes del área de influencia además del nivel socioeconómico, la accesibilidad, visibilidad y tamaño del local además de los conteos peatonales y vehiculares que se registran en la zona. </span>
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<li style="margin:0pt 0pt 12pt 28pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Tráfico</span><span style="font-family:'Times New Roman'; font-size:12pt">. Su función principal es atender el flujo vehicular y en menor medida el peatonal. Las características de este tipo de tiendas son los conteos vehiculares, el acceso vehicular con cajones de estacionamiento y la accesibilidad, visibilidad y reductor de velocidad en la zona. </span>
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<li style="margin:0pt 0pt 12pt 28pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Generador</span><span style="font-family:'Times New Roman'; font-size:12pt">. Su función principal es atender a los trabajadores y visitantes de oficinas, hospitales, escuelas, terminales de transporte masivo, zonas comerciales o turísticas, entre otras. Los atributos que se buscan en la zona son el número de empleos y visitantes diarios a los generadores, conteos principalmente peatonales, distancia al generador principal o dentro del generador y los atributos de visibilidad y accesibilidad en la zona.</span>
</li>
<li style="margin:0pt 0pt 12pt 28pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline"> Estación de servicio. </span><span style="font-family:'Times New Roman'; font-size:12pt">Su función principal es ser un aliado estratégico del empresario gasolinero maximizando el área de negocio de la estación de servicio. Los atributos es satisfacer las necesidades tanto de lo autos como de las personas deben tener visibilidad acceso y producto acorde al micro mercado (carretera y ciudad).</span>
</li>
</ol>
<p style="margin:0pt 0pt 12pt 10pt; text-align:justify; line-height:115%; padding-left:4pt; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Acontecimientos Recientes:</span>
</p>
<p style="margin:0pt 0pt 12pt 10pt; text-align:justify; line-height:115%; padding-left:4pt; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">1. </span><span style="width:10pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">En </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">n</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">oviembre</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal"> de 2022</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal"> se llevó a cabo una emisión de certificados bursátiles por 804.5 millones de pesos con vencimiento a 3 años y amortizaciones programadas, 20% el primer año, 30% el segundo año y 50% al tercer año.</span>
</p>
<p style="margin:0pt 0pt 12pt 10pt; text-align:justify; line-height:115%; padding-left:4pt; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2. </span><span style="width:10pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Con la emisión anteriormente mencionada y recursos de la compañía se prepag</span><span style="font-family:'Times New Roman'; font-size:12pt">ó</span><span style="font-family:'Times New Roman'; font-size:12pt"> el certificado bursátil emitido en 2018 por 1,282.5 millones con vencimiento en marzo 2023.</span>
</p>
<p style="margin:0pt">
<br style="page-break-before:always; clear:both" />
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Resumen de la información Financiera</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las siguientes tablas muestran un resumen de la información financiera consolidada derivada de los estados financieros consolidados al y por los años que terminaron el 31 de diciembre 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">, 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</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">4</span><span style="font-family:'Times New Roman'; font-size:12pt">, los cuales fueron auditados por el Auditor Externo de la Compañía y preparados de conformidad con </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">IFRS</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Estados </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Consolida</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">dos </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">de Resultados </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Integrales</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
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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; font-style:italic">Estados Consolidados de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">S</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">ituación </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">F</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">inanciera</span><span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; font-style:italic"> </span>
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<img 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Resumen del comportamiento de los Certificados Bursátiles en el Mercado de Valores</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los Certificados Bursátiles de la Compañía actualmente se encuentran inscritos en el RNV que mantiene la CNBV y cotizan directamente en la BMV bajo la clave de pizarra “CIRCLEK”. Los Certificados Bursátiles no son negociados en ningún otro mercado de valores.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Desde su emisión, la Compañía ha pagado en tiempo y forma los intereses correspondientes a los Tenedores y los Certificados Bursátiles emitidos por la Compañía, nunca han sido suspendidos de manera definitiva o deslistados de la BMV.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Estrategia</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">En 2021</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">CCK continuó con </span><span style="font-family:'Times New Roman'; font-size:12pt">la estrategia </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt"> diferenciar la experiencia del consumidor </span><span style="font-family:'Times New Roman'; font-size:12pt">a través de encontrar la mercancía, servicios y productos de consumo inmediato disponible las 24 horas del dí</span><span style="font-family:'Times New Roman'; font-size:12pt">a.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Durante el ejercicio se consolidó el </span><span style="font-family:'Times New Roman'; font-size:12pt">concepto de e-commerce al operar con </span><span style="font-family:'Times New Roman'; font-size:12pt">las principales plataformas de entrega a domicilio </span><span style="font-family:'Times New Roman'; font-size:12pt">y nuestra plataforma</span><span style="font-family:'Times New Roman'; font-size:12pt"> “Contigo </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">K” plataforma a la medida para las tiendas Circle K que </span><span style="font-family:'Times New Roman'; font-size:12pt">están</span><span style="font-family:'Times New Roman'; font-size:12pt"> más cerca de la microcomunidad en la que operan.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Se reactivó gradualmente </span><span style="font-family:'Times New Roman'; font-size:12pt">el formato de comida rápida en sitio </span><span style="font-family:'Times New Roman'; font-size:12pt">que es</span><span style="font-family:'Times New Roman'; font-size:12pt">tuvo </span><span style="font-family:'Times New Roman'; font-size:12pt">suspendido debido </span><span style="font-family:'Times New Roman'; font-size:12pt">a la situación</span><span style="font-family:'Times New Roman'; font-size:12pt"> sanitaria</span><span style="font-family:'Times New Roman'; font-size:12pt">, se fue reactivando cuando las condiciones así lo permitieron</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El modelo de negocio de suministro de combustible Convegas, continuó consolidándose principalmente en el norte del país. Los grupos gasolineros tienen mayor </span><span style="font-family:'Times New Roman'; font-size:12pt">certidumbre en el suministro a sus estaciones, acceso a precios más competitivos, así como nuestro apoyo y asesoramiento constante en temas regulatorios, legales, fiscales, entre otros. </span><span style="font-family:'Times New Roman'; font-size:12pt">En 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">abastec</span><span style="font-family:'Times New Roman'; font-size:12pt">imos</span><span style="font-family:'Times New Roman'; font-size:12pt"> a </span><span style="font-family:'Times New Roman'; font-size:12pt">nuestr</span><span style="font-family:'Times New Roman'; font-size:12pt">os clientes con m</span><span style="font-family:'Times New Roman'; font-size:12pt">ás de </span><span style="font-family:'Times New Roman'; font-size:12pt">282.8</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de litros </span><span style="font-family:'Times New Roman'; font-size:12pt">anuales </span><span style="font-family:'Times New Roman'; font-size:12pt">en 18 municipios del estado de Chihuahua, </span><span style="font-family:'Times New Roman'; font-size:12pt">lo que representa </span><span style="font-family:'Times New Roman'; font-size:12pt">más de </span><span style="font-family:'Times New Roman'; font-size:12pt">8</span><span style="font-family:'Times New Roman'; font-size:12pt">92</span><span style="font-family:'Times New Roman'; font-size:12pt"> pipas entregadas de manera mensual</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">Durante 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt">, Convegas consolidó una importante alianza comercial, generando importantes beneficios para nuestros clientes y logrando una mayor competitividad asegurando su estrategia de expansión.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Ventajas Competitivas de la Compañía</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía busca ofrecer en todo momento la mejor experiencia del consumidor, para lo cual nos basamos en 5 ejes principales: </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Somos el más joven del mercado, con una gran experiencia en el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">management </span><span style="font-family:'Times New Roman'; font-size:12pt">y con un modelo de Gobierno apuntalado por un Consejo de Administración balanceado, que nos permite garantizar la continuidad del negocio, atreviéndonos a ofrecer la nueva alternativa en el sector en que participamos. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La expansión ordenada – con un plan sólido de selección de puntos</span><span style="font-family:'Times New Roman'; font-size:12pt"> rentables</span><span style="font-family:'Times New Roman'; font-size:12pt"> y diversidad geográfica, nos permite concentrar escalas de negocio, posicionarnos sólidamente en los mercados donde estamos y además sortear las condiciones macroeconómicas del país.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nuestra capacidad de crear sinergias nos ha llevado a </span><span style="font-family:'Times New Roman'; font-size:12pt">consolidar una relación de negocio</span><span style="font-family:'Times New Roman'; font-size:12pt"> con</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">el líder cervecero del mundo y traducirlo en satisfactorios momentos de consumo de nuestros clientes.</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">En una industria que demanda eficiencia, dinamismo por innovar en productos y servicios y satisfacer la poca disponibilidad del tiempo, hemos logrado consolidar nuestra cadena de suministro, la cual nos permite cubrir los 2</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> estados en los que participamos; contribuyendo de esta manera a desarrollar socios comerciales tanto de escala internacional como de alcance local. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En un momento donde se habla del internet de las cosas, la nube, las redes sociales, la información oportuna, etc., hemos comenzado una transformación de nuestra cultura y acercamiento al cliente, basada en nuestra gente, desarrollando habilidades en tiendas escuela para atender al consumidor dinámico, los 365 días del año las 24 horas del día, </span><span style="font-family:'Times New Roman'; font-size:12pt">con nuestra filosofía “pasión con propósito que inspira el cambio”.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Además, ser el más joven del mercado, nos permite tener la flexibilidad de adaptar nuevas prácticas e incorporar nuevas líneas de negocio de forma rápida y eficiente. Nuestra madurez organizacional nos ha llevado a la concentración de servicios y procesos, haciendo más eficiente la estructura administrativa y fomentando en la organización la eficiencia en gastos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La estructura de la operación tiene como fortaleza el contar con los sistemas adecuados para calificar el servicio y la ambientación de la tienda e incluso planificar las correcciones necesarias; para con ello cumplir con las estrategias del negocio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los inversionistas deben tomar en consideración, analizar y evaluar toda la información contenida en este Reporte y, en especial, los factores de riesgo que se mencionan a continuación. Estos factores de riesgo no son los únicos inherentes a la Compañía. De materializarse los riesgos descritos a continuación, los negocios, resultados operativos, situación financiera, flujos de efectivo y/o, sus proyectos y perspectivas de CCK podrían verse adversamente afectados. Aquellos que a la fecha del presente Reporte se desconocen, o aquellos que actualmente no se consideran como relevantes, de concretarse en el futuro podrían tener un efecto adverso significativo sobre la liquidez, las operaciones o situación financiera de la Compañía y, por lo tanto, sobre el repago de los Certificados Bursátiles emitidos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Factores de Riesgo</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> Relacionados con México</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Consumo privado </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El consumo privado </span><span style="font-family:'Times New Roman'; font-size:12pt">experimentó un aumento trimestral del 1.0% real durante el cuarto trimestre de 2024. Las exportaciones de bienes y servicios crecieron 0.5%, el consumo del gobierno, 0.4%, y la formación bruta de capital fijo aumentó 0.2% en tasa trimestral.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante el cuarto trimestre de 2024, y a tasa anual, la oferta global creció un 3.1%. Dentro de este contexto, el PIB incrementó un 2.9% y las importaciones de bienes y servicios crecieron un 3.7%. En cuanto a la demanda global, el consumo privado subió a un 5.3%; el consumo del gobierno, un 3.5%; y las exportaciones de bienes y servicios tuvieron una caída del 6.8%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En el trimestre octubre-diciembre de 2024, la oferta global de bienes y servicios (al igual que la demanda global) creció un 3.5% en tasa trimestral.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Desempeño de la economía mexicana </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 2024, el crecimiento de la actividad económica global fue superior al esperado, aunque con una desaceleración en comparación con 2023. La fortaleza en la demanda interna y un mercado laboral robusto se mantuvieron, a pesar de las tendencias de tasas de interés elevadas. Las presiones inflacionarias globales continuaron su descenso, en parte gracias a la normalización de las cadenas de suministro y la disminución de los precios de las materias primas. Sin embargo, los niveles de inflación seguían por encima de los objetivos de los bancos centrales, con riesgos asociados a conflictos geopolíticos y condiciones climáticas adversas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La economía mexicana mostró un crecimiento sostenido en 2024, alcanzando un crecimiento anual del 3.3%, superando su promedio histórico por cuarto año consecutivo, con un crecimiento notable en el cuarto trimestre. La demanda interna siguió siendo un motor clave, con una inversión que creció un 18.9% anual hasta octubre, y aumentos en todos sus componentes. El mercado laboral continuó mostrando resultados positivos, creando 1 millón 250 mil empleos en 2024, y los salarios reales crecieron un 6.1% anual.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Inflación </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 inflación continuó su tendencia a la baja, ubicándose en 4.25% al cierre de 2024, descendiendo desde el 4.66% de 2023. Este resultado se vio beneficiado por la desaceleración del componente subyacente y el impacto de precios más bajos en materias primas a nivel internacional. El índice de precios subyacente aumentó un 0.39% a tasa mensual y un 4.95% a tasa anual. El índice de precios no subyacente mostró un incremento de 1.50% mensual y 3.20% anual. Dentro del índice no subyacente, los precios de los productos agropecuarios crecieron un 3.10% y los energéticos y tarifas autorizadas, un 0.07%. En el índice subyacente, los precios de mercancías aumentaron un 0.34% y los servicios un 0.60%.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(i)</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Tensiones comerciales</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Aunque las tensiones comerciales han disminuido debido a la estabilidad del T-MEC y los acuerdos entre Estados Unidos y China, persiste la incertidumbre sobre la implementación de estos acuerdos, lo que podría impactar negativamente la economía mexicana y, a su vez, afectar a empresas como CCK en la disponibilidad de recursos para distribuciones bajo Certificados.</span>
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<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(ii)</span><span style="width:23.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Situaciones económicas adversas en México podrían afectar los resultados operativos y situación financiera de CCK. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las operaciones de CCK se realizan en México. Considerando que la fuente primordial de ingreso y la base de las operaciones de la Compañía se ubican en México, el negocio de la Compañía podría verse afectado significativamente por las condiciones generales de la economía mexicana, incluyendo sin </span><span style="font-family:'Times New Roman'; font-size:12pt">limitar el crecimiento económico, la inflación, las tasas de interés y los tipos de cambio. Cualquier afectación de la economía mexicana que resulte en una disminución en los niveles de empleo y en una reducción en los niveles de consumo e inversión, podría tener un efecto adverso en la posición financiera, en el desempeño, los </span><span style="font-family:'Times New Roman'; font-size:12pt">resultados de operación y la rentabilidad de la Compañía.</span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(iii)</span><span style="width:21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Tasas de Interés e inflación</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">A finales de 2023, las tasas de interés de México habían mantenido niveles por debajo de dos dígitos, pero las circunstancias adversas pueden provocar incrementos en la inflación local. A la fecha de este reporte, la tasa interbancaria de equilibrio (TIIE) a 28 días se situó en 11.12%, en comparación con el 10.76% del año anterior, lo que se ha hecho acompañar de incrementos en la tasa de inflación anual, que pasó del 7.82% en diciembre de 2022 a un 8.15% en diciembre de 2024.</span><span style="font-family:'Times New Roman'; font-size:12pt; background-color:#ffff00"> </span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(iv)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Seguridad Nacional </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Recientemente, algunas regiones de México donde opera la Compañía han experimentado un período de incremento notable en la actividad criminal como consecuencia principalmente del crimen organizado. De mantenerse o deteriorarse la situación de criminalidad en las regiones donde opera la Compañía podría tener un efecto adverso significativo en las actividades y la situación financiera de CCK.</span>
</p>
<p style="margin:0pt; text-indent:17.85pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(v)</span><span style="width:24.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Poder adquisitivo</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía tiene como mercado objetivo el público en general, por consiguiente, se encuentra expuesta a las variaciones positivas o negativas en los niveles de empleo y de salarios que puedan afectar el ingreso de los consumidores y, por ende, el desempeño de ventas. En la medida que se retrase la recuperación de las actividades económicas ante una mayor y más persistente debilidad de los componentes de la demanda agregada a la anticipada y, en particular, en la medida que persista el ambiente de incertidumbre interna que ha ocasionado que se difieran planes de inversión o que los consumidores reduzcan su gasto de manera precautoria, también podríamos tener repercusiones en el desempeño de ventas.</span><br style="page-break-before:always; clear:both" />
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(vi)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Los acontecimientos políticos en México podrían afectar los resultados operativos y situación financiera del Emisor.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía opera en distintas entidades estatales y municipales del país, y por lo tanto está expuesta a cambios políticos como consecuencia de elecciones municipales, estatales y federales. Los funcionarios electos en dichos procesos democráticos pudieran tomar decisiones que afecten el desempeño de la Compañía, incluyendo sin limitar restricciones para apertura de tiendas y para la venta de ciertos productos; así como en materia económica, energética y de seguridad. </span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">(vii)</span><span style="width:15.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Los acontecimientos en otros países podrían afectar el precio de los Certificados.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al igual que el precio de los valores emitidos por empresas de otros mercados emergentes, el precio de mercado de los valores de emisoras mexicanas se ve afectado, en distintas medidas, por las condiciones económicas y de mercado en otros países. Aun cuando la situación económica de dichos países puede ser distinta a la situación económica de México, las reacciones de los inversionistas ante los acontecimientos ocurridos en otros países pueden tener un efecto adverso sobre el precio de mercado de los valores emitidos por empresas mexicanas.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Además, derivado de la correlación entre la economía nacional y la economía de los E.U.A., una desaceleración de la economía de los E.U.A., podría tener un efecto adverso significativo sobre la economía nacional. Los resultados de CCK pudieran verse afectados como consecuencia indirecta de una desaceleración de la economía de los E.U.A. Adicionalmente, el valor de mercado de los Certificados podría disminuir como resultado de los acontecimientos ocurridos en otros mercados emergentes, en los E.U.A., o en otros países.</span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(viii)</span><span style="width:16pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Régimen Fiscal</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La legislación tributaria en México sufre modificaciones constantemente, por lo que la Compañía no puede garantizar que el “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Régimen Fiscal</span><span style="font-family:'Times New Roman'; font-size:12pt">” descrito en el Prospecto no sufra modificaciones en el futuro que pudiesen afectar el tratamiento fiscal de los intereses generados por los Certificados Bursátiles. En dicho caso, podrían ser aplicables tasas de retención respecto de los pagos a ser efectuados a los Tenedores que fueran mayores a las señaladas en el Prospecto y los Suplementos correspondientes y, por lo tanto, las ganancias esperadas por los inversionistas bajo los Certificados Bursátiles podrían verse reducidas en virtud de un incremento en las tasas de retención aplicables a dichos valores. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los inversionistas, previo a la inversión en estos Certificados Bursátiles, deberán considerar que el régimen fiscal relativo al gravamen o exención aplicable a los ingresos derivados de las distribuciones o compraventa de estos Certificados Bursátiles no ha sido verificado o validado por la autoridad fiscal competente.</span><br style="page-break-before:always; clear:both" />
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt">i</span><span style="font-family:'Times New Roman'; font-size:10pt">x</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; color:#212121">Tipo de Cambio y ventas minoristas</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#212121">Una devaluación significativa del Peso podría tener una influencia negativa sobre las tasas de inflación en el país y también podría tener un impacto adverso en los niveles de consumo en varias categorías de productos de alto valor como muebles para el hogar, mejoras del hogar, electrónica de consumo y electrodomésticos para el consumidor. Por un lado, es probable que la confianza del consumidor disminuya si se produce tal situación, lo que resulta en que los hogares sean más cautelosos cuando se trata de compras no esenciales; por otro lado, el precio de los artículos importados probablemente crecería, haciendo más difícil acceder a ellos para un alto número de familias. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">b) </span><span style="font-family:'Calibri Light'; font-size:12pt">Factores de Riesgo Relacionados con la Compañía y su Negocio</span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(i)</span><span style="width:26.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Acceso a canales de distribución </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El formato de distribución de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> empresa se estructura con un 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">Cincuenta y </span><span style="font-family:'Times New Roman'; font-size:12pt">cinco</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">por ciento) de</span><span style="font-family:'Times New Roman'; font-size:12pt">l volumen de </span><span style="font-family:'Times New Roman'; font-size:12pt">productos distribuidos a través de los Centros de Distribución (“</span><span style="font-family:'Times New Roman'; font-size:12pt">CEDIS</span><span style="font-family:'Times New Roman'; font-size:12pt">”), mientras que el 4</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">Cuarenta</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">cinco</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">por ciento) de</span><span style="font-family:'Times New Roman'; font-size:12pt">l volumen</span><span style="font-family:'Times New Roman'; font-size:12pt"> se distribuyen de manera directa de proveedores a tienda. La decisión de entrega está basada en la naturaleza de los productos como </span><span style="font-family:'Times New Roman'; font-size:12pt">lo son perecederos, líquidos y de alta rotación</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(ii)</span><span style="width:23.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Regulaciones gubernamentales </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Las regulaciones gubernamentales enfocadas en control de comunicación y comercialización de bebidas alcohólicas y cigarros pueden tener un impacto negativo en los ingresos de la empresa en la medida en que limiten o nieguen la venta de estos dos productos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> En la medida que ciertos estados y municipios restrinjan directa o indirectamente la venta de dichos productos, los resultados de la Compañía se podrían ver afectados. </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(iii)</span><span style="width:21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Nuevos canales similares de venta </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En el país existen nuevas cadenas de tiendas que están probando formatos similares a tiendas de conveniencia, como lo son las farmacias de autoservicio y supermercados exprés. El aumento de formatos de tienda sustitutos puede impactar negativamente en la preferencia de los consumidores y reducir los ingresos del Emisor. </span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(iv)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Competencia</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">El segmento de tiendas de conveniencia es muy competido. Los competidores de la Compañía contienden por obtener los mismos locales y atender a la misma clientela. Se prevé que en los próximos años el crecimiento de la industria continúe siendo fuerte, por lo que en ciudades grandes el riesgo de saturación de mercado pudiera incrementarse, afectando el ritmo de aperturas de nuevas tiendas de la Compañía y por consiguiente generando menores ingresos a los esperados. </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(v)</span><span style="width:24.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">La curva de maduración de tiendas </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">CCK cuenta con procedimientos puntuales para identificar la apertura de nuevas tiendas.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> Sin embargo, una vez que se abre una nueva tienda, la curva de maduración debe ser rápida, ya que es un sector marcado por un consumidor dinámico y cambiante. Puede presentarse el caso que algunas tiendas nuevas no sigan la curva de maduración ágilmente y se tome la decisión de cerrarla, teniendo como consecuencia ingresos que pudieran ser menores a los esperados. </span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(vi)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Ubicación de tiendas </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">CCK cuenta con una estrategia definida para seleccionar la ubicación y el tipo de tienda de sus nuevas aperturas. Sin embargo, existe el riesgo de abrir tiendas que ante el cambio de circunstancias fuera del control de la Compañía comprometan el ticket promedio de dichas ubicaciones. Del mismo modo, puede darse el caso que el entorno de la tienda se transforme, provocando una mala ubicación para el tipo de tienda y reducción de su ticket promedio. </span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(vii)</span><span style="width:18.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Conversión de formato de tiendas </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">Dentro de las obligaciones que al amparo del Contrato de Licencia la Compañía tiene hacia CircleK USA, se encuentra la obligación de convertir todas las tiendas adquiridas a Grupo Modelo y que operan u originalmente operaban bajo el formato de “Extra” a formato “CircleK”. En marzo de 2021 se renegociaron las nuevas condiciones y plazos para la expansión y conversión de tiendas descritos en el apartado de “Patentes, Licencias, marcas y otros contratos”</span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(viii)</span><span style="width:16pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Estrategia de crecimiento </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía estima que un elemento importante de su crecimiento futuro provendrá de la apertura de nuevas tiendas. La implementación exitosa de su programa de expansión implicará gastos antes de generar ingresos significativos relacionados y depende de una serie de factores, incluyendo la habilidad de la Compañía para encontrar y asegurar las mejores ubicaciones, la contratación y capacitación de comisionistas calificados, el nivel de competencia existente y futuras áreas donde las nuevas tiendas se ubicarán, la disponibilidad de capital adicional, la capacidad</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> de la Compañía para implementar y ejecutar los nuevos programas de comida rápida, bebidas calientes y frías con éxito. Además, la Compañía no puede asegurar que nuestras tiendas futuras generarán ingresos y flujos de efectivo comparables con los generados por sus tiendas existentes.</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 12pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">(ix)</span><span style="font:7.0pt 'Times New Roman'">   </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">No ser capaces de prever o reaccionar a los cambios en la demanda del consumidor o en la estrategia de precio de los competidores, la Compañía puede perder clientes y sus ventas podrían disminuir.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El éxito de la Compañía depende en parte de su capacidad de anticipar y responder de manera oportuna a la demanda y preferencias cambiantes de los consumidores respecto de nuevos productos y servicios. Los productos y servicios de la Compañía deben atraer una amplia gama de consumidores cuyas preferencias no se pueden predecir con certeza y están sujetas a cambio. Es posible que la Compañía sobre-almacene productos impopulares y se </span><span style="font-family:'Times New Roman'; font-size:12pt">vea obligado a aplicar descuentos de inventario significativos, lo cual podría tener un impacto negativo en su rentabilidad. Por lo contrario, la escasez de productos que resulten populares podría reducir los ingresos netos del Emisor.</span>
</p>
<p style="margin:0pt 0pt 12pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">(x)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Las actividades de la Compañía están sujetas a factores estacionales que podrían ocasionar volatilidad en sus resultados de operación de un trimestre a otro. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Las operaciones de la Compañía se caracterizan por estar sujetas a fluctuaciones estacionales en los niveles de demanda, de acuerdo con los hábitos de consumo de las diversas zonas geográficas en las que opera CCK. Se tienen mayores ventas en los periodos vacacionales de Semana Santa, en el verano y en el periodo de fiestas decembrinas. Además de dificultar la comparabilidad entre trimestres, esta estacionalidad puede también afectar los resultados de la Compañía cuando se compara con el mismo ejercicio del año anterior, puesto que los días no laborales y los periodos vacacionales de Semana Santa pueden darse en trimestres distintos entre un año y otro.</span>
</p>
<p style="margin:0pt 0pt 12pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(xi)</span><span style="font:7.0pt 'Times New Roman'">  </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">La terminación </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">de los derechos de marca Circle</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">K </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los derechos de uso de la marca CircleK se derivan del contrato celebrado con el propietario de la marca en cuestión, los cuales están sujetos a distintos términos en materia de plazo, renovación, rescisión y otras cuestiones como la imagen de la tienda y el estándar de servicio. Si se terminaran anticipadamente dichos derechos, los resultados de la Compañía podrían verse afectados por una percepción distinta de sus clientes y por los gastos asociados con adoptar una nueva marca.</span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(xii)</span><span style="font:7.0pt 'Times New Roman'"> </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">La incapacidad para mantener buenas relaciones con los sindicatos a los que pertenecen los trabajadores de la Compañía podría tener un efecto adverso en su situación financiera. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Si la Compañía se ve involucrado en conflictos laborales que provoquen paros, huelgas u otros trastornos, las actividades de las tiendas y distribución de productos se pudiera ver afectada, provocando una disminución en las ventas e ingresos del Emisor. </span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(xiii)</span><span style="font:7.0pt 'Times New Roman'">                       </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">La terminación </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">de los derechos de marca Circle</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">K </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt">Los der</span><span style="font-family:'Times New Roman'; font-size:12pt">echos de uso de la marca Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K se derivan del contrato celebrado con el propietario de la marca en cuestión, los cuales están sujetos a distintos términos en materia de plazo, renovación, rescisión y otras cuestiones como la imagen de la tienda y el estándar </span><span style="font-family:'Times New Roman'; font-size:12pt">d</span><span style="font-family:'Times New Roman'; font-size:12pt">e servicio. Si se terminaran anticipadamente dichos derechos, los resultados de la Compañía podrían verse afectados por una percepción distinta de sus clientes y por los gastos asociados con adoptar una nueva marca.</span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(xiv)</span><span style="font:7.0pt 'Times New Roman'">                        </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Proveedores</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía cuenta con una relación comercial preferente con Grupo Modelo que le genera diversos beneficios en ventas e ingresos comerciales. En caso de que dicha relación </span><span style="font-family:'Times New Roman'; font-size:12pt">comercial preferente sea terminada por cualquier razón, los ingresos de la Compañía se pudieran ver afectados. Adicionalmente, la Compañía pudiera estar expuesto a una reducción en sus márgenes en caso de que sus proveedores más importantes incrementen el precio al que le venden su producto, o se reduce el margen a través del precio final al consumidor.</span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">(xv)</span><span style="font:7.0pt 'Times New Roman'">  </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Que los sistemas de cómputo de la Compañía sufran ataques</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">cibernéticos u otras violaciones a la seguridad de sus redes o</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">tecnologías de información</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Aunque los sistemas de cómputo de la Compañía cuentan con medidas de seguridad para evitar ataques cibernéticos, una falla de o ataque a sus sistemas de tecnología de la información o a los de sus contratistas, podría afectar su negocio causando interrupciones significativas en los servicios u otras dificultades operativas, así como incrementos en sus costos o causar pérdidas. A pesar de que la Compañía continuamente lleva a cabo acciones para mejorar sus sistemas de tecnología de la información, sus sistemas siguen siendo vulnerables a fallas o accesos no autorizados, lo cual podría tener como resultado una afectación material adversa en sus operaciones, situación financiera, y liquidez.</span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">(xvi)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Los créditos contratados por la Compañía contienen diversas</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">obligaciones de hacer y no hacer</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía ha celebrado contratos de financiamiento. Dichos contratos le imponen ciertas obligaciones durante su vigencia y debe cumplir con ciertas obligaciones de hacer y no hacer, incluyendo obligaciones de mantener ciertos límites de endeudamiento, crear gravámenes sobre sus activos, vender activos significativos, fusionarse en ciertas circunstancias, y otras obligaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía no puede asegurar que tendrá la capacidad de cumplir con dichas obligaciones en el futuro o que dichas obligaciones no limitarán su capacidad para financiar sus operaciones o requerimientos de capital futuros. La falta de capacidad de la Compañía para cumplir con dichas obligaciones de hacer o no hacer podría resultar en un incumplimiento en los términos del contrato correspondiente y tener un efecto adverso en su situación financiera.</span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">(xvii)</span><span style="font:7.0pt 'Times New Roman'">  </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">La Compañía podría no generar suficiente efectivo para satisfacer </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">su</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">deuda</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La capacidad de la Compañía para generar efectivo suficiente para pagar su deuda presente y futura dependerá de su desempeño operativo, el cual podría verse afectado por las condiciones económicas prevalecientes y por factores financieros, de negocios y de otra naturaleza, muchos de los cuales se encuentran fuera de su control. Si la Compañía no es capaz de pagar su deuda, se vería obligado a adoptar una estrategia alternativa que podría incluir la venta de activos, la reestructura o refinanciamiento de su deuda o la necesidad de obtener capital. Dichas acciones podrían no realizarse en términos favorables, o no realizarse del todo y tener un efecto adverso en la situación financiera del Emisor.</span>
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<p style="margin:0pt 0pt 12pt 7.1pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">d</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">)</span><span style="width:23.78pt; text-indent:0pt; display:inline-block"></span><a name="_Toc7537452" href="#" ><span style="font-family:'Calibri Light'; font-size:12pt">Factores de Riesgo Relacionados con los Certificados Bursátiles.</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los Tenedores de los Certificados no tendrán prelación alguna en caso de quiebra de la Compañía. En las Emisiones al amparo del Programa que se realicen de forma quirografaria y/o sin garantía específica alguna, en caso de la declaración de insolvencia de la Compañía en términos de la Ley de Concursos Mercantiles, los Tenedores serán considerados, en cuanto a su preferencia, en igualdad de circunstancias con todos los demás acreedores comunes de CCK. Ciertos créditos en contra de la masa, incluyendo los créditos en favor de los trabajadores, los créditos en favor de acreedores singularmente privilegiados, los créditos con garantías reales, los créditos fiscales y los créditos a favor de acreedores con privilegio especial, tendrán preferencia sobre los créditos a favor de los acreedores comunes de CCK, incluyendo los créditos resultantes de los Certificados, en su caso. Asimismo, en caso de declaración de quiebra de CCK, los créditos con garantía real tendrán preferencia (incluso con respecto a los Tenedores relativos a Emisiones quirografarias y/o sin garantía específica alguna al amparo del Programa), hasta por el producto derivado de la ejecución de los bienes otorgados en garantía.</span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                  </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Los Certificados Bursátiles no son opción para todo tipo de inversionistas</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los Certificados Bursátiles son valores complejos. Cualquier decisión de invertir en los mismos requiere un análisis cuidadoso de los Certificados Bursátiles por parte de los posibles inversionistas.</span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">                </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Los Certificados Bursátiles podrían tener un mercado limitado. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Actualmente el mercado secundario es muy limitado respecto de valores como los Certificados Bursátiles y es posible que dicho mercado no se desarrolle una vez concluida la oferta y colocación de los mismos. El precio al cual se negocien los Certificados Bursátiles puede estar sujeto a diversos factores, tales como el nivel de las tasas de interés en general, las condiciones del mercado de instrumentos similares, las condiciones macroeconómicas en México y la situación financiera de CCK. En caso de que dicho mercado secundario no se desarrolle, la liquidez de los Certificados Bursátiles puede verse afectada negativamente y los Tenedores podrán no estar en posibilidad de enajenar los Certificados Bursátiles en el mercado.</span>
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<p style="margin:0pt 0pt 12pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(iii)</span><span style="width:21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Riesgo de Reinversión</span>
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<p style="margin:0pt 2.65pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">caso</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">las</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">m</span><span style="font-family:'Times New Roman'; font-size:12pt">is</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">ones</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">al</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">amparo</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">del</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">P</span><span style="font-family:'Times New Roman'; font-size:12pt">rograma</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">co</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">sideren</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tro</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de sus característi</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">c</span><span style="font-family:'Times New Roman'; font-size:12pt">as</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">el</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">posible pago</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">total</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">o</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">parc</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">al</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">anti</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">c</span><span style="font-family:'Times New Roman'; font-size:12pt">ipado</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles,</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">existe</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">el</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">riesgo</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">para</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los Te</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">edores de los Certificados Bursátiles </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">de n</span><span style="font-family:'Times New Roman'; font-size:12pt">o e</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">co</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">trar alter</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">ativas de i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">versión</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">con</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">las mismas características </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> (</span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">cluye</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">do tasas</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">interés</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">plazos</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">)</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">P</span><span style="font-family:'Times New Roman'; font-size:12pt">or</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">lo</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ta</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">to,</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">al</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">mome</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">to</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.45pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Te</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">edores de los Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">reciban</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">recursos</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">líquidos</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cambio de los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles,</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">las</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">versio</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">es </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue puedan</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">real</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">zar con dic</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">h</span><span style="font-family:'Times New Roman'; font-size:12pt">os recursos lí</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">uidos, podrían</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> n</span><span style="font-family:'Times New Roman'; font-size:12pt">o te</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">er los rendimientos</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue producían los Certificados Bursátiles.</span>
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<p style="margin:0pt 2.65pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(iv)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">La</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.1pt"> </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">ca</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">l</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">f</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">icación</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.1pt"> </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">de </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">l</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">os</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.25pt"> </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Cer</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">t</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">fi</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">cados</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.15pt"> </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Bursáti</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">l</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">es</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.15pt"> </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">puede e</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">s</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">tar su</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">j</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">eta a rev</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">s</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">ón</span>
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<p style="margin:0pt 2.8pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las ca</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">f</span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">c</span><span style="font-family:'Times New Roman'; font-size:12pt">ac</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">o</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">es crediti</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">c</span><span style="font-family:'Times New Roman'; font-size:12pt">ias otorgadas a los Certificados Bursátiles al amparo del </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">P</span><span style="font-family:'Times New Roman'; font-size:12pt">rograma</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">podrían</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">estar su</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">j</span><span style="font-family:'Times New Roman'; font-size:12pt">etas</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">revisión</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">la</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">baja,</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">por</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">disti</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tas</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">circu</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">sta</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">c</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">as</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">relac</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">o</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">adas con el Emisor,</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Méxi</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">c</span><span style="font-family:'Times New Roman'; font-size:12pt">o</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">u otros temas</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">la</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">opi</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">ión</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de las</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">agen</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">c</span><span style="font-family:'Times New Roman'; font-size:12pt">ias</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cali</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">f</span><span style="font-family:'Times New Roman'; font-size:12pt">icadoras</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">respectivas puedan</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">te</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">er</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">cidenc</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">sobre</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">el</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">riesgo de </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">f</span><span style="font-family:'Times New Roman'; font-size:12pt">alta</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">pago de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">mismos.</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">versionistas deberán</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">co</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">siderar</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cuida</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">d</span><span style="font-family:'Times New Roman'; font-size:12pt">osame</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">te cual</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">uier</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cons</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">deración</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">se señale</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">las</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">califi</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">c</span><span style="font-family:'Times New Roman'; font-size:12pt">acio</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">es correspondie</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tes,</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">las</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cuales</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">se</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">e</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">u</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">ciarán</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Suplementos</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">nf</span><span style="font-family:'Times New Roman'; font-size:12pt">ormativos </span><span style="font-family:'Times New Roman'; font-size:12pt">correspondie</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tes,</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">así como en los documentos relacio</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">ados, tales como Avisos, e</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tre o</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt">t</span><span style="font-family:'Times New Roman'; font-size:12pt">ros.</span>
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<p style="margin:0pt 2.8pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(v)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">R</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">e</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">s</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">go de que </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">l</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">as e</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">m</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">is</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">ones de Cer</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">t</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">f</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">icados Bursáti</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">l</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">es no pud</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">e</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">r</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">an causar </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">nt</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">e</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">res</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">e</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">s </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">m</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">orator</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">o</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.1pt">s</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Si</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.3pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">la Compañía dec</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">diere en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.3pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">algu</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.25pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">sus</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.3pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Emisio</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">es de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.35pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">o</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">inc</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">uir</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.25pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">un</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.3pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">apartado</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tereses moratorios</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">caso</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">cumplimie</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">to en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">el</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">pago</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">del</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">pri</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">c</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">pal,</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">esto</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">podría</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">signi</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">f</span><span style="font-family:'Times New Roman'; font-size:12pt">icar u</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.95pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">desve</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">ta</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">j</span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.95pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">para</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.95pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.85pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">versio</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">istas</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.85pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.95pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">dec</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">dan</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ad</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">uirir</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.95pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">este</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.85pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">tipo</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.9pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.8pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">valores,</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.95pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">por</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.9pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">lo</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.95pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cual</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">se les sugiere a éstos la </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">ectura de todos los docume</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tos relat</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">vos a cual</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">uiera de las Emis</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">ones de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue l</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">eve a cabo la Compañía al amparo del </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">P</span><span style="font-family:'Times New Roman'; font-size:12pt">rospecto.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(vi)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Volati</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">li</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">dad en </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">l</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">a Tasa de </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">I</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">nter</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">é</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">s</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">deve</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">garán</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tereses</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">la</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">tasa</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">terés</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue se</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">espec</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">fi</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">el</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Título</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y/o en el Suplemento y/o Aviso correspondiente a cada Emis</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">ó</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">. En virtud de lo a</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">terior, los Te</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">edores</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">te</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">drán el</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">riesgo</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> qu</span><span style="font-family:'Times New Roman'; font-size:12pt">e</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">movimie</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tos</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">iveles</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">las</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">tasas</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">terés</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">el mercado</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">provo</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">uen</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.25pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">les</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ge</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">eren</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">re</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">dimie</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tos</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">me</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">ores</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">a los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">se</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">e</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">cue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tren disponib</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">es en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">el mercado en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">determi</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">ado mome</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">to.</span>
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<p style="margin:0pt 2.85pt 0pt 0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(vii)</span><span style="font:7.0pt 'Times New Roman'">             </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Em</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">s</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">ones con a</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">m</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">ort</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">zac</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">ón</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt"> </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">única al vencim</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">i</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">ento de </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic; letter-spacing:0.05pt">l</span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">os Certificados Bursátiles</span>
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<p style="margin:0pt 2.65pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Es posib</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">e </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue algu</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">as</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Em</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">siones al amparo del Programa prevean</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">la amortiza</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">c</span><span style="font-family:'Times New Roman'; font-size:12pt">ión</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ú</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">ica de principal</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">al</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ve</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">c</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">mie</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">to de los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">por</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">lo</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cual</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.25pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">posib</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">es</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Te</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">edores</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">deberán</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">co</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">siderar </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">podría</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representar un</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">riesgo</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">mayor para</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">el</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">os</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">comparac</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">ón</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">con los</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt">Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">ten</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">con ve</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">cimie</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tos</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">parciale</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">s</span><span style="font-family:'Times New Roman'; font-size:12pt">, ya</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">se</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">re</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ueriría</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">mayor</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ca</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tidad</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">recurso</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt">s</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">un</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">mome</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">to determi</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">ado, para l</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">evar a ca</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">b</span><span style="font-family:'Times New Roman'; font-size:12pt">o su pago.</span>
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<p style="margin:0pt 2.65pt 0pt 0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(viii)</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Obligaciones de hacer y no hacer impuestas a una Emisión en particular</span>
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<p style="margin:0pt 2.65pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Es</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">posib</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">e</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">algunas</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.1pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Em</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">sio</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">es</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">al</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">amparo del</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.25pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">P</span><span style="font-family:'Times New Roman'; font-size:12pt">rograma</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">prevean</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> diversas obligaciones de hacer y no hacer a las que se obliga el Emisor, como son: mantener un cierto nivel de apalancamiento, vencimientos cruzados por incumplimiento en otros créditos, mantener un monto mínimo de cartera libre de garantía, entre otros. Dichas obligaciones de hacer y no hacer, q</span><span style="font-family:'Times New Roman'; font-size:12pt">ue en su ca</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt">s</span><span style="font-family:'Times New Roman'; font-size:12pt">o se acuerde aplicar a una Emisión en particular, se darían a co</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">ocer en el Supleme</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">to o Título correspondiente a dicha Emisión en particular. En este sentido, la actualización de una de estas causas, podría dar lugar la amortización</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">tic</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">pada</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.2pt">de dicha Emisión</span><span style="font-family:'Times New Roman'; font-size:12pt">, y, en este caso, éste podría </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">o te</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">er la </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">l</span><span style="font-family:'Times New Roman'; font-size:12pt">iquidez su</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">f</span><span style="font-family:'Times New Roman'; font-size:12pt">icie</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">te para hacer </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">f</span><span style="font-family:'Times New Roman'; font-size:12pt">re</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">te a dicha amortización anticipada en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">el mome</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.05pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">to en el que se le requiriera del pago respectivo.</span>
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<p style="margin:0pt 2.65pt 0pt 0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt 72pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(ix)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Calibri Light'; font-size:12pt; font-style:italic">Información sobre Proyecciones y Riesgos Asociados</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La información que no tiene el carácter de información histórica que se incluye en este Reporte, refleja las perspectivas de la Compañía en relación con acontecimientos futuros, y puede contener información sobre resultados financieros, situaciones económicas, tendencias y hechos inciertos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> Las expresiones “cree”, “espera”, “estima”, “considera”, “planea”, “busca” y otras expresiones similares, indican dichas proyecciones o estimaciones. Al evaluar dichas proyecciones o estimaciones, el Tenedor potencial deberá tomar en cuenta los factores descritos en esta sección y otras advertencias contenidas en este Reporte y, en su caso, en el Suplemento respectivo. Dichos factores de riesgo, proyecciones y estimaciones describen las circunstancias que podrían ocasionar que los resultados reales difieran significativamente de los esperados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El presente Reporte incluye ciertas declaraciones sobre el futuro. Estas declaraciones aparecen en diferentes partes del Reporte y se refieren a la intención, la opinión o las expectativas actuales con respecto a los planes futuros y a las tendencias económicas y de mercado que afecten la situación financiera y los resultados de las operaciones del Emisor. Estas declaraciones no deben ser interpretadas como una garantía de rendimiento futuro e implican riesgos e incertidumbre, y los resultados reales pueden diferir de aquellos expresados en tales declaraciones por distintos factores.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> La información contenida en este Reporte, incluyendo, entre otras, las secciones “Factores de Riesgo” y “Comentarios y Análisis de la Administración sobre los Resultados de Operación y Situación Financiera”, identifican algunas circunstancias importantes que podrían causar tales diferencias. Se advierte a los posibles Tenedores que tomen estas declaraciones de expectativas con las reservas del caso, ya que sólo se fundamentan en lo ocurrido hasta la fecha del presente Reporte. La Compañía no está obligado a divulgar públicamente el resultado de la revisión de las declaraciones de expectativas para reflejar sucesos o circunstancias posteriores a la fecha de este Reporte, excepto por los Eventos Relevantes y la información periódica, que está obligado a divulgar al mercado conforme a las disposiciones legales aplicables. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Con fecha 15 de marzo de 2018 la CNBV, mediante oficio No. 153/11452/2018 autorizó la puesta en marcha y la debida inscripción preventiva de un programa de Certificados Bursátiles de largo plazo con carácter revolvente hasta por la cantidad de $3,000,000,000.00 (tres mil millones de Pesos 00/100 M.N.)</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> o su equivalente en UDIS o Dólares, así como realizar la primera emisión y colocación de Certificados Bursátiles al amparo del Programa con clave de pizarra CIRCLEK. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En el último año, la Compañía ha entregado en forma oportuna y completa los reportes que la legislación mexicana le requiere periódicamente a los emisores de certificados bursátiles y ha avisado de los eventos relevantes correspondientes. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">De conformidad con la legislación vigente, la Compañía reporta de forma anual sus Estados Financieros Consolidados Dictaminados de la Compañía aprobados mediante asamblea general ordinaria de accionistas, así como el reporte anual a que se refiere la Circular Única de Emisoras. La Compañía ha dado puntual cumpliendo a restos requerimientos desde el listado de los Certificados Bursátiles y ha continuado cumpliendo con dichos requerimientos. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">De igual forma, la Compañía reporta de forma trimestral los estados financieros, información económica, contable y administrativa de conformidad con lo establecido en la Circular Única de Emisoras y la legislación aplicable. A esta fecha, la Compañía ha dado puntual cumplimiento a este requerimiento desde su listado. Además la Compañía ha reportado de forma periódica sus eventos relevantes en la forma y términos establecidos por la legislación vigente y continuará reportando los mismos de tiempo en tiempo</span><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A la fecha del p</span><span style="font-family:'Times New Roman'; font-size:12pt">resente Reporte no ha habido cambios significativos en los derechos de los tenedores de los certificados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El destino de los recursos de Emisión CIRCLEK</span><span style="font-family:'Times New Roman'; font-size:12pt"> 18</span><span style="font-family:'Times New Roman'; font-size:12pt">: 96.79% para prepagar la cantidad de $1,204,157,816.45 Pesos correspondiente al monto total adeudado bajo cierto contrato de Crédito Sindicado de fecha 17 de noviembre de 2017. </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 </span><span style="font-family:'Times New Roman'; font-size:12pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt">oviembre de 2017 CCK realizo una emisión de 804,998,400.00 Millones de pesos, los recursos de esta Emisión fueron destinados el</span><span style="font-family:'Times New Roman'; font-size:12pt"> 100%</span><span style="font-family:'Times New Roman'; font-size:12pt"> para prepagar la emisión CIRCLEK 18.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los inversionistas que así lo deseen podrán consultar los documentos de carácter público que han sido y que sean presentados a la CNBV y a la BMV como parte de la solicitud de inscripción de los Certificados Bursátiles en el RNV y de su listado ante la BMV. Esta información se encuentra disponible al público en el Centro de Información de la BMV que se encuentra en el Centro Bursátil ubicado en Paseo de la Reforma 255, Colonia Cuauhtémoc, 06500, Ciudad de México, México. Adicionalmente, dichos documentos podrán ser consultados en los portales de Internet de la BMV </span><a href="http://www.bmv.com.mx"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0000ff">www.bmv.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:12pt">, de la CNBV </span><a href="http://www.gob.mx"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0000ff">www.gob.mx</span></a><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0000ff">/cnbv</span><span style="font-family:'Times New Roman'; font-size:12pt"> y de la Compañía</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><a href="file:///C:\Users\sancedu\Documents\CCK\www.circlek.com.mx"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0000ff">www.circlek.com.mx</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las páginas de Internet que aquí se mencionan no forman parte de este Reporte, y por esta razón no han sido revisadas por la CNBV.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, copia de dicha información podrá obtenerse por parte de cualquier inversionista que participe en cualquier Emisión mediante escrito dirigido (i) a CCK, a la atención de </span><span style="font-family:'Times New Roman'; font-size:12pt">Ricardo Carlos Kolteniu</span><span style="font-family:'Times New Roman'; font-size:12pt">k Stolarski </span><span style="font-family:'Times New Roman'; font-size:12pt">, teléfono (55) 5261 9800 ext. 10003, correo electrónico</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ricardo</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span><span style="font-family:'Times New Roman'; font-size:12pt">kolteniuk@cck.com.mx</span><span style="font-family:'Times New Roman'; font-size:12pt">, con</span><span style="font-family:'Times New Roman'; font-size:12pt"> domicilio en Antonio Dovalí Jaime No. 70, torre D, Piso 14, Colonia Zedec Santa Fe, y (ii) al Representante Común, a la atención de Patricia Flores Milchorena , teléfono (55) 50633912, correo electrónico </span><a href="mailto:pflores@cibanco.com"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0000ff">pflores@cibanco.com</span></a><span style="font-family:'Times New Roman'; font-size:12pt">, con domicilio en Cordillera de los Andes 265, Piso 2, Col. Lomas de Chapultepec, C.P. 11000, Ciudad de México.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La denominación social</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> de la Compañía es Comercializadora Círculo CCK, S.A. de C.V., y fue constituida mediante escritura pública número 109,310, de fecha 6 de junio de 2005, otorgada ante la fe del Licenciado J. Claudio Ibarrola Muro, titular de la Notaría Pública número 9 del Municipio de Tlalnepantla, Estado de México, cuyo primer testimonio quedó debidamente inscrito en el Registro Público de Comercio del Estado de México, Distrito Judicial de Naucalpan y Huixquilucan el 25 de Julio de 2005, bajo el folio mercantil número 16,001*7. La duración de la Compañía es de 99 años contados a partir de la fecha de su constitución. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las oficinas principales de la Compañía están ubicadas en la calle de Antonio Dovalí Jaime No. 70, torre D, Piso 14, Colonia Zedec Santa Fe, teléfono +52 ((55) 5261-9800. La página de internet de la Compañía es </span><a style="color:#000000" href="file:///C:\Users\sancedu\Documents\CCK\www.circlek.com.mx"><span style="font-family:'Times New Roman'; font-size:12pt">www.circlek.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:12pt">. La información contenida en la página de internet de la Compañía o en cualquier otro medio distinto a este Reporte no forma parte del mismo.</span>
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" width="678" height="330" alt="Interfaz de usuario gráfica, Sitio web

Descripción generada automáticamente" style="-aw-left-pos:0pt; -aw-rel-hpos:margin; -aw-rel-vpos:paragraph; -aw-top-pos:21.95pt; -aw-wrap-type:topbottom" /><br /><span style="font-family:'Times New Roman'; font-size:12pt">El siguiente cronograma detalla la historia de CCK</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 1990 Impulsora Círculo CCK, S.A. de C.V., ahora subsidiaria del Emisor, se convierte en la franquiciata</span><span style="font-family:'Times New Roman'; font-size:12pt">ria de Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K en México bajo la marca Círculo K. Para 2005, en un </span><span style="font-family:'Times New Roman'; font-size:12pt">esfuerzo de diversificación de las inversiones familiares, se constituye Comercializadora Círculo CCK, S.A de C.V., con la intención de ejecutar dos operaciones simultáneas: (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; text-decoration:underline">i</span><span style="font-family:'Times New Roman'; font-size:12pt">) La firma de un contrato de franquicia maestra para el</span><span style="font-family:'Times New Roman'; font-size:12pt"> territorio nacional con Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K Corporation, a </span><span style="font-family:'Times New Roman'; font-size:12pt">través de su subsidiaria Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K USA, y (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; text-decoration:underline">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) la adquisición de los activos existentes en México. En ese momento los activos consistían en 14 (catorce) tiendas corporativas y algunas franquicias en el Noroeste del país. Posteriormente, en 2006, se iniciaron operaciones bajo la propiedad de CCK y en ese mismo año se remodeló y relanzó al público la primera tienda de la nueva era de </span><span style="font-family:'Times New Roman'; font-size:12pt">Círculo K (al día de hoy Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K) en la Ciudad de México, concretamente en la calle de Concepción Beistegui en la Colonia del Valle. A través de diversas inversiones entre el 2006 y 2014, CCK experimentó un periodo de crecimiento acelerado junto con desarrollo e innovación, llegando a 235 (doscientos treinta y cinco) sucursales propias en el centro del país.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K USA</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">forma parte del conjunto de marcas de Alimentation Couche-Tard, empresa canadiense que es la tercera cadena de conveniencia más grande del mundo y con mayor presencia internacional en 24 países. Datos de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">CSP magazine</span><span style="font-family:'Times New Roman'; font-size:12pt"> 2017 posiciona a Alimentation Couche-Tard en la segunda cadena de conveniencia con más tiendas en Estados Unidos. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En julio de 2014, CCK celebró un contrato de adquisición de acciones con Grupo Modelo para la compra de Comercio y Distribución Modelo, S. de R.L. de C.V., entidad dedicada a la operación, adquisición, y arrendamiento de tiendas de conveniencia bajo la marca comercial “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Tiendas Extra</span><span style="font-family:'Times New Roman'; font-size:12pt">”. De esta forma, CCK adquirió 872 (ochocientas setenta y dos) sucursales, con ello alcanzó 1,096 (mil noventa y seis) locaciones a nivel nacional, así como suscribió un acuerdo de distribución competitivo con </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Cervecería Modelo</span><span style="font-family:'Times New Roman'; font-size:12pt">. Derivado de dicha compra, se llevó a cabo un plan de integración de las empresas conforme al cual se formó un nuevo equipo directivo, se alineó la estrategia para brindar un mejor servicio y se estandarizaron los procesos, políticas y operaciones, por lo que a partir del 2016 se cuenta con una compañía integrada en permanente proceso de crecimiento y optimización, además de que se redefinió la visión, misión y valores de la sociedad con un enfoque a la mejora continua y al consumidor.</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">julio de </span><span style="font-family:'Times New Roman'; font-size:12pt">2015, la Compa</span><span style="font-family:'Times New Roman'; font-size:12pt">ñía firmó un acuerdo con Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K USA para convertir 700 (setecientas) tiendas de la marca “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Extra” </span><span style="font-family:'Times New Roman'; font-size:12pt">a la marca “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Circle</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">K” </span><span style="font-family:'Times New Roman'; font-size:12pt">entre 2015 y </span><span style="font-family:'Times New Roman'; font-size:12pt">2018. Durante ese periodo se convirtieron 397 (trecientas noventa y siete) tiendas en su totalidad</span><span style="font-family:'Times New Roman'; font-size:12pt">. Debido</span><span style="font-family:'Times New Roman'; font-size:12pt"> a distintos factores </span><span style="font-family:'Times New Roman'; font-size:12pt">externos </span><span style="font-family:'Times New Roman'; font-size:12pt">que ocasionaron el retraso </span><span style="font-family:'Times New Roman'; font-size:12pt">en l</span><span style="font-family:'Times New Roman'; font-size:12pt">a conversión de tiendas, en 2021</span><span style="font-family:'Times New Roman'; font-size:12pt"> se acordó prorrogar el plazo de conversión a diciembre 20</span><span style="font-family:'Times New Roman'; font-size:12pt">25</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 el año 2022 ya sin restricciones de ningún tipo y superando los efectos adversos del 2020 y que continuaron</span><span style="font-family:'Times New Roman'; font-size:12pt"> durante los primeros meses del</span><span style="font-family:'Times New Roman'; font-size:12pt"> 2021, para CCK fue un año totalmente normalizado </span><span style="font-family:'Times New Roman'; font-size:12pt">debido a que se reactivaron en casi el 100% </span><span style="font-family:'Times New Roman'; font-size:12pt">las actividades académicas, deportivas, laborales y recreativas </span><span style="font-family:'Times New Roman'; font-size:12pt">que contribuyeron a la normalización del tráfico en nuestras tiendas.</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">A continuación, se proporciona detalle de la evolución de tiendas nuevas y conversiones desde 2014 cuando se realizó la compra de Tiendas Extra:</span>
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<img 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<span style="font-family:'Times New Roman'; font-size:12pt">Circle K es una de las cadenas de conveniencia más importantes del país. La estrategia de Mercadotecnia 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> se centra en mejorar la experiencia del cliente y comunicar la oferta diferenciada en servicios y comida rápida, bebidas calientes, cerveza, bebidas frías. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las principales inversiones que la Compañía ha realizado </span><span style="font-family:'Times New Roman'; font-size:12pt">en los últimos años </span><span style="font-family:'Times New Roman'; font-size:12pt">están enfocadas a la expansión y con</span><span style="font-family:'Times New Roman'; font-size:12pt">versión de nuevos puntos Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K, según se indica en la </span><span style="font-family:'Times New Roman'; font-size:12pt">siguiente tabla:</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span><img 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<span style="font-family:'Times New Roman'; font-size:12pt">Comercializadora Círculo CCK, S.A de C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">firmó el Contrato de Licencia con CircleK USA. con el objetivo de desarrollar la marca de tiendas de conveniencia en México. Para mayor detalle sobre dicho contrato, revisar la sección:</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">Descripción del Negocio, “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Patentes, Licencias, Marcas y Otros Contratos</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 misión de CCK es</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">satisfacer las necesidades de nuestros clientes en cada micromercado, a través de nuestros consumidores, comisionistas, colaboradores y proveedores, asegurando así la mejor experiencia de compra</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 visión de la Compañía es</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">posicionarnos como una organización innovadora y sustentable, logrando la satisfacción de nuestros comisionistas, colaboradores, clientes y proveedores, a través de nuestros diferentes canales</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 línea con su estrategia, las tiendas de la Compañía cuentan con un amplio surtido de productos y servicios, entre los cuales destacan cerveza, cigarros, bebidas frías y calientes, </span><span style="font-family:'Times New Roman'; font-size:12pt">comida rápida, abarrotes, farmacia, pago de servicios, entre otros. Aunado a la amplitud de horarios y la variedad de productos, los precios de la Compañía suelen ser ligeramente superiores a los de los supermercados. Generalmente, las tiendas de la Compañía se ubican en el centro de las ciudades, aunque también se encuentran en lugares de alto tráfico, en especial en centros comerciales y estaciones de gasolina. El surtido de productos de las tiendas está diseñado principalmente para ser consumidos inmediatamente, dado que ésta es la necesidad que tienen los consumidores que compran en este canal. De acuerdo con información de la </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">ompañía, son productos de desembolso bajo por lo que las transacciones generan un valor promedio de $</span><span style="font-family:'Times New Roman'; font-size:12pt">72.08</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">setenta </span><span style="font-family:'Times New Roman'; font-size:12pt">y </span><span style="font-family:'Times New Roman'; font-size:12pt">dos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Pesos 0</span><span style="font-family:'Times New Roman'; font-size:12pt">8</span><span style="font-family:'Times New Roman'; font-size:12pt">/100 M.N.). La adición de nuevos servicios complementarios distintos a la venta de alimentos y bebidas, tales como pago de servicios, recargas telefónicas y corresponsalías bancarias ayudan a las personas ahorrándoles tiempo con una transacción rápida y eficiente, a cambio de un pequeño porcentaje adicional, pero que es mucho más barato que pagar transporte o perder tiempo en filas para hacer estas transacciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">CCK es una de las cadenas de conveniencia más importantes de México, co</span><span style="font-family:'Times New Roman'; font-size:12pt">n</span><span style="font-family:'Times New Roman'; font-size:12pt"> una presencia nacional de 1,</span><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt">89</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">(mil ciento </span><span style="font-family:'Times New Roman'; font-size:12pt">ochenta y nueve</span><span style="font-family:'Times New Roman'; font-size:12pt">) tiendas, y el bi</span><span style="font-family:'Times New Roman'; font-size:12pt">nomio de Tiendas Extra y Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K cuenta con más de 3</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> (treinta</span><span style="font-family:'Times New Roman'; font-size:12pt"> y </span><span style="font-family:'Times New Roman'; font-size:12pt">cinco</span><span style="font-family:'Times New Roman'; font-size:12pt">) años de experiencia en el mercado mexicano. La Compañía se distingue por contar con una oferta amplia de comida rápida, bebidas calientes y frías a través de programas innovadores para complacer a sus consumidores que van desde niños hasta adultos mayores. CCK busca complacer la necesidad que tienen las personas de satisfacer sus necesidades de alimentación, surtido, conectividad y ahorro de tiempo de una manera conveniente y rápida. Generalmente, las tiendas de conveniencia de la Compañía cuentan con menos de 200m</span><span style="font-family:'Times New Roman'; font-size:5.33pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:12pt">, tienen un horario y periodo de apertura de 24hrs al día, los 365 (trescientos sesenta y cinco) días del año, excepto por las tiendas ubicadas en las entidades federativas en las que su legislación no lo permite.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">D</span><span style="font-family:'Times New Roman'; font-size:12pt">esde </span><span style="font-family:'Times New Roman'; font-size:12pt">2019, CCK inició una nueva división de negocios dedicada a la comercialización de combustibles (Gasolina</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Diésel). El modelo denominado CONVEGAS integra el suministro de combustible marca Pemex, C</span><span style="font-family:'Times New Roman'; font-size:12pt">ircle</span><span style="font-family:'Times New Roman'; font-size:12pt">K, y/o Bandera Blanca, asimismo, ofrece abanderar la estación </span><span style="font-family:'Times New Roman'; font-size:12pt">de servicio con la marca C</span><span style="font-family:'Times New Roman'; font-size:12pt">ircle</span><span style="font-family:'Times New Roman'; font-size:12pt">K y la opción de apertura de tienda de conveniencia Ci</span><span style="font-family:'Times New Roman'; font-size:12pt">rcle</span><span style="font-family:'Times New Roman'; font-size:12pt">K. </span><span style="font-family:'Times New Roman'; font-size:12pt">Actualmente</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiene presencia en </span><span style="font-family:'Times New Roman'; font-size:12pt">21</span><span style="font-family:'Times New Roman'; font-size:12pt"> municipios en el estado de Chihuahua</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y 1 municipio en el estado de San Luis Potosí </span><span style="font-family:'Times New Roman'; font-size:12pt">y s</span><span style="font-family:'Times New Roman'; font-size:12pt">uministra a más de </span><span style="font-family:'Times New Roman'; font-size:12pt">80</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">estaciones de servicio.</span><span style="font-family:'Times New Roman'; font-size:12pt"> CONVEGAS se distingue </span><span style="font-family:'Times New Roman'; font-size:12pt">por ofrecer soluciones y un servicio de post venta exclusivo. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las estaciones</span><span style="font-family:'Times New Roman'; font-size:12pt"> de servicio con bandera Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K son </span><span style="font-family:'Times New Roman'; font-size:12pt">1</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">30</span><span style="font-family:'Times New Roman'; font-size:12pt"> franquicia PEMEX, 2</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">marca privada y el resto </span><span style="font-family:'Times New Roman'; font-size:12pt">Genérico</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"> Durante el</span><span style="font-family:'Times New Roman'; font-size:12pt"> año se suministraron más de </span><span style="font-family:'Times New Roman'; font-size:12pt">282.8</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de litros </span><span style="font-family:'Times New Roman'; font-size:12pt">anuales</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">En la división de negocio de tiendas de conveniencia, al cierre </span><span style="font-family:'Times New Roman'; font-size:12pt">de diciembre, CCK cuenta con 1,1</span><span style="font-family:'Times New Roman'; font-size:12pt">89</span><span style="font-family:'Times New Roman'; font-size:12pt"> (mil </span><span style="font-family:'Times New Roman'; font-size:12pt">ciento </span><span style="font-family:'Times New Roman'; font-size:12pt">ochenta y nueve</span><span style="font-family:'Times New Roman'; font-size:12pt">) tiendas a nivel nacional</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">iete</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">CEDIS en puntos estratégicos (Ciudad de México, Villahermosa, Torreón</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> Hermosillo</span><span style="font-family:'Times New Roman'; font-size:12pt">, Cd. Juárez</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> Cancún</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Los Cabos</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">como se muestra a continuación:</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Fuente: </span><span style="font-family:'Times New Roman'; font-size:8pt">Información de la Compañía</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<br style="page-break-before:always; clear:both" />
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Marcas y Productos</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La Empresa cuenta con productos de marcas</span><span style="width:2.09pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt"> licenciadas como diferenciación en el mercado, mismas que se detallan a continuación. Para mayor información sobre las marcas de la Compañía ver la Sección Descripción del Negocio </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">“Patentes, Licencias, Marcas y Otros Contratos”</span><span style="font-family:'Times New Roman'; font-size:12pt"> del presente</span><span style="font-family:'Times New Roman'; font-size:12pt"> Reporte.</span>
</p>
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<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:166pt">
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<img 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" width="127" height="128" alt="Logotipo, nombre de la empresa

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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Marca de café, cuyo diferenciador principal es que está hecha con </span><span style="font-family:'Times New Roman'; font-size:12pt">Café Punta del Cielo</span><span style="font-family:'Times New Roman'; font-size:12pt">, lo que garantiza la calidad del producto y da un basamento de tradición y buen gusto a los consumidores</span>
</p>
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<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:166pt">
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" width="152" height="102" alt="A close up of a sign

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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:237.8pt">
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Es una bebida fría granizada enfocada en el target infantil. Cuenta con una interesante variedad de sabores y además, se puede acompañar con chispas de sabor y sirope, lo que hace de su consumo una experiencia “súper divertida”</span>
</p>
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</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:166pt">
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Línea de productos refrigerados listos para llevar. Esta línea incluye sándwiches, ensaladas, chapatas, cuernitos y postres, pensados exclusivamente en darle a los consumidores una experiencia de consumo basada en la calidad y el uso de ingredientes de alto estándar</span>
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" 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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Es</span><span style="font-family:'Times New Roman'; font-size:12pt"> la línea de aguas tradicionales mexicanas: horchata, tamarindo y jamaica. También, dependiendo de la temporada, se lanzan sabores de </span><span style="font-family:'Times New Roman'; font-size:12pt">in & out</span><span style="font-family:'Times New Roman'; font-size:12pt"> tales como pepino-limón-hierbabuena o , mango-maracuyá</span><span style="font-family:'Times New Roman'; font-size:12pt">.</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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166pt">
<p style="margin:0pt 0pt 12pt; text-align:center">
<img 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" 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</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:237.8pt">
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Agua Natural 1L</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">”Favoritos Circle K” es la marca de agua embotellada que se seleccionó como el primer producto de marca propia debido a que es el producto más vendido de la categoría. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La presente marca asegura los más altos estándares de calidad ya que es maquilada por el líder de la categoría (Bonafont).</span>
</p>
</td>
</tr>
</table>
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<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
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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">Línea de Gomitas “Favoritos Circle K” es una línea de gomitas que ofrece diferentes sabores: durazno, chilifrutas, corazones rojos, frutas azucaradas, gotas de sabores y orugas aciditas. Este producto abarca un segmento infantil-juvenil y propicia el conocimiento de marca para generar lealtad. </span>
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<p style="margin:0pt 0pt 12pt; text-align:center">
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" 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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Línea de Higiénicos “Favoritos” es una línea de higiénicos que ofrece diferentes productos: Higiénicos </span><span style="font-family:'Times New Roman'; font-size:12pt">de </span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> rollos</span><span style="font-family:'Times New Roman'; font-size:12pt"> 400hjs, Higiénicos</span><span style="font-family:'Times New Roman'; font-size:12pt"> de</span><span style="font-family:'Times New Roman'; font-size:12pt"> 4</span><span style="font-family:'Times New Roman'; font-size:12pt"> rollos</span><span style="font-family:'Times New Roman'; font-size:12pt"> 600hjs, Higiénico pza, Servilletas, Servitoalla. Estos productos abarcan un segmento no solo enfocado al Hogar sino el segmento de limpieza e higiene en cualquier cluster y propicia el conocimiento de marca para generar lealtad.</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166pt">
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" 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" 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" 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npvoVMpmHs4Iawb+GoX6wZNvbAxQZdiA6h4UkUyimQc0GIehnlRXxjjp8G42IOYCqtPZ1pjNIxpPjAlzYBphQ+3GU+Xm0x3Y+KQCyIEHM2lfLbfLmKN2sHmsTBXV+TOwj2ckDx2oZ+wn1rWl60IzZ/APopzhRIyPLmdkAMMVuVHyKt93iTmRczTP88h5J2uWcQ0fv8al1MJH4IJQi6EnYiQCuE5AjkOvO3HOYfjQRniHJGbl4BDyQz059mO0K2WMMCTil8FVIuJBILEtEV0K7qRlXO3LbEBzKtZ7LbOQsGuYBRtozVWMuij28MWUR9ayKOwBTaEJYzx4VML2nweQ8iIe8rFkYHMnxdtE7vgc9/qitxZnCOSSyIfJAGpnTmPs24sqwa1tCpRha07kcz1pKqMDfZQ8TNQuHIhCrw8kO8/DwVsO/ITYpA/ayryF3jbl3nhgcjz47rH68j3nIaiGUNhDWgBbS4JhFeiZeV9FZlNmILXTQF+OaErcmdxnsiBRBJ51v5ipVr9MNQqYuVDxVheg6RqwLa6FQreicKNg/tx/dABZB35CGe2v42sLZtwZdc2XM3cg+uZ7yP78AfIzdyGwoxAGBNfgjmkE2wzH4Qm7uZNIlH30s3kNhHr1IpxwA8f64rcWZwjknMRyIwjkQ5Q6fWh1j0OtfaJYsjn1XSVdHav73ri4olPcHzbW1gXFgifwf0xp1d3hA8bjHXzZmNfUhy+4m9nPv4QV04dx83Db8CypjO02BqMo3ugTa0EbSbhS4uHs9AGsP1JGQZ8XfYNOyeJXGAnGsODtqfyjYgGJNDwT6xpCONbA3F+fwb2p6Uimq359Oe7YWSbFpjSuSOmPNcB07s+i9e59OjRBd4vPI+QVwbjncgAnH9jLmzLG0NLqgPN735oM0hkFq0ylzHi+whjkHPJ58yYZYhzRLJJZE80ibTRSQhoCfuyIbT1LZGzdRr2pCYidPgQZAT7Y/+yZOxLScR6v/mIJ7GpXZ6FJ2eT2X16wqtvTwQOHoBgWur40kCYNg6ElsZmUV5Im1PVTsROZg7dNpajwlH2d2WIk0TOA+9HkEhLXn260xqSsEOs0QiWjV2Rk5mAAyuWYlLHthjTtgUmsX1fMKg/ls2chr1J8fgkfSUOLl2CzSQ5v38fTO7QBoFDBuDLjWko3DkX2jISWUKrRFaHFnwfCTGJCJGo7kw0ZVd354jcOAe8G8rU24xBzWBfSTKMC7WGFiEZy+beyD2yAQfTV2F0+9YY26EtJnZsh1GtmmNUy2YY1aIpZtOlFo4ejogRL+PVdq0wvvXTCH1lKL7ftQW39sbCtpREBCm1oSU+Bo2TpvJmEglnpty7pMzq7hyR62eB3cEsVk9BxfPgyY8xBdctDvLVrBeb+iDnyEYcIJG+TRqhcbUqaFGjOvo0eRJjnmlrj5EJjJcJHHPHkdxUknyNhKPHjsJvB/fiZmYSbKmPFxMRyxAqoQ7UAp4njJnyXSaaMh5dO0dEKuuOAFbcJ5kWi1OjtrgmU3AxEcvGnrjJ5u74ti3w4CzesvqDqFepEupUcscTVSqjOT/3btQArzRvimnPdsA8ZjLPbs8hddpkXD56CLf20CJ2IoQQSeNyMS+UEAntxEmRiaag9DbFSSJn2PmyVVjYhD57j71YaWwONRZHbWU9WNNbIX9PML5nnUib7QFPutGYtq3RqfajqF+1Ckm5oy7R6J5qGEQykUNfQjjjZyMTwbVPM5G/wxu2Jaz0crxkBnwKsagW2xoSYY1RO6PYXZR+s845InJnfKsvXYtEYhiEQWwnAtzpx1Xoz7RO8oMwZAzE2cN78W5iPPyopCfTrwcxmUE/uNlTaPFQdTS691680qY14seORPy4Udgdy+L54WYY1/SALY4XRxBPJLCORPKCeTP9BpPIjkgW5cu6MrcX5y0irrXoabbtJBLMVkIaPULzJyLdYUlpgDxmtrPHjuLYmxlYFxwAf6ZXj+6d4UVCYqXJTMFeL/TBcrrUzsgwnDn4Pm7tCmVrX40W5nEE0kVLRx3C83iyHQruyHOLRa7oytxenA/2d5h+49pyFGV77ehw2RvZu1shRAuZWPlvHN2KrK++xMVTn+OnQwexJyUJMbTA7J5dMa/v81g0biT2J8bh7EcfMGWvZBvfjJbl/tIwcuy1d88Cf/ZvM5khSUTt4kySd0NX5vbiHBEpiHKPKYGpMOyB4kFKTryAcLTqbNO1BZU55nbEjQ82IOuLk7h08gQufn4cZ44expG1q5DmMQ3bIkJxji1KduZqzibtWDO4X0gxFAnZO2D5u0YfutZMZi8h8s4ioIy3h5wjcpP++dEKIIlVNkgej+lE5A9X9DlDE3DuEEKW4DrI3+CBa0ffRRZ7qqyTn5HMEfzX3ndw8eBW5GXMgiW8NsdbN9gCuI8DQYS4bSBj0Ot+zi3s6STY32fnbSn9UZxzRPKzgc/e4jwymDPCIxxBOauTiLycbCcjBDyIGYQnlZtdCdaZ1WBlQTNFtEZR0ot2GKNac1q8HzZa0Cb7+OoQ15SlWFhc1odtvAcLoicLL+cVtX95mS8ROEdEXnT59iCwfBSJsLUOkKe1PKG4gkCuogT9HHdYpz0E05wOMPi8BIP3CzDM6Y0ir15c746iBQNQ5P8iDF4dYfZqyIGKhISEgwhhJzKPRKay8M5m9xDTC+qIq3otaQ/OnGYBnEAS9YsfkYXS/GIRgfg5LWN3DxKysms1+nSHcV53Kk1494Rhfhc7gULfQXZyhrl9YJ7fCjbGmE3iSydjz4azGOhTOe94s5dLHAT1edl35Z0jQlFZv0BleJFAc2AuZwVfXjWdhBLfFiICscz8SnQfupZgNidHwRxZrwzrLEKWnnQ/L/diFxMiOhnF79Rk1hFaBPPZSayYAO37sp+TOE/k+jlmD6bBWPY+c5i52J3Ke+//i4RuEZu4CRWzMT3br7hA1gVUVj5bZxeTcMBOREbd6Tzm6yQy/WFOiM3tF0+d/U7X4s7iPBG2COqIPA/pD3hXBzw5U3uzaC3g3ODIOkKC84RlVB2YhzaGcXx7FAaPQ2HIKBQFDqV7dYXBtxvXB8Lk3fRPcoRGcvLHaJhIIpNIZAZdK6AV25MInvuarsWdxXkihnxoX+1nYzecdaM6bJMY2K+yor9WCeYpXGe2kqwjfm6d/QAsk9gVv/4EY6UTjL7PwDS3KUyzG8I0ndPkzKYwz3y42FKSwSTjvcblaO47hphI12PSsAV3gJbp3NNdp4nI3UZ17jtoa6cyTui7zFCge2gzSGJKJRgnVYZxchWYp9Mis6oUx4JHJRJyh3mUG8zDqeAILrlu5LphaPGf7RUOKEbR4OJttPG0zDR55s6qnjwUtuM7dQVKF+eJUNTVM1C72cAldbMHu/2NnzBmsORmwLqhUNs8od6azMGrP1RKD1brVtAmUaHhnPRe4eQ3ipaczg43iHN/xNOML8aA9FNTeCzWHpA4plElXggEchsWVe0H5x6Ilo8IO1D1IYtTak9W+HsJEpHiKC9gBlalkvfASPcxh/WELXYw2/FxUGkktmoGMQva8hmwJU2ANXIgzL50uen1YRrL7CfK08UwU8BjMs4kzavNDPSrZd9lFCkXEVgMUF8zp0vzGMys4kMSVEBJRR9H13mF7kGXsb3M77gOupIdsi7f8TftJW7Xn9u96AYTl0Z+NvJ7C13K/v8l5FUopm3lzzF6h/N/Sc09yym5F9lARrF1aGy/XQPvB9lO3Avr2GqwDePVfYVZTDCcJEdQqWHMQkP+BIYyrgaxUx5UGQWDqsAwuApMw6rBNOE+uhTr0xwOVIFPQ8uYC3X5F/2kZUv5iYiw71EmA7TcK9BoenXhn9B+/xrWH4/D8vURWE7uh/Ufu6GxpVcfvwV1eBPURxnFy4+3QDu2E9aT+2D65hNYfjwJ7cy3VPo3qJws+1/NwVr+P8W4OyL/hvIfIv9eAvw3fURzNIgxPf4AAAAASUVORK5CYII=" 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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Línea de Químicos “Favoritos” es una línea de químicos que ofrece 9 productos: Detergente, Lavatrastes, Limpiador, Suavizante, Pinol, Desengrasante, Desinfectante, Limpiabaños, Limpiavidrios</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Este producto abarca un segmento no solo enfocado al Hogar sino el segmento de limpieza en cualquier cluster y propicia el conocimiento de marca para generar lealtad.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Línea de </span><span style="font-family:'Times New Roman'; font-size:12pt">Papas y Cacahuates</span><span style="font-family:'Times New Roman'; font-size:12pt"> “Favoritos Circle K” es una línea de </span><span style="font-family:'Times New Roman'; font-size:12pt">Botanas</span><span style="font-family:'Times New Roman'; font-size:12pt"> que ofrece diferentes sabores: </span><span style="font-family:'Times New Roman'; font-size:12pt">Sal, Jalapeño, Adobadas, Sal y Limon </span><span style="font-family:'Times New Roman'; font-size:12pt">Este producto abarca un segmento infantil-juvenil y propicia el conocimiento de marca para generar lealtad.</span>
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</table>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante el 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt">, continuamos trabajado en las campañas implementadas en los años previos:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<img 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" width="165" height="139" alt="" style="margin:0pt 9pt; -aw-left-pos:14.5pt; -aw-rel-hpos:margin; -aw-rel-vpos:paragraph; -aw-top-pos:4.35pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">Productos Ecológicos:</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">Continuamos promoviendo la venta de productos ecológicos y durante el 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> vendimos un total acumulado de 1,</span><span style="font-family:'Times New Roman'; font-size:12pt">375,892</span><span style="font-family:'Times New Roman'; font-size:12pt"> productos ecológicos (bolsas compostables y ecológicas adicionalmente): </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, hemos implementado la iniciativa </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">"insumos amigables con el medioambiente”</span><span style="font-family:'Times New Roman'; font-size:12pt"> y se ha logrado que a nivel nacional el 100% de los insumos para café como lo son los vasos, tapas, agitadores y charolas portavasos sean biodegradables o compostables.</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">Históricamente los 10 (diez) productos más vendidos en las tiendas de CCK son: cerveza, tabaco, refresco, botanas, agua, bebidas especializadas,</span><span style="font-family:'Times New Roman'; font-size:12pt"> vi</span><span style="font-family:'Times New Roman'; font-size:12pt">nos y licores</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">dulces, </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">abarrotes y pan</span><span style="font-family:'Times New Roman'; font-size:12pt">. Estos 10 (diez) </span><span style="font-family:'Times New Roman'; font-size:12pt">productos representan aproximadamente el </span><span style="font-family:'Times New Roman'; font-size:12pt">9</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">noventa y </span><span style="font-family:'Times New Roman'; font-size:12pt">un porciento</span><span style="font-family:'Times New Roman'; font-size:12pt">) de las ventas</span><span style="font-family:'Times New Roman'; font-size:12pt"> durante el año</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; color:#222222; background-color:#ffffff">Asimismo, a través de sus tiendas la Compañía ofrece diversos servicios para el pago de facturas (tales como Telmex, IZZI, Coppel, Telcel, AT&T y CFE, entre otras), recaudación de pagos de servicios (tales como Avon, Jafra, Tesorería del DF y Agua de Puebla, entre otras), recargas de telepeaje (tales como IAVE, TAG y Viapass). Activación de tarjetas pre pagadas (tales como Spotify, Crunchy Roll, Roblox, Google, Netflix, PlayStation, Xbox y iTunes). La venta de monederos electrónicos (como Vanilla y Amazon). Así también, la venta de recarga de tiempo aire; incluyendo las recargas del Operador Virtual de la cadena con la marca Contigo Mobile (tales como Telcel, AT&T/ Unefon, Movistar, Bait, Diri y Pillofon) y venta de paquetes de datos (Telcel). El Pago de tarjetas de crédito y Depósitos a tarjetas de débito de los bancos Grupo Financiero Banorte (“Banorte”) y</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222; background-color:#ffffff"> </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222; background-color:#ffffff">Grupo Financiero Santander México (“Santander”). Retiros de efectivo en la cadena de las tarjetas de BBVA, Santander y la cuenta de Mercado Pago y Claro Pay, facilitando al cliente la disposición de dinero de forma segura. En el portafolio de medios de pagos además de las tarjetas de débito, crédito y vales electrónicos; los medios de pagos electrónicos tales como Mercado Pago, Codi, Claro Pay, Wallets de bancos como Banco Azteca, BAZ, Minu, FINSUS, Falabella, Rappi y Pagofon.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Proveedores</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los principales proveedores con los que cuenta la Compañía son grupos reconocidos a nivel mundial. Los 10 (Diez) principales proveedores son: </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Grupo Modelo, Phil</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">p Morris, Propimex, British American Tobacco, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Distribuidora Arca</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">, Pepsico, Bimbo, Bebidas Purificadas, Barcel y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Brown-Forman Tequila.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las principales categorías de productos que representan la mayoría de los ingresos totales consolidados de la Compañía son:</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<img src="data:image/png;base64,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" 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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Mercadotecnia</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">Perspectiva de</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> Crecimiento del Sector de Convenie</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ncia en México </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">A pesar del agitado contexto macroeconómico mundial</span><span style="font-family:'Times New Roman'; font-size:12pt">, el sector de conveniencia en México presenta una </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">perspectiva de crecimiento sólida y continua</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"> </span><span style="font-family:'Times New Roman'; font-size:12pt">apalancado por el </span><span style="font-family:'Times New Roman'; font-size:12pt">aumento de la clase media mexicana </span><span style="font-family:'Times New Roman'; font-size:12pt">que</span><span style="font-family:'Times New Roman'; font-size:12pt"> cuenta con una mayor capacidad de gasto, </span><span style="font-family:'Times New Roman'; font-size:12pt">que la hace más propensa</span><span style="font-family:'Times New Roman'; font-size:12pt"> a consumir bienes y servicios de consumo inmediato.</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">5 factores favorecerán el crecimiento del sector en el corto plazo</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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<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Demanda de </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; font-weight:bold">onveniencia y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">r</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">apidez:</span><span style="font-family:'Times New Roman'; font-size:12pt"> El ritmo de vida acelerado en las zonas urbanas y la búsqueda de soluciones prácticas</span><span style="font-family:'Times New Roman'; font-size:12pt">, seguirán</span><span style="font-family:'Times New Roman'; font-size:12pt"> impulsa</span><span style="font-family:'Times New Roman'; font-size:12pt">ndo</span><span style="font-family:'Times New Roman'; font-size:12pt"> la demanda de las tiendas de conveniencia. Su ubicación estratégica, horarios extendidos y la oferta de una variedad de productos en un solo lugar</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> las </span><span style="font-family:'Times New Roman'; font-size:12pt">seguirá haciendo</span><span style="font-family:'Times New Roman'; font-size:12pt"> atractiva</span><span style="font-family:'Times New Roman'; font-size:12pt">s</span><span style="font-family:'Times New Roman'; font-size:12pt"> para un consumidor que valora su tiempo.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Inversión en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">e</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">xperiencia del </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; font-weight:bold">liente y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">t</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ecnología:</span><span style="font-family:'Times New Roman'; font-size:12pt"> La mejora </span><span style="font-family:'Times New Roman'; font-size:12pt">en </span><span style="font-family:'Times New Roman'; font-size:12pt">tecnologías de pago modernas, la personalización de ofertas y la optimización de operaciones</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">harán</span><span style="font-family:'Times New Roman'; font-size:12pt"> la experiencia de compra más fluida y adaptada a las necesidades individuales, lo que fomenta</span><span style="font-family:'Times New Roman'; font-size:12pt">rá</span><span style="font-family:'Times New Roman'; font-size:12pt"> la lealtad y el aumento del gasto.</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">Adaptación a las </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">p</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">referencias </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">l</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ocales:</span><span style="font-family:'Times New Roman'; font-size:12pt"> La adaptación de la oferta a las necesidades y preferencias de los consumidores locales es un factor clave para el crecimiento. Al ofrecer productos que resuenan con los gustos específicos de cada región, las tiendas de conveniencia pueden aumentar su relevancia y participación de mercado.</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">Aprovechamiento del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">a</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">nálisis de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">d</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">atos e </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">i</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">nteligencia </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">a</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">rtificial:</span><span style="font-family:'Times New Roman'; font-size:12pt"> La inversión en análisis de datos e inteligencia artificial permite a las empresas del sector comprender mejor el comportamiento del consumidor, optimizar sus operaciones y personalizar ofertas de manera más efectiva. </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">Enfoque en la </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">s</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ostenibilidad y la </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">r</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">esponsabilidad </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">s</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ocial:</span><span style="font-family:'Times New Roman'; font-size:12pt"> La creciente conciencia de los consumidores mexicanos sobre temas ambientales y sociales crea una oportunidad para </span><span style="font-family:'Times New Roman'; font-size:12pt">implementar</span><span style="font-family:'Times New Roman'; font-size:12pt"> prácticas sostenibles y ofre</span><span style="font-family:'Times New Roman'; font-size:12pt">cer</span><span style="font-family:'Times New Roman'; font-size:12pt"> productos ecológicos. Esto no solo mejora su imagen de marca, sino que también puede atraer a un segmento de consumidores cada vez más importante.</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"> </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">Desafíos y </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; font-weight:bold">onsideraciones:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Si bien la perspectiva de crecimiento es positiva, es importante reconocer los desafíos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">como la intensa competencia tanto de minoristas tradicionales como de plataformas de comercio electrónico. </span><span style="font-family:'Times New Roman'; font-size:12pt">Considerando las tendencias del sector, Circle K enfocará su estrategia de marketing en los siguientes puntos</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; color:#1f1f1f"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">Hiper-</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">l</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">ocalización con </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">p</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">ropósito:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">Analizar data local para ofrecer productos específicos por zona (snacks o bebidas populares</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">, por ejemplo</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">). Vincularse a causas locales relevantes para esos consumidores, demostrando un compromiso genuino, no solo un patrocinio genérico. </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; color:#1f1f1f"> </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; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">Experiencia del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">c</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">liente </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">o</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">mnicanal y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">p</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">ersonalizada:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">Integrar completamente la experiencia online y offline</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">, fortaleciendo la</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> app</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> para</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> que no solo </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">sea un catálogo de promociones</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">, sino que aprenda</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> de los hábitos de compra</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">y ofrezca</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> descuentos y productos relevantes </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">al entrar a la</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> tienda</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">, para generar una</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> experiencia fluida y que </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">te</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> haga sentir como cliente único.</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; color:#1f1f1f"> </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; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">Liderazgo en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">s</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">ostenibilidad con </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">c</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">onexión </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">l</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">ocal:</span>
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<li style="margin:0pt 0pt 0pt 29pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">No solo "ser verdes", sino comunicar historias impactantes a nivel local</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> que resuenen</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> fuertemente con un consumidor mexicano cada vez más consciente.</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; color:#1f1f1f"> </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; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">Narrativa de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">m</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">arca </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">c</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">oherente y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">e</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">mocional:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">Crear </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">contenido que conecte emocionalmente con los valores y aspiraciones del consumidor mexicano. Contar historias de la comunidad, destacar la conveniencia que facilita la vida diaria, y generar un sentimiento de pertenencia a la marca.</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; color:#1f1f1f"> </span>
</p>
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 32pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">Agilidad y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">a</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">daptación </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">c</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f1f1f">onstante:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">Establecer procesos ágiles para probar nuevas estrategias de marketing, medir su impacto rápidamente y ajustarse sobre la marcha será crucial para mantenerse relevante frente a la competencia y las cambiantes demandas del consumidor</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f"> y del sector</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">.</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; color:#1f1f1f">En resumen:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f1f1f">Circle K México tiene una base sólida y una visión clara. Al enfocarse en una hiper-localización con propósito, una experiencia del cliente omnicanal y personalizada impulsada por datos predictivos, un liderazgo en sostenibilidad con impacto local y una narrativa de marca emocionalmente resonante, pueden no solo competir sino destacarse en el dinámico mercado mexicano de tiendas de conveniencia en los próximos años.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<br style="page-break-before:always; clear:both" />
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Ubicación de Nuevas Tiendas</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para satisfacer los planes de expansión con los que cuenta la empresa, la búsqueda de nuevos locales es primordial, por lo que se identifican </span><span style="font-family:'Times New Roman'; font-size:12pt">cuatro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">tipos de tienda: </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Habitacional</span><span style="font-family:'Times New Roman'; font-size:12pt">. Este tipo tiene como función principal atender un área mayoritariamente ocupada por vivienda. Los atributos principales para el éxito de estas tiendas son el número de viviendas y habitantes del área de influencia además del nivel socioeconómico, la accesibilidad, visibilidad y tamaño del local además de los conteos peatonales y vehiculares que se registran en la zona. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Tráfico</span><span style="font-family:'Times New Roman'; font-size:12pt">. Su función principal es atender el flujo vehicular y en menor medida el peatonal. Las características de este tipo de tiendas son los conteos vehiculares, el acceso vehicular con cajones de estacionamiento y la accesibilidad, visibilidad y reductor de velocidad en la zona. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Generador</span><span style="font-family:'Times New Roman'; font-size:12pt">. Su función principal es atender a los trabajadores y visitantes de oficinas, hospitales, escuelas, terminales de transporte masivo, zonas comerciales o turísticas, entre otras. Los atributos que se buscan en la zona son el número de empleos y visitantes diarios a los generadores, conteos principalmente peatonales, distancia al generador principal o dentro del generador y los atributos de visibilidad y accesibilidad en la zona.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Estación de Servicio</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">Su función principal es ser un aliado estratégico del empresario gasolinero maximizando el área de negocio de la estación de servicio. Los atributos es satisfacer las necesidades tanto de lo autos como de las personas debe</span><span style="font-family:'Times New Roman'; font-size:12pt">n tener visibilidad acceso y producto acorde al micro mercado (carretera y ciudad).</span><br style="page-break-before:always; clear:both" />
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Temporalidad en el Negocio</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222; background-color:#ffffff">CCK tiene una línea de alta temporalidad que inicia en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#222222">semana santa</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222"> (</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">marzo</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">), verano y termina en las fiestas decembrinas. Dichas temporadas marcan un incremento en el número de transacciones y en el ticket promedio.</span>
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<img 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" width="576" height="221" 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:8pt; font-weight:bold">Fuente</span><span style="font-family:'Times New Roman'; font-size:8pt">: Información de la Compañía</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Esquema de Negocio</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">CCK opera sus tiendas bajo el esquema de comisión mercantil, es decir, el comisionista es el encargado de la operación de la tienda bajo el soporte de CCK</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span><span style="font-family:'Times New Roman'; font-size:12pt"> El perfil de comisionista que CCK busca es el siguiente: </span>
</p>
<p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; padding-left:35.45pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Socio-Demográfico</span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Edad</span><span style="font-family:'Times New Roman'; font-size:12pt">: 28 a </span><span style="font-family:'Times New Roman'; font-size:12pt">57</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Género</span><span style="font-family:'Times New Roman'; font-size:12pt">: Indistinto</span>
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<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Estado Civil</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span><span style="font-family:'Times New Roman'; font-size:12pt">Casado</span>
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<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Con quién Vive</span><span style="font-family:'Times New Roman'; font-size:12pt">: Cónyuge e Hijos, o familiares</span>
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<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Número de Dependientes</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span><span style="font-family:'Times New Roman'; font-size:12pt">Preferente 2</span>
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<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Tipo de Domicilio</span><span style="font-family:'Times New Roman'; font-size:12pt">: Casa Propia</span>
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<p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; padding-left:35.45pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; padding-left:35.45pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Educativo-Laboral</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Nivel Educativo</span><span style="font-family:'Times New Roman'; font-size:12pt">: Carrera Técnica Mínimo</span>
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<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Área de Especialidad</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span><span style="font-family:'Times New Roman'; font-size:12pt">1 año en o</span><span style="font-family:'Times New Roman'; font-size:12pt">peración de retail.</span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Tipo de Experiencia</span><span style="font-family:'Times New Roman'; font-size:12pt">: Manejo de cajas, inventarios, layout y efectivo</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 0pt 0pt 70.9pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Tiempo de Experiencia</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"> años</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Último nivel de puesto ocupado: </span><span style="font-family:'Times New Roman'; font-size:12pt">Gerente General, Encargado de turno</span><span style="font-family:'Times New Roman'; font-size:12pt">, Jefe de piso.</span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Esquema de Salario Previo</span><span style="font-family:'Times New Roman'; font-size:12pt">: Sueldo Fijo más comisiones (preferente)</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-indent:18pt; text-align:justify">
<br style="page-break-before:always; clear:both" />
</p>
<p style="margin:0pt 0pt 12pt; text-indent:18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El soporte de capacitación que se le da al Comisionista es el siguiente:</span>
</p>
<p style="margin:0pt; text-indent:18pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">-</span><span style="width:14pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Programa de capacitación por </span><span style="font-family:'Times New Roman'; font-size:12pt">de 1</span><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">dieciséis</span><span style="font-family:'Times New Roman'; font-size:12pt">) </span><span style="font-family:'Times New Roman'; font-size:12pt">días (80% práctico y 20% teoría).</span>
</p>
<p style="margin:0pt; text-indent:18pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">-</span><span style="width:14pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Los bloques de capacitación que se imparte son:</span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 35.45pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> Operación en piso de venta (planogramas, limpieza, promociones, productos).</span>
</p>
<p style="margin:0pt 0pt 0pt 35.45pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> Operación de bodega (acomodo, sistema de inventarios PEPS (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Primeras Entradas Primeras Salidas</span><span style="font-family:'Times New Roman'; font-size:12pt">), cámara fría).</span>
</p>
<p style="margin:0pt 0pt 0pt 35.45pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> Operación en Punto de Venta (manejo de sistema DPV (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Detallista Punto de Venta</span><span style="font-family:'Times New Roman'; font-size:12pt">) y DAT (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Detallista Administrador de Tienda</span><span style="font-family:'Times New Roman'; font-size:12pt">).</span>
</p>
<p style="margin:0pt 0pt 0pt 35.45pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> Programa</span><span style="font-family:'Times New Roman'; font-size:12pt">s</span><span style="font-family:'Times New Roman'; font-size:12pt"> de comida rápida (preparación, ejecución y control de programas).</span>
</p>
<p style="margin:0pt 0pt 0pt 35.45pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> Administración de personal.•</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> Curso de Servicio al cliente.</span>
</p>
<p style="margin:0pt; text-indent:18pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La capacitación se imparte por un Entrenador certificado en la operación y administración de tienda</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span><span style="font-family:'Times New Roman'; font-size:12pt">Al concluir la capacitación, el Gerente Zonal de Operación certifica al equipo para que tome tienda.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La operación en tienda se describe en el siguiente diagrama:</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<img 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" width="576" height="389" alt="Imagen que contiene Forma

El contenido generado por IA puede ser incorrecto." 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 0pt 12pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fuente:</span><span style="font-family:'Times New Roman'; font-size:12pt"> Información de la Compañía</span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">El soporte que CCK brinda al Comisionista en tienda es el siguiente: </span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">-</span><span style="width:32pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">El supervisor de distrito visita la tienda por lo menos dos veces a la semana.</span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">-</span><span style="width:32pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Se realiza el levantamiento de las actividades a través de la Herramienta OPEM del celular, en la cual se lleva el registro, plan de acción y firma del comisionista.</span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">-</span><span style="width:32pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">En las visitas se da el seguimiento a estos puntos:</span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="width:17.05pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">AVT (análisis de venta por turno)</span>
</p>
<p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="width:17.05pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">DIGITEM (análisis de los depósitos de venta, papeletas de valores)</span>
</p>
<p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-21.25pt; padding-left:21.25pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="width:17.05pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">AMC (análisis de movimiento por categoría)</span>
</p>
<p style="margin:0pt 0pt 12pt 35.45pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:12pt">•</span><span style="width:17.05pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Resultado de inventario</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Se cuenta con un Centro de Monitoreo en las siguientes ciudades: </span><span style="font-family:'Times New Roman'; font-size:12pt">Villahermosa y Ciudad de México</span><span style="font-family:'Times New Roman'; font-size:12pt">. Continuamente, se realiza un barrido tienda por tienda para validar las conexiones de las cámaras y transmisión de imágenes, con la finalidad de contar con el 100% de transmisión para el monitoreo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Adicionalmente, se cuenta con controles de pánico digitales (URL) instalados en tiendas del Estado de México, Ciudad de México y Puebla. En tiendas consideradas de alto riego e impacto delictivo se cuenta con circuito cerrado de televisión (CCTV) conectado directamente con las autoridades correspondientes y al centro de monitoreo de CCK.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">A través del apoyo tecnológico, la empresa dedicada a la prevención de daño patrimonial ha impulsado el fomento a la denuncia de malas prácticas y la promoción de los valores de CCK. </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Equipos de Inventarios:</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt">Además de tener equipos que realizan inventarios de manera mensual al 100% en tiendas y para evitar conflictos de interés o colusión, este equipo monitorea de forma aleatoria los inventarios realizados, pero con un enfoque en las categorías de mayor valor tales como cigarros, vinos y licores, cerveza y farmacia.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Como resultado de la puesta en marcha de estas operaciones, la Compañía ha logrado contener y disminuir el promedio de robos reportados.</span>
</p>
<p style="margin:0pt; text-indent:-35.45pt; text-align:justify; padding-left:35.45pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Póliza de Seguro en Tienda</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; background-color:#ffffff">Actualmente, CCK cuenta con una póliza empresarial que ha sido actualizada para mejorar las coberturas y las sumas aseguradas. Entre los principales rubros protegidos se incluyen activos como edificios, inventarios, y la cobertura por robo en centros de distribución, así como las pérdidas consecuenciales derivadas de estos eventos. Además, debido a la ubicación geográfica de las tiendas, la compañía está asegurada contra eventos catastróficos, fenómenos hidrometeorológicos, responsabilidad civil, incendios y otros riesgos relevantes. De cara a 2025, estamos evaluando e implementando nuevos esquemas de aseguramiento no tradicionales que permitan optimizar la gestión del riesgo.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#222222"> </span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#222222">Proceso de recolección de valores en Tienda</span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">La Compañía tiene contratado el servicio de recolección de valores con la empresa Servicio Panamericano de Protección S.A. de C.V.</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222"> </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">La frecuencia de recolección de valores es determinada por el área de operaciones con base en lo siguiente:</span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:12pt; color:#222222">•</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Frecuencia Diaria.</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-18pt; text-align:justify; padding-left:18pt; background-color:#ffffff">
<span style="font-family:Wingdings; font-size:12pt; color:#222222"></span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Porque existen el riesgo de faltantes de efectivo y el alto volumen de flujo de efectivo en la tienda.</span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:12pt; color:#222222">•</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Frecuencia 4 (cuatro) veces a la semana</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-18pt; text-align:justify; padding-left:18pt; background-color:#ffffff">
<span style="font-family:Wingdings; font-size:12pt; color:#222222"></span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Por el volumen de flujo de efectivo de la tienda y no existe el riesgo de faltante de efectivo.</span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:12pt; color:#222222">•</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Frecuencia 3 (tres) veces a la semana</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-18pt; text-align:justify; padding-left:18pt; background-color:#ffffff">
<span style="font-family:Wingdings; font-size:12pt; color:#222222"></span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Es la frecuencia mínima para evitar riesgos de faltantes de efectivo en la tienda.</span>
</p>
<p style="margin:0pt 0pt 0pt 108pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:12pt; color:#222222">•</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Modificaciones de frecuencias y/o servicios especiales</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-18pt; text-align:justify; padding-left:18pt; background-color:#ffffff">
<span style="font-family:Wingdings; font-size:12pt; color:#222222"></span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">La solicitud de modificación solo la puede solicitar el </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">contralor de la región</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-18pt; text-align:justify; padding-left:18pt; background-color:#ffffff">
<span style="font-family:Wingdings; font-size:12pt; color:#222222"></span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Panamericano asigna un ejecutivo que brinda la atención inmediata para cualquier circunstancia.</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-18pt; text-align:justify; padding-left:18pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">CCK proporciona la siguiente información al comisionista encargado de la Tienda para realizar la correcta y segura entrega de valores.</span>
</p>
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<img 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" 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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Fuente: </span><span style="font-family:'Times New Roman'; font-size:8pt">Información de la Compañía</span><br style="page-break-before:always; clear:both" />
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Seguridad cibernética de la información</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La información del curso ordinario de la operación de CCK es generada y administrada a través de SAP como sistema de planeación de recursos (“</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Enterprise Resource Planning”</span><span style="font-family:'Times New Roman'; font-size:12pt"> o “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">ERP”</span><span style="font-family:'Times New Roman'; font-size:12pt">). El histórico de dicha información es administrado y almacenado bajo un esquema de outsourcing por Servicios de Aplicación e Ingeniería Novis, S.A. de C.V. (“</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Novis</span><span style="font-family:'Times New Roman'; font-size:12pt">”), empresa dedicada a la prestación de servicios especializados en sistemas SAP, así como al manejo, administración y almacenamiento de bases de datos. Con el fin de asegurar la integridad de la información, Novis mantiene los servidores utilizados para la prestación de sus servicios en bunkers localizados fuera de zonas conurbadas los cuales son propiedad de Triara.com, S.A. de C.V., empresa filial de la compañía telefónica Teléfonos de México, S.A. de C.V. (“</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Telmex</span><span style="font-family:'Times New Roman'; font-size:12pt">”), la cual se dedica principalmente a la prestación de servicios de almacenaje y acoplamiento de datos conocidos ordinariamente en el mercado como servicios de Data Center.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tanto Novis como Triara cumplen con los estándares internacionales ISO27001 y ISO27000 (relativos a seguridad de la información) y con el internacional equivalente a SSAE16 (relativo a integridad de procesos) para su operación</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y tambi</span><span style="font-family:'Times New Roman'; font-size:12pt">é</span><span style="font-family:'Times New Roman'; font-size:12pt">n ANSI/TIA-942</span><span style="font-family:'Times New Roman'; font-size:12pt">. Adicionalmente, Novis cuenta con certificación de entrega de servicios en soluciones llave en mano (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Hands On</span><span style="font-family:'Times New Roman'; font-size:12pt">).</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El </span><span style="font-family:'Times New Roman'; font-size:12pt">manejo </span><span style="font-family:'Times New Roman'; font-size:12pt">de trabajos y el </span><span style="font-family:'Times New Roman'; font-size:12pt">esquema de seguridad utilizado en sus </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Data Centers</span><span style="font-family:'Times New Roman'; font-size:12pt"> permite a Novis como prestador de servicios, contar con diferentes capacidades predictivas y reactivas para asegurar el mantenimiento de un adecuado nivel de servicio y el mantenimiento de un nivel de disponibilidad del ERP en al menos 99.9% (noventa y nueve punto nueve por ciento).</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La administración, 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 respaldo de la información operativa de CCK bajo los estándares previamente mencionados, mitiga casi en su totalidad los riesgos relativos a la integridad de la información derivados de potenciales desastres naturales, virus computacionales, atentados, sabotajes, variaciones de voltaje y/o cortes en el suplemento de energía, entre otros.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#222222">Ciberseguridad </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">El esquema de seguridad de CCK está basado en el servicio tercerizado con la empresa SCITUM, el cual es el brazo especializado en seguridad informática de Telmex. </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Nuestro esquema consta de 3 grandes áreas de gestión dentro del contrato de servicios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#222222">Firewall / Perímetro</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Gestión, administración e integración de best practices para todos los firewalls que viven en la red de CCK. La gestión de estos equipos que son del tipo UTM </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">/ SIEM </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">con todos los servicios y módulos activos, como IPS, WebFilter,</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222"> WAF,</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222"> y un SIEM, que </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">implica la operación y el aseguramiento del buen funcionamiento</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222"> </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">y la </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">detección</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222"> oportun</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">a</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222"> de fallas.</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222"> El firewall principal tiene un esquema de HA siendo un equipo Fortinet 300 D y es la única salida a internet de servicios web desde la red interna hacia la red pública. La revisión del </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">equipo, aseguramiento del funcionamiento y esquemas de mejora son responsabilidad del proveedor bajo contrato.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#222222">SOC / CNOC</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">El monit</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">oreo activo </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">y ciberpatrullaje </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">se hace dentro del S</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">OC y CNOC del mismo proveedor. Este monitoreo es proactivo y reactivo, se encarga de revisar todas las actividades, logs y ejecuciones en tiempo real que se lleven a cabo sobre los equipos administrados tomando acciones en caso de que haya algún ataque o actividad maliciosa detectada sobre los equipos y redes administradas. Todos los artefactos de revisión son llevados a áreas herméticas para su análisis y decisión de curso de acción y antes de que afecte algún tipo de servicio dentro de la red interna, la DMZ o el perímetro. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Todos los reportes son canalizados por el área de ciberseguridad para su posible envío a cuarentena o liberación.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Se cuenta con un esquema de ciberseguridad y ciberpatrullaje que se encarga de proteger la red de cualquier tipo de amenaza </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">cibernética</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222"> incluso de nueva </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">generación</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#222222">Concentrador de VPN’s</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Se tiene un equipo ASA Cisco con el cual se gestionan todas las conexiones desde y hacia la red de tiendas, este equipo está por separado para aislar el servicio en un caso de ataque. Este equipo gestiona la conexión de 1200 sucursales así como la red de clientes VPN externos con los cuales se requiere tener una conexión segura y permanente. Se validan todos los protocolos y </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#222222">baseline</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222"> de seguridad para todos los tipos de conexiones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#222222">Contrato Ciber seguridad y ciber patrullaje</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Recién se firmó un contrato con la empresa SCITUM para poder integrar el servicio de ciber patrullaje y análisis de vulnerabilidades para proteger la plataforma y arquitectura transaccional. Este servicio consta de:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Seguridad aplicativa: Servicio de análisis de códigos de programas para la detección de fallas, errores o sintaxis obsoletas o con posibles riesgos mitigables.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">WAF: Web Application Firewall que se encarga de analizar el tráfico inter vlan para detectar ataques en redes internas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">EDR: Endpoint Detection and Response para proporcionar monitoreo y</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222"> </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">análisis continuos del equipo Host y la red que lo interconecta. Es la evolución de los sistemas de antivirus tradicionales. Con este servicio se identifican, detectan y previenen amenazas avanzadas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Usuarios con privilegios: Servi</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">ci</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">o con el que se analizan todos los usuarios con privilegios elevados dentro de la red y dominio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Todos estos servicios están amparados con un contrato de servicios donde se garantizan.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Planes de Expansión</span><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; color:#222222">De acuerdo con los planes de expansión con los que cuenta la empresa para el 2025, la búsqueda de nuevos locales es primordial, por lo que se identifican tres tipos de tienda para los diferentes micros mercados:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">1. Circulo K: Marca que se busca tenga presencia dentro de micro mercados, habitacionales, vehiculares, gasolineras, turístico y Generadores (Corporativos, Zonas industriales, Hospitales, Escuelas) con empleados y visitantes, que en algunos casos laboran 24 hrs en 3 turnos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">Estos micro mercados pueden carecen de productos y servicios cercanos y/o tener opciones limitadas, siendo Circulo K una buena alternativa, con prototipos de tiendas que van desde los 31 mts, estamos teniendo acercamientos con diversos grupos con espacios construidos y terrenos para la colocación de este formato.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">2. Extra: Tiene objetivo de crecer en zonas habitacionales maduras, niveles socioeconómicos C, C-, D, tráficos vehiculares con buen flujo, gasolineras en zonas donde las ventas de combustible sean menores a 450 mil litros mensuales. Este formato por su superficie de 80 mts nos permite considerar más zonas para tener presencia.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">3. Fiesta: Formato enfocado en micro mercados de alta concentración de hogares, el objetivo es lograr competir en mercados tradicionales con niveles socioeconomicos C-, D, con un catálogo que favor</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">e</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#222222">ce categorías que se consumen en fiestas y reuniones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El formato de distribución de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> empresa se estructura con un 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">Cincuenta y </span><span style="font-family:'Times New Roman'; font-size:12pt">cinco </span><span style="font-family:'Times New Roman'; font-size:12pt">por ciento) de</span><span style="font-family:'Times New Roman'; font-size:12pt">l volumen de </span><span style="font-family:'Times New Roman'; font-size:12pt">productos distribuidos a través de los Centros de Distribución (“</span><span style="font-family:'Times New Roman'; font-size:12pt">CEDIS</span><span style="font-family:'Times New Roman'; font-size:12pt">”), mientras que el 4</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">Cuarenta</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">cinco </span><span style="font-family:'Times New Roman'; font-size:12pt">por ciento) de</span><span style="font-family:'Times New Roman'; font-size:12pt">l volumen</span><span style="font-family:'Times New Roman'; font-size:12pt"> se distribuyen de manera directa de proveedores a tienda. La decisión de entrega está basada en la naturaleza de los productos como </span><span style="font-family:'Times New Roman'; font-size:12pt">lo son perecederos, líquidos y de alta rotación.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Empresa cuenta con s</span><span style="font-family:'Times New Roman'; font-size:12pt">iete</span><span style="font-family:'Times New Roman'; font-size:12pt"> CEDIS distribuidos en el país:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Ciudad de México (Tlalnepantla) que distribuye a 5</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"> tiendas. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Torreón que distribuye a 2</span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiendas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Hermosillo que distribuye a 1</span><span style="font-family:'Times New Roman'; font-size:12pt">53</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiendas.</span>
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<p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify; padding-left:35.45pt">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Villahermosa que distribuye a 2</span><span style="font-family:'Times New Roman'; font-size:12pt">21</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiendas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Cd. Juárez que distribuye a 1</span><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiendas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">-Cancún que distribuye a </span><span style="font-family:'Times New Roman'; font-size:12pt">73</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiendas</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">-Cedis Los Cabos distribuye </span><span style="font-family:'Times New Roman'; font-size:12pt">20</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiendas</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La utilización para entrega en tienda con flotilla propia es del </span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt">0</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">uarenta</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">por ciento), y el </span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt">0</span><span style="font-family:'Times New Roman'; font-size:12pt">% (</span><span style="font-family:'Times New Roman'; font-size:12pt">sesenta</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">por ciento) restante se realiza con parque vehicular contratado con terceros.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Fuente:</span><span style="font-family:'Times New Roman'; font-size:8pt"> Información de la </span><span style="font-family:'Times New Roman'; font-size:8pt">Compañía</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El CEDIS opera con un sistema que gestiona y optimiza el inventario que se resurte a las tiendas y a los diferentes canales de distribución, dicho sistema busca el mayor aprovechamiento del capital de trabajo y procura una alta rotación, mejorando las decisiones estratégicas del negocio. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Adicional a la distribución en tienda, la Compañía ha desarrollado un modelo de negocio diferenciado de preparación de comida rápida y bebidas calientes en tienda, tales como tortas, tacos y café barista, entre otros, generando un mayor tráfico al convertir la tienda en un lugar de destino y promoviendo venta cruzada con el resto de los productos. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Actualmente contamos con 2 comisariatos en el país con los que suministramos alimentos de alta calidad a nuestras tiendas con una participación del </span><span style="font-family:'Times New Roman'; font-size:12pt">63</span><span style="font-family:'Times New Roman'; font-size:12pt">% en la venta de la categoría, mismos que son suministrados a través de nuestra cadena de frío.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, CCK ha invertido en sistemas diseñados que cumplan las dos bases fundamentales del negocio, soporte a la operación y satisfacer las necesidades de sus consumidores. El sistema se encuentra organizado de la siguiente forma:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">Punto de venta</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En este sistema se procesa a nivel nacional un alto volumen de transacciones anuales. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Toda la información generada en punto de venta (compras y ventas) corresponde a información transferida al sistema SAP a través de interfases. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Recién se moderniz</span><span style="font-family:'Times New Roman'; font-size:12pt">ó</span><span style="font-family:'Times New Roman'; font-size:12pt"> tod</span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt"> la interface gr</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">fica del POS para usuarios y con eso se logr</span><span style="font-family:'Times New Roman'; font-size:12pt">ó</span><span style="font-family:'Times New Roman'; font-size:12pt"> una usabilidad real de más del 90%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El sistema gastos de viaje</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">registra los viáticos y los reembolsos a los empleados en SAP, es decir, todos los sistemas No-SAP están interconectados con SAP para los registros contables correspondientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El sistema para comisionistas interactúa con SAP para obtener las ventas por tiendas y lleva a cabo el proceso de cálculo de comisiones por tienda y el resultado lo regresa a SAP para generar la cuenta por pagar de cada comisionista.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las transacciones electrónicas, así como las de servicios bancarios, se refieren a la venta de tiempo aire, cobro de servicios (p.e. luz, cable, IAVE, entre otros), así como las de corresponsal bancario. Todas se registran en el punto de venta y son transmitidas al back office (SAP) para ser procesadas y generar los análisis financieros correspondientes. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Con la finalidad de mejorar los procesos operativos y satisfaciendo las constantes necesidades de pago de nuevos servicios se creó POS Services WEB. La cual es una plataforma centralizada para todas las tiendas en donde se puede actualizar precios y adaptar un servicio de forma mucho más rápida y realizar el despliegue a nivel nacional en cuestión de días.</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">Adicionalmente el sistema cuenta con una sección para los servicios tercerizados que se tienen contratados para procesar las transacciones electrónicas, así como el soporte en sitio de las tiendas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El 2023 fue un año de aprendizaje y crecimiento para la Compañía. Con </span><span style="font-family:'Times New Roman'; font-size:12pt">inversión</span><span style="font-family:'Times New Roman'; font-size:12pt"> enfocada e inteligente buscamos nuevas formas de satisfacer las necesidades inmediatas del consumidor, así como procurar las </span><span style="font-family:'Times New Roman'; font-size:12pt">medidas generales de higiene y sana distancia. Es por esto que, se implementó el modelo piloto de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">self check-out </span><span style="font-family:'Times New Roman'; font-size:12pt">en el punto de venta. Este formato de autoservicio es conveniente tanto para el consumidor como para nuestros colaboradores. Por un lado, ofrece una experiencia de compra diferenciada en donde el consumidor escanea los códigos de barras de los productos deseados, la máquina le ofrece las promociones disponibles con base en su selección de productos y finalmente puede realizar el pago con efectivo y/o tarjeta. Por otro lado, el comisionista es más eficiente en actividades administrativas así como en la atención al cliente. </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">self check-out</span><span style="font-family:'Times New Roman'; font-size:12pt"> se inició a mediados del año 2023 en prueba piloto con 1 tienda y se espera que para este año 2024 se tenga una mayor cobertura a nivel nacional. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En línea con mantener la innovación en los nuevos medios de pago, durante el 2024 se actualizó la plataforma y se formaron alianzas de medios de pago electrónicos que incluyen las nuevas modalidades de pago sin contacto y códigos QR. Entre las que destacan Mercado Pago, CoDi y ClaroPay. Durante el año tuvo una participación en tiendas del 63% en zona centro, 13% en zona norte, 12% en bajío y 11% en zona sur. Con dicho alcance se tuvieron mil cien operaciones anuales a nivel cadena con un ticket promedio de $100 pesos por usuario.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">Back Office (SAP)</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Se le llama </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Back Office</span><span style="font-family:'Times New Roman'; font-size:12pt"> a nuestro sistema central SAP, el cual procesa toda la información contable, de tiendas y otros sistemas No-SAP enlazados en el punto de venta.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para asegurar el buen funcionamiento del </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Back Office</span><span style="font-family:'Times New Roman'; font-size:12pt"> se cuenta con especialistas en SAP, quienes configuran la herramienta acorde a las necesidades de las áreas usuarias.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las áreas usuarias son; el personal de datos maestros, quienes parametrizan en el sistema todas las promociones, precios y catálogos requeridos para que una tienda opere. El equipo de redes y telecomunicaciones, encargado de que exista una comunicación interna adecuada, como con terceros y hacia tiendas. El personal de data center, son los responsables de mantener disponible el sistema SAP, como los sistemas No-SAP.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Lo relativo al </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Back Office</span><span style="font-family:'Times New Roman'; font-size:12pt"> en su sección de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Outsourcing</span><span style="font-family:'Times New Roman'; font-size:12pt">, corresponde a los servicios tercerizados que se tienen contratados para mantener la plataforma tecnológica operando</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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" width="576" height="386" alt="C:\Users\agarfias\Pictures\diagrama.png" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><br /><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Fuente:</span><span style="font-family:'Times New Roman'; font-size:8pt"> Información de la Compañía </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Adicionalmente, y acorde a las mejores prácticas internacionales (ITIL), se cuenta con una mesa de ayuda (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Service Desk</span><span style="font-family:'Times New Roman'; font-size:12pt">) para llevar a cabo el registro y atención a cualquier usuario de la compañía que tuvieran algún incidente dentro de la plataforma tecnológica.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En complemento, para realizar una evaluación constante y precisa de cada potencial ubicación y de cada tienda ya abierta, la Compañía cuenta con un software que permite, entre otros beneficios, monitorear y realizar de manera rápida un análisis de todas las ubicaciones permitiendo conocer así las características particulares del mercado, así como mantener un seguimiento del proceso de apertura de cada tienda desde que se localiza la </span><span style="font-family:'Times New Roman'; font-size:12pt">potencial ubicación hasta su apertura y su subsecuente comportamiento de ventas. En adición a lo anterior, dicho sistema representa una herramienta sencilla y de uso ágil para la captura y consulta de información. </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Además, el software está diseñado para adaptarse a las condiciones futuras de mercado y de nuevos territorios. Con el mismo, es posible tener una ordenada gestión de visitas en zona y asignación de tareas de seguimiento, medición para el cumplimiento de metas por equipo, obtención de base de datos históricas para análisis, acceso y orden de información importante por tienda (contratos, permisos, proyectos, etc). Con esto se asegura un orden y monitoreo constante con cada tienda. </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Finalmente, para el soporte del día a día y el mantenimiento integral de la operación, la Compañía cuenta con una plataforma, cuyo objetivo es proveer de mantenimiento planificado y no planificado, gestión de múltiples ubicaciones y activos, gestión de refacciones a las órdenes de trabajo y gestión de recursos humanos. El sistema genera toda la documentación necesaria, como órdenes de trabajo, informes, historiales, gráficos, entre otros,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los cuales facilitan el trabajo de gestión, la toma objetiva de decisiones, así como la obtención de certificaciones tipo ISO, OS, etc. Con la utilización de esta plataforma se reduce el tiempo de paro de la operación, se eleva el nivel de disponibilidad de equipo y se generan las estadísticas necesarias para llevar el control del nivel de servicio. Adicionalmente, dicha plataforma funge como bitácora electrónica de mantenimiento correctivo y predictivo. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">Cumplimiento de Disposiciones Fiscales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Bajo l</span><span style="font-family:'Times New Roman'; font-size:12pt">os lineamientos </span><span style="font-family:'Times New Roman'; font-size:12pt">del </span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">rea </span><span style="font-family:'Times New Roman'; font-size:12pt">f</span><span style="font-family:'Times New Roman'; font-size:12pt">iscal y en conjunto con otras áreas de la empresa se prepararon las plataformas tecnológicas con tiempo más que suficiente y bajos las disposiciones Legales correspondientes al Certificado Fiscal Digital por Internet de:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:12pt">Traslado</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:12pt">Ingreso en su versión 4.0</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:12pt">Complemento Recepción de Pago en su versión 2.0</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Que son los aplicables al giro de Negocio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Back Office Inteligencia del Negocio (BI) y Plataformas de Integración.</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 inteligencia de negocios puede ayudar a tomar mejores decisiones e identificar las mejores estrategias para aumentar ganancias.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Analizar el comportamiento de los clientes y ofrecerles mejores soluciones. Mejorar la operación diaria, identificar tendencias de mercado y detectar fugas de clientes potenciales. Todo esto se planea visualizar en la plataforma de QlikView y para estos fines se han realizado reportes como: Ventas por Canal, Reporte Red de Comisionistas.</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">Igualmente continuamos en la búsqueda continua de satisfacer las necesidades inmediatas de nuestros consumidores por lo que buscamos hacer llegar los productos requeridos y en las cantidades necesarias a nuestras Tiendas por eso y de la mano del Equipo de Abasto-</span><span style="font-family:'Times New Roman'; font-size:12pt">Cadena Logística se desarrollaron Portales de pedidos sugeridos o Forecast de Cerveza y de Mercaderías dos de las principales categorías </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">Combinamos análisis de negocios, minería de datos, visualización de datos, herramientas e infraestructura de datos, y las prácticas recomendadas para ayudar a la organización a tomar decisiones más basadas en los datos, tomando la información centralizada de las plataformas de 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">Lo que ofrece el equipo de inteligencia de negocios es lo siguiente:</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">Mayor eficiencia.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Podrán visualizar información de valor de nuestra compañía en una misma plataforma QlikView. En donde accederán a ella fácilmente y les permitirá planear mejor sus objetivos.</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">Mejor toma de decisiones.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Permite generar soluciones más rápidas a los problemas en el negocio. Con las nuevas mejoras en los servidores se perderán menos tiempo en la búsqueda de datos y en menores tiempos pueden llegar a mejores conclusiones, en este rubro se contemplan los reportes de transacciones.</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">Gestión administrativa más eficiente. En todas las áreas se genera información de valor y en todas hay potencial de mejora, con esta nueva modalidad de explotación de información para el negocio será más sencillo identificarlas con los reportes de desplazamiento, días de inventario, fill rate, faltante de stock en tiendas.</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">Mejor atención al cliente.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Podremos rastrear la experiencia de nuestro consumidor desde inicio de la compra hasta que finaliza la misma, creamos el reporte de ventas con promoción, ventas por hora de transacciones, artículos top.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los contratos relevantes con los que cuenta la Empresa son: </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">Contrato de Cooperación Técnica y Licencia Maestra (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; text-decoration:underline">Technical Cooperation and Master License</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; text-decoration:underline"> Agreement</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">) con CircleK USA</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El 2 de agosto de 2005, CCK celebró el </span><span style="font-family:'Times New Roman'; font-size:12pt">Contrato de Licencia con Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K USA con vigencia de 15 años finalizando el 2 agosto de 2020. El Contrato de Licencia autoriza a CCK el uso y explotación exclusiva en todo el territo</span><span style="font-family:'Times New Roman'; font-size:12pt">rio nacional de la marca Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El 30 de julio de 2015 se celebró el Primer Convenio modificatorio a dicho Contrato de Licencia para, entre otras cosas, renovar la vigencia del mismo hasta el 2 de agosto de 2030, con renovación automática hasta por 10 (diez) años más si se cumple con ciertos compromis</span><span style="font-family:'Times New Roman'; font-size:12pt">os. En esta misma fecha, Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K USA y CCK celebraron en “Convenio de Conversión” y con el cual CCK adquiere la obligación de convertir 700 (setecientas) tiendas de la marca “Extra” a la marca</span><span style="font-family:'Times New Roman'; font-size:12pt"> “Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K”</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El 1° de enero del 2019, se firmó el Segundo Convenio modificatorio al Contrato de Licencia por medio del cual se otorga a CCK el derecho exclusivo de usar y otorgar a otros el derecho a usar las</span><span style="font-family:'Times New Roman'; font-size:12pt"> Marcas de Combustible (“Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K”, “Miles”y “ Mi</span><span style="font-family:'Times New Roman'; font-size:12pt">les Plus”) propiedad de Circle</span><span style="font-family:'Times New Roman'; font-size:12pt">K USA en Estaciones de Servicio en</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> todo el territorio de México; asimismo se extiende el catálogo de Marcas licenciadas, de esta forma CCK adquiere los derechos de uso y explotación en México de las marcas “Froster”, “Polar Pop” y “Thirst Buster”. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El 19 de noviembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> del 2019, se firmó el Tercer Convenio modificatorio al Contrato de Licencia, con el cual: (i) se prorroga el plazo de conversión de tiendas de la m</span><span style="font-family:'Times New Roman'; font-size:12pt">arca “Extra” a la marca “Circle </span><span style="font-family:'Times New Roman'; font-size:12pt">K” para diciembre del 2023, (ii) se crea un</span><span style="font-family:'Times New Roman'; font-size:12pt"> nuevo formato de Tienda Circle K, </span><span style="font-family:'Times New Roman'; font-size:12pt">las “Tiendas Circle</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">K Lite”, cuya principal característica es enfocarse en las categorías de café y comida rápida, limitando otros productos y el equipo necesario en tienda;</span><span style="font-family:'Times New Roman'; font-size:12pt"> (iii) Circle </span><span style="font-family:'Times New Roman'; font-size:12pt">K USA autoriza a CCK operar tiendas de conveniencia bajo la marca “Fiesta Market”, tiendas que se enfocarán principalmente en la venta de cerveza y producto para fiesta y sobre las cuales CCK no se obliga a pagar regalías.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">Contrato de Suministro y Distribución con Grupo Modelo</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El 4 de julio de 2014 CCK celebró un Contrato de Suministro y Distribución con Anheuser-Bush México Holdings, S de R.L de C.V. (“Grupo Modelo”) por virtud del cual Grupo Modelo se obliga al suministro y distribución, ya sea directa o indirectamente a través de sus afiliadas, de Productos Cerveceros de la marca Modelo. necesarios para satisfacer y promover la demanda de los mismos en las tiendas de conveniencia de la Compañía (el “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Contrato de Suministro</span><span style="font-family:'Times New Roman'; font-size:12pt">”). Dependiendo de diversas condiciones, el Contrato de Suministro podría modificarse, u extenderse en o antes de su décimo aniversario. Dada la estratégica y mutuamente benéfica relación entre la Compañía y Grupo Modelo, la Compañía espera que el Contrato de Suministro continúe en términos sustancialmente similares a los actuales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El 13 de abril del 2018</span><span style="font-family:'Times New Roman'; font-size:12pt">, se firma el Primer Convenio Modificatorio al Contrato de Suministro; con la firma de este acuerdo, se modifica el Plazo de Preferencia al 4 de julio del 2026.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El pasado 1 de septiembre de 2021, CCK firmo un nuevo Contrato de Suministro y Distribución de Productos Cerveceros de la marca Modelo con Cervecería Modelo de México, S de R.L de C.V. (“Grupo Modelo”) por virtud del cual Grupo Modelo se obliga al suministro y distribución de Productos Cerveceros (el “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Nuevo Contrato de Suministro</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; font-weight:bold; text-decoration:underline">Compra Tiendas Extra</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El 7 de febrero de 2014, CCK e Impulsora Círculo CCK, S.A. de C.V. (conjuntamente los “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Compradores</span><span style="font-family:'Times New Roman'; font-size:12pt">”), y Anheuser-Bush México Holdings, S de R.L de C.V., Selket, S. de R.L. de C.V., Grupo Modelo, S.A.B. de C.V. y Promotora e Inmobiliaria Cuyd, S.A. de C.V. (conjuntamente los “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">vendedores</span><span style="font-family:'Times New Roman'; font-size:12pt">”), firmaron el Contrato de Compraventa de Acciones y Partes Sociales de la sociedad Comercio y Distribución Modelo, S. de R.L. de C.V. (“</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Codimo</span><span style="font-family:'Times New Roman'; font-size:12pt">”)</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:12pt">sus subsidiarias, es decir Tiendas Extra, S.A. de C.V., Inmobiliaria Exmod, S.A. de C.V. y Extraser, S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Con motivo de la firma del Contrato de Cooperación Técnica y Licencia Maestra (Technical Cooperation and Master License Agreement) con CircleK USA, CCK tiene una licencia de uso de las siguientes marcas:</span>
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<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">NO.</span>
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<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">No. REGISTRO</span>
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<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">DENOMINACIÓN</span>
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<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">LOGO</span>
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<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">CLASE</span>
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<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">ESTATUS</span>
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<span style="font-family:'Century Gothic'; font-size:8pt">1</span>
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<span style="font-family:'Century Gothic'; font-size:8pt">567921</span>
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<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="64" height="64" alt="Icono

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 42</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">567921</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="71" height="71" alt="Icono

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">3</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">565292</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="66" height="65" alt="Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 42</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">4</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">565292</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="63" height="63" alt="Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">5</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">818614</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">6</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1448075</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">POLAR POP Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="71" height="47" alt="Imagen que contiene dibujo, alimentos, plato

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 21</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">7</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1448076</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">POLAR POP</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 21</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">8</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Internacional: 1264960</span><br /><br /><span style="font-family:'Century Gothic'; font-size:8pt">1646646</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="70" height="29" alt="Un letrero de color blanco

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">9</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1761519</span><br /><br /><span style="font-family:'Century Gothic'; font-size:8pt">Internacional 1264960</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="65" height="26" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">10</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1646647</span><br /><br /><span style="font-family:'Century Gothic'; font-size:8pt">Internacional: 1264960</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="65" height="27" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">11</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1646649</span><br /><br /><span style="font-family:'Century Gothic'; font-size:8pt">Internacional: 1270554</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="65" height="77" alt="Logotipo, Icono

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">12</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1646650</span><br /><br /><span style="font-family:'Century Gothic'; font-size:8pt">Internacional: 1270554</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="62" height="74" alt="Logotipo, Icono

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">13</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1761524</span><br /><br /><span style="font-family:'Century Gothic'; font-size:8pt">Internacional: 1270554</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="64" height="76" alt="Logotipo, Icono

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">14</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1646651</span><br /><br /><span style="font-family:'Century Gothic'; font-size:8pt">Internacional: 1270554</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="64" height="76" alt="Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">15</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1646648</span><br /><br /><span style="font-family:'Century Gothic'; font-size:8pt">Internacional: 1264960</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="69" height="29" alt="Interfaz de usuario gráfica

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">16</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1761523</span><br /><br /><span style="font-family:'Century Gothic'; font-size:8pt">Internacional: 1269143</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">17</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1641085</span><br /><br /><span style="font-family:'Century Gothic'; font-size:8pt">Internacional: 1269143</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">18</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1641086</span><br /><br /><span style="font-family:'Century Gothic'; font-size:8pt">Internacional: </span><br /><span style="font-family:'Century Gothic'; font-size:8pt">1269143</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">19</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1641087</span><br /><br /><span style="font-family:'Century Gothic'; font-size:8pt">Internacional: 1269143</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">20</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1622280</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">FROSTER</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 21</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">21</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1617233</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">FROSTER</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 32</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1614494</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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" width="64" height="66" alt="Imagen que contiene sostener, dibujo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
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</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
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<tr style="height:54pt">
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<span style="font-family:'Century Gothic'; font-size:8pt">23</span>
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<span style="font-family:'Century Gothic'; font-size:8pt">1614495</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
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" width="66" height="67" alt="Imagen que contiene sostener, dibujo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">24</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1694448</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">MILES Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="66" height="22" alt="Imagen en blanco y negro

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1675108</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">MILES Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="69" height="25" alt="Un dibujo en blanco y negro

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">26</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1694447</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">MILESPLUS Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="69" height="14" alt="Imagen en blanco y negro

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">27</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1614497</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">MILESPLUS Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="69" height="19" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">28</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1762053</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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width="60" height="71" alt="Imagen que contiene Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">29</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1854116</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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" width="59" height="71" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">30</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1762054</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
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<img 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width="57" height="69" alt="Imagen que contiene Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">31</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1869518</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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" width="69" height="30" alt="Un letrero de color blanco

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">32</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1869530</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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njo4WrjMdxrnmKxNSGCVKE61XGTnOUKVTEYmcIt7RniK0ktHUm7t/wD/2Q==" width="68" height="27" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">33</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1854117</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
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<img 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width="71" height="31" alt="Un letrero de color blanco

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
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</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">34</span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1762055</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
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<p style="margin:0pt; text-align:center">
<img 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" width="59" height="72" alt="Imagen borrosa de una persona

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1869519</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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lk8nx2MznI5eDk8PXq5nlNWrl2YOHsJYvDVq0a85SqOR+GL/ABE8V/Fr9oHTvib4/wBftte8deN/i74e8T+KdUeZYmn1fUvE+kCVLKwizb2tpH5CJb2qNFDBaxpbo0qQb5Sv3n8M/sL/APBRmx1/wre6r8Xf2RZdOt/Evh+41WGw+E3gCG6m06PWdPm1C2sZo/2YrOW3nlso7gQTJdW7+eYVMkPNypXRwrwnmNCOZVcRVxWKr4zGLGVa9elgVOrUrxjOc2o5lWs5Tb5rzbbbfVnwv0kfHTJ8yzjg7AZRl3CmT5VkHDEMpy3LcjxXEtbLsHgsPi5Rw2Hw6xnBWQVKNOjSjCjTowws6cIU4tVbu0f/2Q==" width="73" height="30" alt="Un conjunto de letras blancas en un fondo blanco

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">36</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1765950</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="69" height="17" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1789297</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="65" height="27" alt="Un letrero de color negro

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">38</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1915030</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2wBDAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/wAARCABEADwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5n/bt/by/ba8H/ts/tg+EvCf7ZH7Tfhfwx4V/ak+PmgeGvDnh747/ABQ0fw74Z8OaH8T/ABPpGk6Jpem6b4qt9L0vSNKsrGC00/TbK2gt7O2hjt4oooRXy3H/AMFDP2+5C4P7b/7WeD9pkLQ/tHfGMI5EoClJP+EzLMxgKyOIjAg+Zo2G6SJcb/goHcQyft+ftzxb5mlh/bN/aSfCbSVi/wCFx+M1McYUDBZlXK/OwEkZleL/AFi8p+zN+zf8Y/2t/i/4Z+BPwC8HzeMvH/iyO9uITfSTaf4d8I+HNPu4I9Y8efEDXhZXieF/BWgDUbM6vqSwXEtxfX2laHoWm634t1jw/ompgHbj/goT+31FDLJJ+3N+1ss+4wmX/hpb40SwMoEaxNFAfFogYl1bKxhCfP8A3kkkEUjy8/c/8FLf25LaWKH/AIb3/ao87a8rxn9p/wCM27ISMjcy+NVXBRy0CSEhmKneyldv9tv7Ff8Awb2fsV/s76bpXiX4+6BZftd/F8QSTajqPxR0xbj4N6PdX0M8V5p3hf4Jz3F94R1TTkiltzb6j8S08fa3DqNkmuaHceFpLltPj/cDwp8O/h94E0i08PeB/A/hDwboNlAlrY6H4T8M6L4e0ezt4kEccFtpuj2NpY20McarHHHFAkaIoVVAFAH+W9H/AMFHf27NURk0/wDb1/azupkZCDa/tNfGJXkR59vmPDbeNFcw5YKxhcFiDt2sGM91P+CgP7fBghJ/bu/a3Eglh2k/tO/G9t6SeYg+f/hN1LEYgDASLETI7mCedFlh/wBJf4/fsK/sc/tRaVe6V8ff2bPhB8S3vdPudMTxBrPgnR7fx1pFveIY55fDHxF0e303x94RvyDvTVfC3iXR9UgkxJb3kUm1q/kS/wCCpn/BAXXf2WvCHiX9ob9ja98QfEb4GeHLfUfEHxM+EXiWd9Y+Jfwm8N2qSXdz4k8Fa1bQRyfEXwDoNkJRrVhrcX/Ce+EtL0mHW5NV+IcN1rt34eAPxatv2+f2+JDlv26f2xtkzkNu/ad+NWxFjnOVUnxujLlPLRz+8aNWKsqsBj+hb/gk3+0n+018Q/2evHur/EP9oz46/EHWrD44+I9HtdZ8Y/Fv4ieKdUttKg8A/DO9t9Nh1DW/EF9dQWUdzf3l7HZRTC2iuL+6mSNZLiUt/Jxp09vLbDEP2iKSMuGTc8XlGdCWmk2uyuFKb0aOPeskQV7jPkr/AE5/8EXFt5f2Y/iQxt2GP2hPEqnzDvbK/DD4RBhubzydrArnzMkgl44pC8aXDf5fqgPwt/b+hz+3/wDt1oJZIVb9sj9pGdnRmgFvv+MvjBCA/LI7gB4ZDFsUAsAQjlf7Zv8Ag3t/Ys0j9nH9iLwt8cdf021k+MP7WdlY/FPXdXJjuJtL+FN4bqf4M+E9MukJH9lXXhC8g+Il+jxQX48RePNU03UJry10LRha/wAN/wDwUZvMft+ft3h5o41H7ZP7TsMS7vLb5Pi/4yCgMDEqyCVkZf8Alo7t5SOCGD/6iv7OGmaLov7PXwK0bw2tunh7Sfg58MNM0FLTabZNGsPBGhWumJBsLL5KWUUCxYYjywuCRUAfiZ/wcU/tBfHT9nb9nb9n/wAQ/Af4sePPhFrniH47TaDrms+AfEeoeGr/AFTRh8PvFWorpN/d2Ekby2cl/Z29wsb523EMUwDeWVPzL/wbq/tc/tA/HfxR+2lc/tI/Hzx18SfDvw38I/BXWdFuvid411PV9N8HWt/cfFt/E+qx3fiHUJrXR7e4tdCsLjV7oy28C29hbTXQiit0K7v/AAdXXv2L9lL9mSTzDGT+0fcBWUoDuPwx8ZBU3ODsWQny2ZQW2sy4IY1/JN8HfjP+0f4A/Zf/AGybL4S2Wq6f8H/H2qfs4eEf2oviHoKK994W8K32p/Fw+BfCWrywMtxo3gr4meIpL7RvE+srDb2F3dWHh/wDqGp20HxHOj6+Afrr/wAFPP8Agt98efjZ+0VrNr+yj8b/AIifBf8AZ6+GsOo+GfCOpeBfEOs+B9Q+J80dxHLq3xJ1+40xrLUpLLW7q1gtPBmi6oSdH8Mww6hLYabrfiTxBZwf0u/8EafgJ+2H4O+CjfHT9uH44fHHx58WvjJpNhe+F/hF8TfH3ijWNK+Dnw7laO/0r+1vCupajNaQfFLxmptNZ8TnWbeXWfA2kppHgmC28O63/wALCg1z+NX/AIIlL+yb4j/4KI/B6L9rfVyNGS5ivvgnpuqSWVx8P9f/AGg21DS4fhpY+O765faNKW4N/eeENPjAtNY+JUfhC21WUWDNpuuf6YseNoCnd1OSck5YnPsCc4HYcDpQB/nDf8FlP2KdD/Yp/bn8beGvh3ptroPwY+L+jWHxr+F2g6XbPY6R4Ns/GGr6xpfjTwDpix2VtpdhaeH/AB54f1i+0XQdIiWw8OeB/EPgjT3KtGxf9Ff+CK8QP7MnxPzcecw/aM8VB2ebe4cfDH4QiRXYRAlt+5iGVSu7bggBm9L/AODrmawsNd/YQvx5cepy2H7SdvK/7tXfTba9+A0sRZmhlaR4Lm4nNvENgj8+5uNwEb48n/4IfXYvv2WvijPHLMyn9pHxYA7GI+Z/xa34Ot5gyT8rbsjk+xA4Fw3+X6oD+Zr/AIKT6h4iP/BRj9vm1trm7ht2/bY/agEKRwvMAi/GzxhHbkFbnyTCZA2Yl2Ors4f5ZD9n/wBEX/gg5+1/oP7Wf/BOD4ExNfx/8LL/AGffDGi/s7fFbQ5p5ZdWsNX+GGj2Wg+ENfv/ALSFnuB47+H1p4Z8WS6hGsmnnXb/AMQaLbXdxc6DfiL/AD/P+CinhSW6/wCCh37et1FZQuLn9tH9picSeThpZW+Mni8bpJly0KsvmBWkWUlg+1UG6Z/Tf+Cbv7cnxx/4Jw/G63+L3wlshrfhzxNFpmh/Fr4TancXFn4Z+KXhCG6u72GzvrqGO5fRfFOgfbrm48E+NIdMvdR8NalcalHLbav4a1vxR4W8RwB/UD/wdwXtxZ/sjfsuNb3Mlrv/AGlbuOWWONpG2v8AC3xoFQoJYRiUCRFYscNgICxr4Y/4NRvBnhT40Rf8FMPhp8VdD0v4gfD7xx8Of2dfCfinwr4isVuNJ13w/rt3+0RZ6vpN9byTSF4bu2k2tJHKk0E2ya1mgkSCRf6pf2Lf+Cnn7IH7dfh/TZ/hN8RtP0b4iz2izaz8EviBc6d4Y+K+iTxxLNdLB4euL14vFumWqMrt4j8EXniLQYvMW3vL+z1JbrT7f9Cgq54A4IPAxzz+vJ6+tAH+Wh/wWB/4Jf8Axj/4JhftCrpWkX2veLP2X/ijqmpax8Afildi41K8iijElze/CHx/fRzWq2vxD8FW8cc1rfNbraeN/C7QeKtElXVU8W+GfCH9UX/Bvp/wWTuf2pvBuj/sc/tVeLDL+094F0Zofhj478QE2918ffAeiWH2g2F3qE8r/wBqfFrwPosCS+IPtLx6z438K28fjV11nWNM8d6tF+7H7cn7PH7Nn7Uv7MnxO+Dn7WCeH7T4Oa7o0l5q3izXtX0jw1J8OtV01JJ9G+Inh/xZrZGn+FvEXhK7I1Gx1a7LadJD9q0rXLTVPD2p6vpN9/l6eMPhXrP7PHx58SaP8JvjHonj6T4L/Eib/hWH7Q3whk1Tw/putN4Z1Bbnwj8Q/B2oNcafe6LqdpPb214LrRb6/wBM0/VrW6bwx4q17RlsvE2pAH6cf8HIX7ZN1+0r/wAFA9X+H3ww1aXUfhx+yX4M/wCFPfbLOaK90nV/ipfa3LrXxf1bSnW709om0u7bQvhrqlpI07NrXwyvrm3uDZ31qa+yv+CBdxr8/wCyF8Un1C4uHuP+GnPF4LXJa3m2j4TfBXqjTz5UsWKMJCNhVSFZWUfzL2ngG9d7ie4sbWVZXjcvNbMRLNdSM8s0QuLnY7APmW5UtG02Z5I5sIh/qZ/4IbeD7jSP2Vfida/Yraz3ftH+KJvL8mMb93wo+DMZkAwOC0ZRcKowg47m4b/L9UB+Hv8AwUD8ceHLX9v79uXT7vUNNjlh/bJ/aTtZkn1GztZGdfjX4vSWSUSMrR7IpFWJzNu2RsFgWQpG/wAoxePPBa28iW+s6QuyYNFnV7AAyANJmP8AfLIdyBk/ewzK03JjEWDH/dJ8c/8AgsB+0t8M/jR8Yvhz4f8AAfwOvNL+H/xW+IXgnRrjVvCXjqfULrRvCXjDV9A0y61a9tPiJa2T6nPa6fby3k1rZ21vPdSiSG0s4W8mPylP+C3n7VrQB38Afs/RSK6s8f8AwiXj5nEL58v92fiYHV3ZsfNEHXawkhDyRioA/i/sviD4PQvcQ69pSzebai38jUNNiuLe5hnaQSWsccsbQmEKHMpRZUdkZJWlVDB9H6f/AMFHv2nvBlpb6L4V/bJ+PPhjSrWCGGz0zQP2iPH2naPaQpHgRW+nad4ss4RFhA3/AB7oGVVdAsTOo/qxT/gt5+1lHGZZfAHwD2ebaFJU8JeO4sR3EyJMJEf4lSKkkKOHcxyyASAqUMiG3fOuf+C4X7XCXUkCeBv2fQkZRVB8HeP1mXzF+Us03xMSJEjEcoMjCITo6uiooBkAP5A/Hf7VPjD4u3cOpfFv43eMPihf2RlS0v8A4m/EnWfHF/biaRoC1pc+I9X1CSCSKIpcBklhcypIyOr8NyZ+IHg5bMlde0QSOHQSC+09mJu0kMjIETzE2KQvAikB3EL5cbk/2VS/8FxP2uYQD/wgnwIMp2p8vg7x0RJKwZhGpHxIwgJVTukYqqMzF8qM2f8Ah+D+1osaiTwd8CPOKhlCeDvHhDht2Cv/ABcUlFB+QeYEeXy5mTb+63AH8Zen/EHwgYbj/iaaQDiEOft2mGR9kzyfu1MqgGLGUwkkszzxxrbyMr7/AOqP/giBrula5+yx8Tbuwntb63j/AGjfFNus1pcx3ce5Phb8HZHDTRtKC7GXzSrOWVZEBLDDt9J23/Bbn9roq4ufBPwMR96qoTwd44QxsxUIJlb4iFGdzjGJE4I+RSNrfqF+xl+3T8Z/2hPhn4j8YeONE+Hdlq2j+Pr7wtBD4c0bxBp1mdPt/Cng/XYZJ4NQ8UatMbt7nxDd/vEuUia0FoPISVZXkqLs72AyviV/wSN/Z3+J/jzx38Q9c+Ifx4sNY8e+NPF3jbVrLRvEXw5j0qy1bxZ4h1HXtSt9Jj1P4Warf22mw3d60NjbXOo3kkFrDbxyXE8qNNJxaf8ABFH9l9z5n/Cyv2iUO8YEXir4ZxBdruw2lPhGrY3szhSxVSxVVVMKCipAc3/BE/8AZhwV/wCFn/tHbQysoPi34ZkBkbcp+b4RHOPMYYbIPBI3DdWdcf8ABED9llriGY/E/wDaR8wYwx8X/DJiAjKcKzfCFnVWBIKqwCjhAmTkooAkH/BEH9llpRcH4nftIeYAyk/8Jb8MSGV3IZWDfCBsrgAKOiAAJtAACj/giH+y8rKV+Kv7SqYSMKF8W/C4KApGMofg6UcZ6iRXBACEGMBAUUALD/wRH/ZgjcOnxT/aRVkWFAf+Ep+FWdiMxC5/4U3kcnIKlWTAEbIBivtT9n39hn4Vfs9+D9X8H+E/FXxM17T9Y8U3Xim4u/F+seF73UYby50TQNC+x20mh+DvD9omnQWXh+yMEMlnLcJLJcFrp4mhhgKKAP/Z" width="60" height="68" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1913818</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="55" height="66" alt="Imagen borrosa de una persona

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">40</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1855087</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="66" height="27" alt="Imagen que contiene dibujo, parada, firmar

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 29</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">41</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1826440</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="69" height="13" alt="Imagen que contiene alimentos, cerca, firmar, monitor

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">42</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1826442</span>
</p>
</td>
<td style="border-top-color:#4ea72e; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="69" height="13" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1826441</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="64" height="13" alt="Un conjunto de letras blancas en un fondo blanco

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1869612</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K DIESEL MILES TAKES YOU FURTHER Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
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" width="66" height="119" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">45</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1869613</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K DIESEL MILES TAKES YOU FURTHER Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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S/2gLb4t/slmOeR3iK2tvq37Q2lalLsDDdZ7/LkMQZf1BBzEp/2V/p9Kzf8Al+QHjXxoUv4J12LOBJpNxu6chLaabBzwQPLz1GME9q/Mv9uZtn7PvxZP3s/BP41oNpzyfAt0gBxnqfy4POK/TH4xZfw7ew9pNM1NQMcEjQtVk79cMAwxjB+pNfmR+3a5T9nn4qngf8WZ+M3IBP8AzJc+M4zkfMuMcfMue9edj0/Zzdnb6titu6pN/Pb/AD3PA4u/5JHij/sQZx/6r65+Af8AwSU87Vv2ufHNsULWvhP9kr4jzA4GBefEP49/suWsCj5j88lv8NrwMoG9wG3EHCn3T4qf8FR/21vhx+0V8evhdD4t0ub4Y+Ffjh428CeFNJ1fw54Xn0xvBWj+KtZ8Ly6Rb/2Rp+la5CLSHTTFdX+qaxe31/Pdy3cd1GC6xZn/AARJ0CzvvjJ+2H4hlQNeaH8Lv2UNAgZlGVtPFnxT+N+oX8YbbuVZpfB+m7vmG/yYztwnmH4l/a+020s/2pf2ltWghmE1/wDtL/E43sjy7oDJbeNfEkqQW8SwReSYre4jmlcXF1JN9pQGaNIoYYvnaOJnhOEsNOnOpTrVIP2U6bs4SdaVa7fNFpOEJRXK73aP5iyziDEcJ/Ri4br4LFY3BZli8C4Zdi8FJ062GrSzXGZnOc6qnCVKnLC0K1JyjzqUpqlKPLNs/pj/AGqfh/8ADH4g2vjXxT8R/iR4W0fwvb+NrDwlqWpaDa3s+pPq0/gfwnFLHrV1J8SLGz0i+sJNLOjPpc1ras66EmrPbSyaqZpPoD9lP4NeH/gj8MPBPgbwP4p8OavocfjS9ntdQsbm91DxXpmtTeHfGF5fWPi20u/EOvaRFqcenarDZwafp0ejrpVvEst7Fqt/dHUR+TP7Nf7Run/ti/FD9p74JeO/gV4UutF0e41H4ka1p/hTxx448P3PiDxP4C+JWmfCnTdSiuPFXj7RfCGiXF3ofi6TxFr76FdWA124s7CzuEn1G3trRfoX9gX49at4l+OHjP4c3ngLw7oNj4k+IHjj44TazZ6w+oavDqnibRrTTm8PRxw6nqdu2jQREz291PILyUrHG4LrchPo4ZtgalLDz+saV8T9TpJpqVSu1KTjGOv8rV72Vn10P6g4Xz3AcWZW8zyarLE4Wg6tGtUlTlS5amG9kqyUZvVR9pC0k2ne3xRnFeSfEH9tDx9+0p8G/wDgp7ofibwfo/hjUP2HD4G+LngnVtOeddQ125/Zn+N/in4s2V1q1lLJNDaPFrfwDje1ure4gGoWeoSzXGnWNuLY3n9NFvKJrSKVfuyRq6dPuNynTjOzGcd6/kw/Y/8AB9/8Uvi3/wAF9fhVqCXMq+MfBXxL8FWgml85DZeMvFP7YeiQJbKqtLFEovFHkvJMQVZYRbw+Xbp/TF+zB4uuPH/7M/7Pnju6JNz41+CPwp8W3BLb/wB94i8C6Dq8uH53AveMQcng8knJr0Grf0v0/A9ws/FyOSXRbsxr5rQaffSPGWVSY30a/t28veVDENdKzKSMxI3DEAV+Yv7eDFP2dvio24f8kd+Ly/i/hGXPPI6Y5BPQc1+o/wAT1Z9H1Q4zjRr0cdwLOYknBzjGRyByePUflp+3uQP2dvioehPwf+K/LZBJPhbG37vB3EDkjrg8nngx2tKa/wCofF+X/LiX4/ifP8Xf8kjxSv8Aqn83/wDVfiD8jP8Agh/daVousft9+Ltc1Gw0fQtIs/2MINV1jVLmCx0zS9O0HW/2hNe1W+1K7uWjtrOwsrLVftN3d3MkcUEETyyuI0LD5E1f4a3f7TP/AAUI/bi+Ht58d/2dvhr8KPDXxBsfi14J+Kfj74p+C9N8K+IrT4nt/aZ8PeHL3S9U1G88R6rLFc3V5KViFroU2ganpuqz6fd3enwXHp//AATn2j9kr/gsfjJkPwx+GG4Dk7P+FVfGLyhnaVwXNxhi3BUgAdK/CXwJpGq+Ifi38Q9H0LTr3WdVv4/AOn2WmaZazX2oXd4dN1W5ENtZ2yyzzTCK5jYxIhYLk5xzX5fxFxS8iyfK8A8spZhTr5O8YlOvOjJVPrmHwcacOSM5Xkq7fMmpJ8sUtZM/oj6Df0J+CvpYeAHCmG4x4rxnD2V0sbknDlaOEy/D4j2FLE8HZ/xTVzSGMrYzCvDVaP8AZE8DOSaj7DFV5uqn7sv6/Pgv8LP2b/hRq/i2bxD+3Z+x7q2k6v4W+I3hiwj0/UvhrpOuTN8R/jd4d+Ml/f8AivXj8dfEsXi6Xw7P4fXw/wCHVk8P+F2s4LiLUX+1yW32GXvvhpe/s2/DTx5c+MD+3b+yRZXMOha7pVhq3w/1j4QeANXgudbstCtZdTfUdc+JfxYsNRuNMGh282m2uq+A7mwhv77WZbuC4t9Rt4ov5FtG0PW9b1Sz0XR9Nu77UtXuYdLsbOO2Ektxc3l2tjBbR+YAqSTXbxwJLujMcp2mRBvFP8Y+AvHHha61/TfEXhLX9Hu/DNzPaeIYrzTLxV0a5ttUk0aeLUZxE9rbeTq8L6Yzyyqn29JLIN9ojZD+JYOtwdhs+yvi2h4b4OGeZNXzCvgM0/tTPJPB1s0xuY5hjpRi6ssNP6zis0zDESVSk1D6xONNRpxpqP8Apzlf7LDw+4cwuJ4ewHjvmVGjioUq8Mv/ALLyWti8RClQwmX+0VHEZl9Yp06VPCYHDwlCpJVJK8oxrTm6n9Sn/BFmLVviF+2f/wAFjfFFzqPhfWvB+t/Frwb4V8Haz4V8ceAPHunat4d1GX4n+N7LXE1DwRqFxGbLxPYfEKLXbK41LTdNzcXupeGVSLW/CPifRdB/Z7/gmtqh1P8A4J8/sZJLI8l9oH7Nvwj8E6yzhldfEPw+8HaV4F8SROGLMHg1/wAO6lCwYlt0Z3fNmv57f+DWfjxB/wAFGcg8+Lv2bW3EEcN4F8bgYPJyDE4IPIwMjtX7sf8ABLSR4v2S7vQpJpJj4L/aq/b68BRGXcGisvBX7dn7RnhvTbZVZmKRWmm6bZW0EYwkdvFGkarGEUf1tkeZTzjKcDmVSnGjPGUI1pUoNyjDm2ipNJy0trZH+UXi1wTh/DjxH4v4HwmPrZnh+Gc5xOV0sfiKMKFbExoNL2lWjTlOFOd204xk0rH2347tYZfDuuO+0FND1FgDwx22U55J6nI4HyngkEHBr8iv2/Ts/Zy+KROc/wDCqfiamB8oJfQYIzg8cEsPT723HPP6hfGnxpofg3wh4h1PxBqdtpOm2nh/VLi8vr2ZYLW1tY9OnknubiZyqRQQorSzzSFUijDuzbQ1fh1+2J+1f+y78Wf2eviPp/wt/aP+BXxE1K8+Gfj5LbTPBPxZ8B+J9TuHudHtRHFDp+i65eX8kr/OUjWAyPsbapKlRvjr+yqOz/3fFXaTe9GVk7LvsfjvFqcuEeJ1FNylkOcJKKbk28vrpKKSbbu9Ek23srn5I/8ABPC9MHwA/wCCwujMyol1+zR8E/EFvHuBkZv7F/ao0S9cR7tzqg03TlkIHyu6dN9fln+w549TwJ+0J8Q/F8sugW9hrWp+MPAtxf8AiTxBrnhGxgsJvhFpvhi5ey8X+GLi31/wxqH9pvf6fBruk+dLZPJPA1jfwzXFlcfpB+yT8Avjp40+D37WHxY/Zxg8KeJfGp+EPiT9nfxv8LPF1/4l0mL4heDPi1pk+ueGdV8Jal4a0XxNM3xK+H3jjwZZp4V0K+0Aab4r0Txz400GfxD4ZvbnTdVg8F8Cf8Ehv+CgOh+ErCO8+AOr6fAjXd/q2veM/Gnws8B/bNX1i+n1bWdTubPxX470m4sY7nVLy7uEt5oxJbRNHbKHEKE/h3F9DOKmF4ZxWV5fjcbi6eCVGNPC4WtieSNLMYYqU6s4QnGCvh6VOMJtSnzylCLjTk1/oZ+yK4n4An9HPEZD4l8WcM8G5HUli6uKr8ScQ5XkU8TL/V7N+EMJh8BRx+PwmMxNX6rmePxVSvhYKOGlhMPF1FPEU1H6ku/23vHui2nijws/xG/Zwg8O6jD4p1S7tNCtPi94k0jU9R8ffEjUPiPqFzp+h6S9npOn+IdJ8RW09zDcvdPFDp2vWWnLquqwJ51p4z+1J+274s+K3w58aeE5fiT4E8Ww+PrfwtpXiTSfDPws8feFLcDw54luPEZ8QadceKfF9/pFhq+pzW2jW2r6hbaAb+8srSC1s/7KlvvEt3qvJ3P7AHiTw5C8nxP/AGq/2BfgzdwyMlxpXxL/AGwPhXY6pA0Su58+38NX3idQUZSpRZpJVbI8sHAPmOq/CH9iPwsWt/if/wAFU/2T9LvSSq2/we8MfHT9oMMVIDql34D+HMVo8yuuURLpkl5KSDOK+djlviVjqU6DyjMo0a1N0ZKvVeH/AHUo+zceWtiaVO3JKUbShZRlJWtJn+klXj36CfB2YYPOJeJnBWNzPLcdQzLDSynAwzdPH0KlHEwr+1ynJsyr831mjRr81LFU5+0hBuoo06ah+wn/AAa++JNG074m/t5eBJrmGLxBruhfs3fEDTrV5IkuNR0rTn+MPg/XZ7aFsSTQaLPF4ZS+njV47dte0yOYo1xF5n7z/wDBMAib9nv4sajGpFlq37e3/BSrUtMbgpJp837fn7RcUM8LDIaGdoZJY3HEivvGQwY/zwf8EwPhH+zBc6n428Wfssftu/GaL4uaHqOlaV4b/aB8H/s133wztbXwp4s0+/h8f/DC98EftEeH/FOjfEnwl4im0bwV4qN/P4e06/8AC3jHwh4Z1LSL+BRqmn6v/WL+zl8L/AfwP+C3gH4Q/DhdUfwt4I0NbG21LX7iO88SeJdTvLufV/E3jHxVqEcFqmqeL/GniXU9W8WeLNWW1thqviLWdT1EW8AuREn7/wAJ4TG4Dh3KsHmFFUMZhsP7GtSU4T5OSTjBOVKU6bk6ajJ8s5ays3c/xa+kbxFwvxb43eIvE/BmZSzfhvPs+nmmW4+WHxOE9ssZhsPWxKjh8ZSoYmnC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width="63" height="101" alt="Una caja de cartón

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">46</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1869614</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K DIESEL MILES TAKES YOU FURTHER Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
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" width="61" height="100" alt="Imagen que contiene bomba

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:243pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">47</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1898548</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K CIRCLE K CIRCLE K MILES TAKES YOU FURTHER CIRCLE K DIESEL MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEsAAAAhCAYAAACRIVbWAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAivSURBVGhD7ZiLcxPXFcb7p3R4GpqUNJMOtKEdEigJUBoSOqTTSXmENoSaQjslDQGaZlqalpYynTQt7SQpkCEpYDDGD2yDbWTJliVLsiTrubvS6rHSrt6yhCzJGPvrufIyCQ1EFnFISvx57uze1d3Xb79zzr3+EmY1LU1OTi6ZhTVNzcKqQbOwatAsrBp017Amx8ZQ5kW198XQXcEq6E1Q5i2AMqcOgS8vQmz+QmqLEHx8A8bzBXXU/aeaYI0rccRXr4E8vw7y3DrECFaQtqkNG1FsbETulf2IP70JiZVPQK57ANmdexBZ/wPkTjdgtLMLNxIpdkf1av9/mjas7MsHIM9bSI4iQA8+BOmppxHY+CyEbzwKhfrpLduRfe015P/xT5R7ehD/1gok1n0PmRd2IjSXXDhvUQUwO19Z+SQSL9Yj8/vDKPqC7CHUu3y+VRXWuBIjJy1CubMb0YV14Pb9Gok334A/LoJXRHgDXoiKHxarCQGTBtKGZ6aAkPvGFQUKgfLXLUKUXFiBTddizgyxMXOpP5f12XYxhDkLEF3/LMqRmHr3z5eqwoqsWo2RAweRWLoc8sED8Mf88EYEOP0uuIJeXLzUimwuC7PdBAdvhy/C0W9O+GUeouxDu64T/b2XEdy/D+Ft2xDdsxvi229heO16RL/5bQQ3bkLokaUVYMKceRWYCkGVyYnSHNoS5Oi6Z1A434Ti5W6MpzOfWShXhRX86sOInHiH3MPDG3RDiPAwDBng8TnhDXkgRDk4vHbwIS/4sAe85IPNZYVDcEAgWJ6gh87j4KbxfsUHJ+8gkD64Ax5wzkFwTWfgP3UcQbqH+/ntkL6+DJEfbQVX/zP4H1lGEBdXHCmTE8PMiQSV7Sur1iD94i5kXv8LSj7xnoRyVVjsIcrlEqKRKDS9GjQ0nkNbVxuGCZDVPQSenOSjMHRxDvBRgQC6oR3SoaO3A56wFz5ymM1jrfzmi/KV83wKB78kkBOHaTxH17FB06+Bh/bZx2BAOXKthz4G13kB0tq1kJc9CuGVg3C8tB+RrzyEGIGLUDgzeFOhzIoOuXHeYkS/vwXFiKK+wcypKqzpikGdmJggsGMw2Yzo0nfDzbsQSUjgRQ6mYRMsLgu6tV0Qo34YLQZynAd+Auj2EZQwuVbyw+lzwC16YOfIrRIBC7jBSRy8BNcuWGmMAJefjlm0CP3i5wjvqodwvhG+VU9AWfIw/E+ug/wAwaTwDbPCwrZz5iO4ZgMKjU0Ybe3EeCbLHlh98ulrxmB9WA7fMHpNvWrvo2JgR4tFxOIxROQoUukkUtkUAuEg+i0DaL16CUargcLbWoHF3OoVXeAo1DlKBRyFtdVtgU2wEXAnhfTUGOZMzqKHcPYUfJcuwvvXowisWAmBqrJIuVF68GuIEsBYJaQJ5HfWIb2jHonDR1EMRyrP9XH6VGB5Kfz0Nr3aq025Qg5X+q6ovVt1070pmq+x0O0il+oM+oobWUqw87YKTJ1FR7mSwaN8SYAZUKdAIU+O5Qm6+LcjCH/3Kfhf3g+BnBilEI5R+CoLWEjX3dF1nwosgZK8wW5Ue7Xp2mgeV41X1d6dFU1EEEvF1d6tclE1ZmDL5TIURYbdaYOR0kBQDiIcC8JDYTxEznSLDgLtoumPCwEqONETx5E8fOTewgpQwjc5TWqvNhVKBWhNWrV3Z8UzcSQyCbV3q0TZr+59ID99wJtiIOPpKdDMqTf3q2nGYJXNQ8iyhLuzHkElCJPLhPj2nyC+fAVGeUEdVV2F8ih0Q30Yy2ZR9HrVox9VKpdCMp1A5o9/QsFqV49OKZyUkGttQ+bfJ9QjdIye6aYYrCSdP1EqVfZZvpyOZgwWS9jM9rlcDoFYAGayeSqdRalUxltdZ9RR1VUsjaLf2k+JP4YSuya90O2UylNBkALIjuToPmn16JQiKQn5XB7x+AfOi8bDkMIhxGMJTNKfKIlQZAU3btyALzC9/57MGKwRmsWzuRiDFYoHYXGTs+JxpFIpvH3ltDqquopjRejMOpgtVqQz6Qqw2ymTT8Ng0qOtuYMcdqszIqkIBI8LclTG5MRU/gnFwmhvb6Fj8Yqb7NpuBHq6kEwkIJ09C5OVCkafFj19fbjS20sTa2flvA9rxmC53C6YBi2VLxqIieSOPrS2dRDEPE4ONKujqiuZSaJdcwkDAwNIUNVjjv1fSREZvzrwKt4/fRpDpgtIpshZjAk1Ly9i9969GHl8NYQTJ9HQ3IZTjRew56VfwkkLeMewGycbzuOd9/6Dk2cacLzhHJrpOa02N67lChWQd9KMwBofH8e55iZYLL3krDytF1tw9M2j6Lh4DNeu5fG+sU0dWV2bn/8ptu94Aa7fHIDv3fcg01xMkmUEQmEMORzo0ulx+nwL9tJs/vU/H4GwdRscHi/OEpSzLS1oaGnFubZLuKzRQqM3oN84iEGbDXKMwprSxMfBqKYZgcXifs/BY1i6ah8KhVH8gV7ih5u3QFn+GPy7duPdAVoEF0tIkAN4MQy7m4fd46EZvQvGIRu6+ymcrmrQTu3o3/+FHfU74fzxTni276C5lA7NnV24yFr7FTS1d5LzNDDarQhFJMptCpREEvnRAiY+AYjp6K5gsXJ7ffw6RvJ5SDSPcVHVevV3b+CxdQcxMpLFbw8dwnNbNyNJM2Vx03M41HAMPQODtAQaIDC0FOrT43JfPzq1/Wjv0dI6Uot2yhOtXRp0aHqhHRyEGAqgNHb75P5Z6bawkukMLXIFStIemJ1umF2sOae2ww5a+zkwSFvD0DAMVLb7qPVTQu4zUzNZaZ5kgWbQjF6DGRpqOppWmIaHKWl64eAE8FR9ktkRlK9/srC417qjsyYmJ5ChsmyjfGB2sZAhcCqsAZsTRgKmpwpioDAaJKC+kESTuwwS1LJUEUu0oGYOvJ807TBMp69h4sb99fK16q5y1hdVs7Bq0CysGjQLqwbNwqpBk5OTS/4LcXuVvmUZcOIAAAAASUVORK5CYII=" width="75" height="33" alt="Texto, Pizarra

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:243pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">48</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1950523</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K CIRCLE K CIRCLE K MILES TAKES YOU FURTHER CIRCLE K DIESEL MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="75" height="35" alt="Un letrero de color blanco

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:180.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">49</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1907417</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; color:#495057">CIRCLE K CIRCLE K CIRCLE K MILES TAKES YOU FURTHER CIRCLE K DIESEL MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="66" height="27" alt="Imagen que contiene camino, edificio, hombre, carretera

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:243pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">50</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1907418</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K CIRCLE K CIRCLE K MILES TAKES YOU FURTHER CIRCLE K DIESEL MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K MILES TAKES YOU FURTHER CIRCLE K Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="72" height="27" alt="Un letrero de color blanco

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">51</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1951183</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">FROSTER Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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" width="70" height="52" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 21</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">52</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1951252</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">FROSTER Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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width="65" height="50" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 32</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">53</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1609959</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">F FROSTER</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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" width="68" height="59" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 21</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">54</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1617232</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">F FROSTER</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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width="67" height="57" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 32</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">55</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1847643</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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" width="66" height="61" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">56</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1847644</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="64" height="60" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">57</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1847645</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="59" height="58" alt="Una señal con letras y números

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">58</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1826439</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="64" height="14" alt="Un letrero de color blanco

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">59</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1847646</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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" width="62" height="61" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">60</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1826405</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="66" height="29" alt="Un letrero de color blanco

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
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<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
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<span style="font-family:'Century Gothic'; font-size:8pt">61</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1770945</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K</span>
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<img 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" width="64" height="76" alt="Un letrero de color blanco

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">62</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1822228</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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" width="59" height="70" alt="Imagen que contiene exterior, firmar, señal, dibujo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">63</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1767281</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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" width="62" height="74" alt="Imagen que contiene exterior, firmar, señal, dibujo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">64</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1767282</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img 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" width="63" height="76" alt="Imagen que contiene exterior, firmar, señal, dibujo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">65</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1614498</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">EL CIRCULO K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">66</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1614499</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">EL CIRCULO K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">67</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1810337</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="69" height="29" alt="Un letrero de color blanco

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">68</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">902117</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">EL CIRCULO K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">69</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Internacional 1269141</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="69" height="30" alt="Una señal de alto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">70</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Internacional 1269141</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEUAAAAeCAYAAAB6xNMdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAv+SURBVGhD7VlrjJxVGd5b0263Lb0gASuXgI1CNSgoQaCA8YfRGIIxKf4iUYEIRAxiiAgWDa01pfQCERW80AREUgK/DDGQoFy0gC3Qy+52l73MzuzuzM7szn3mu808Ps/5vrP77XS3box/iM7m4Zzz3s77vuc9l6+04f+/U35tzWYTApoB0fjQovnf8D8ITC7a6nUXx578JXovuRhjmy9GgkhuvsS0Gn/YYP0eIYajmE6H5Gx/MwZu+RbqdSdMyti2++B2dKDS0W5Qa29HPQavrR1BWwca7UtD0IIFZWgvoG1foH0D0S3ENzKLjA2NfkWtR55suPKXMTTYF6yOE8Vi53CiOCUvH+ocZ6+/bi4piQfvQ5XEamcoaA3MSw55ZkLjgJyZg5yxdMlYfbUax2HlBDlmZatqOW6Vb4XkBOkJ8lFBNqir4Gps65EfgvXJxmL1KkTcjjB11ZXzk6IKkZIbd5pjOaqEGLBvA7GTCsZoxLNjK7uYnPrzkmkRk18QkZzVs4to+UqQ6KYCCWNbPKsT8aUTjsNW43lJGWNSTPBRECpFoxDBTmiCWgRWZhbUk1Nx2oLylFMgPpO+0FytY+uTtoXoqgrp59kfp/8FIt/ZiemuZUjrSCBPelpwLYIquxFD0N45a//UpHR2hJVC2IktrFJ8heLQZPMnCulGpwVWZ5bGvtmCDEZ0a6NVzo4tdI6IrjmKxMjGs5HZuQP11DAC+LxFAN+tI/fKSxj+ypeQXdZl4mtNij2HZCfbun10plgHLBxNzkw32VeZimbKjVAVlKmjYGRQ0KTiafVsWcsJ7V0FIgds9UhOc2plTaCiRbbEN6VPlEzLBaOM2ZIc222uA7vQ1Y6Jm7fCKWYR6GXBv/gvaHpwed1Ov/wSRletCuMiZreWIJu0Pb2UpIim4HSKJ9kmWJbJjk4UWepKhhwdJ32czulUH2E/xTZDuSzbIsvXBqwEK8BcRxfS5OfJr5Hf5DYoyAZpaZay5tNWqFI+xTZDuRlikrIThOYxi0UU2D953ZV8YnlomKdG+M6I/wImhGTyA0y9+zoKnEc+2UPWxrpgUnTQxhMiSEmOJ278GpyjR+B6NXheFYU3X8XopZ/C4JrVcAsZONNjOHTmGXAKw/BLE/DzOThD/Rjbvg2p1eHqZDasR/HZAwiqM/BpozY1hMQ9P0C5qxvO7/fALU9g9Md3G1kFXli3Ft50AvVyGn5lGk4ug9rEEEa6V5pVdpjMsZ4eBLUKA24iYND/4Huj//xzkfrFdjh8zFXHkxi8cBMGLjgXb333Ns7bwOAdt5pYTZXQjj1HhSVtH61a7qabEPgOJ22iNpmEl56A43t0Noc/f/EauEGDhmroX3cGXN+HR15x4BjcatHwMk88ht7u5XATg/C5ol61BGd4AL5TR5XLmzvwK5QPPsfHZANDu7abrVIk0hvORI20GnVqmXEmMYVKahAne1aaLSnfpu6+Cx4rwWN1KDETa8Sj/u230w8XQ9duYdCssJUr4GUznL8Jp5pHetkyk3jF+G+TYrNny2qcDjhToyy/JnrvupNbog1DbW2YfmwvJh7ehWNrN8BlYC6T8v5arhqD8Col9K5di+MXb2IyAxQmU8jv3cmVa6A6NojD3d3I0c7wxy+E0/8+3jx3I6rPPcsy5xz7d4RBce4iK8vj6julcQyy5Cfo2yShhOhK11asHn872iTaHj6SShh50/fcitHdO1BhNSV1q30wwK3F/cWf5nlr8yfNPPGkyOaCZ0prUrIXXsCSq8Nh0GneTnr1ilfg3pdT6dU9cAIfruugb/0arkQDfq2GQ+dtxMlvfoNJ8ZF5503UBwaZ2AB9X7/BOFqmQ6YKmRw55Rx82jh7bN/2KCmslPWsPFUKbTiJIXiJEdSOH0FyBVed/FJXF/x02gSqH5cDKSZFh2/+ysswxkTKx8rO++EzuSwk81O19N74VXMmKZbZpBBLOlPSmy6CT6cUdI4JqRC6cRy2JbZja3p4sDERbg3HmRSPpe5qdXkWBEyWxy3Ud/UV8I4eY9BM3NatxgnZEPT6NI698DR8JqVvz894A4XJT5+9jpXCUFltldF+OCMnUH73DQwsX26qpdzF9wWr0P5UCeOrlpv3Tu7zl2Okiz5SLrnlC0yux8M4rBSPZ83RG748d6boUSrQlyXdPjMrOEliFC6vud4f3oUct06Gqzv9+F4k9+1Bcs0aJsVF4Dk4tkGVwgRWKhh+5g9mdcrDI0gtW47qrocYIPdzKon3VnSbK7V/0yb4o33cPh9F/cU/mlvj8J7tnIMBE2MfYVIYiDuTNque6WhjkKws6oJQwLUj75hA9bNJ0XO/ePstmHrxGUyzX+lsQ/Un95vF089U5EXn8XkQbR8mxHwasL+kpJSokPnOzah5Hg9aH/XcOIL8jMl8rTSD1664LNz3bhUnVO6sKp9Jefuss1BLDVCO+3znNiS4uvXhEwzSR82toDqZYHW5Rnfqt4+jzDPFobOe48Cjfa+Yw/PXXWP4OridYgF+cQb1bAqplatMAPp2yd7BG6Xpm0A9+je+qptnCq/w792BOhN6gl+9SrDOqPIzT5nqrdJWiltP21TVYreQ2iXdPnqHlDnJ6A28kvveg8+bwysXUXjjZfR9ZjM+0Gk/k4PHMj7MpPiZJJzRIUysXo3Jz12OylQaLpOTPOcsJNevR/53T/C6nkGjXjSJGb7n+5hgFVSe2g93ilc55RtTGQSZDA5uuRpuZgy+bo3sJCFb1Fm50iSkzqCyq3rQ4MHO44rJcXFo8yeQvuBjmHzwR9wm3L4lbt9LP2u2e6aHz4fed9F/521hfIxNyZj9piPtlKToPSKmFGwG9UjSqazncJpbZ5gYIyZpSDI6LEdZ0r2UUTmPsJ9gW6XDDZbnDJEgrUbI1gx5GbYp2tA2UQnraixpW3Kc51g3XJbjKv2ZNPQ2TBHThORUJZrXoZ5DPz64/lpWSdUc8rpg+F/+MUvRLyglcZznj+YZ5cWQ44Whh5uN1X6Uqn/KV7IqxQrqBJegVqRM6ANRjihwQRPosFNf/FCHcgJtyJaZmJj3iU6b6mtbWp5aM1/UF01zqS/b6ps3BX2QXXuVSs7Y03W99SbUS3meK3rk8y88PswvYBnlX/srL4bonxdoR77IhnDapOiwsc5LSJBj5iOQrQwqcLDVtrLfHsYgoWtWuvaq02TqKyBjh1CrIKVjZHi1K7kVjsWzc8quSygBppoMQl29Q6yfNdKkowTlzjkb2Yf5+BsagFcvo+5V4Bey3Oqv4Oj1V5nbU58TkjUxRVBfvql/SlJUJXYym0UJajVkSDwZsKstmgKQvJKmT3Q9v/WdJD1zHkX82YkpY3jsiycZ2RPfzM1WdpUAffuoQsWTvBJnZaXbUELFI0yFRvqTvKWOcAueJPRPCdLL8wtZiZWMbMsnC9m2lTkvKcM/fYBJCZXiCAPRioZopS8Ey1MFxL9EbTurK5rtL4RIVoslWFqrnMut6JKvVuef6QvixRHRF5tXvs5LysAD9/LrVy/VEDorzFM7NhYsX7D8OOL8uNxirb6G1VrEdVppcV7cv1bE5U5Ht+M4bXTLVXNJcWYmECRf5XX4TzTS76CRYTt1eGnIvM2WOtJdiL8Y0oeoyzkn3wiR/hvHb0X809jKyD/OabCIXFpxkJ+WvRYZ6cfHET9g3EHiL3NJqR56EM6jy+Dt5T7d3YnGI9yze1lS+7ml9kZg34z3WVpniH287kTfz75BJLOfZWnoEfZxbOihjHT8uIx4xnZo09JCOdHnoHEgX/dIljTxI5lgT8hzjQ369mhkQ3rkzcl3wZP+I5TZ3YUG43afv4JJccOklP++DY1d7WjuJH7OhERQv7mDfeGhCOJx3Nwe8dgavkXLeFafeoHAvmkjxO2pFd/QNI54hh7JB6QbGxHN6FpENubb4lVMBPJdupEd2Tbx2ZjZBn/6dDwp9wK7ed0+RnD18GisJZrqtyLinTJejPafYjH7reOF5OJolWHlGkS0BmmNFy6bS0r++K9ROHAR6r/ZiPoThFoLjYka+3HMk/kQYJ7vUYzzaE+ej9rr3w7PlPD/Jft8BVb4qVn7n0aTnwuNRhP/AhpyWgfJUmHzAAAAAElFTkSuQmCC" width="69" height="30" alt="Una señal de alto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">71</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Internacional 1269141</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="66" height="29" alt="Una señal de alto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">72</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Internacional 1269141</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CIRCLE K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="67" height="29" alt="Una señal de alto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">73</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Internacional 1270750</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="63" height="74" alt="Logotipo, Icono

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">74</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Internacional 1270750</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="64" height="76" alt="Logotipo, Icono

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">75</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">In</span><span style="font-family:'Century Gothic'; font-size:8pt">t</span><span style="font-family:'Century Gothic'; font-size:8pt">ernacional 1270750</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="64" height="76" alt="Logotipo, Icono

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:54pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">76</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Internacional 1270750</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="67" height="79" alt="Logotipo, Icono

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Circle K Stores, INC.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Contrato de Licencia Maestra y Cooperación Técnica (México)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:12.5%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">A continuación, se enlistan las marcas con la que cuenta CCK, y que son importantes para el desempeño cotidiano de las </span><span style="font-family:'Times New Roman'; font-size:12pt">tiendas</span><span style="font-family:'Times New Roman'; font-size:12pt">:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr style="height:25.5pt">
<td style="background-color:#b5e6a2; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">NO.</span>
</p>
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<td style="background-color:#b5e6a2; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">No. REGISTRO</span>
</p>
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<td style="background-color:#b5e6a2; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">DENOMINACIÓN</span>
</p>
</td>
<td style="background-color:#b5e6a2; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">LOGO</span>
</p>
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<td style="background-color:#b5e6a2; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">CLASE</span>
</p>
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<td style="background-color:#b5e6a2; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">TITULAR</span>
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<td style="background-color:#b5e6a2; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold; color:#ffffff">ESTATUS</span>
</p>
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</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1</span>
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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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">511598</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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">SUPER TIP Y DISEÑO</span>
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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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="76" height="32" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 42/ 43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">766062</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="56" height="81" alt="Imagen en blanco y negro

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 42/ 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">3</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">862142</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">936843</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA MIX ES MAS PARA TI Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img 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" width="66" height="51" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 30</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">5</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">947802</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA MIX ES MAS PARA TI Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
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<img 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" width="72" height="55" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clae 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">6</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">915378</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">SIEMPRE COOL</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">7</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">930228</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA 1000 Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="69" height="63" alt="Imagen en blanco y negro

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">8</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">960679</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA ¡ES MÁS PARA TI! </span><span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="73" height="35" alt="Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">9</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">953129</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA 24 HRS Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img 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" width="75" height="71" alt="Icono

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">10</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">953130</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA EXPRESS</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
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" width="70" height="66" alt="Icono

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">11</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">961421</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA DELI Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
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<img 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" width="70" height="58" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">12</span>
</p>
</td>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">984094</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA DELI Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
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<img 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" width="71" height="68" alt="Un letrero de color negro

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">13</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">963693</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA DELI Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEMAAABFCAYAAAARk1tuAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABILSURBVHhe7duJm8/VFwfw+duoiBZLkaVVtEhaiPZNpahQlqRQkpRCtGq1pFKkRYgSKkvSRovcfq/zc+aZ5vkuY8zUrx/3ee7z2e89533eZ7n3O9Pw2muvFX3JkiXllVdeifNXX321vPzyy3HetHun6XnT95s+e/311+P41ltvlbVr15YPP/ywfPrpp2Xr1q1lx44d5dtvvy379u0r/wvtjz/+KMuXLw95G958883yxhtvlKVLl5Zly5aFAu+8805ZvXp1ef/99xuVWbduXVm/fn357LPPyueff16++uqr8s0335Tdu3eXvXv3lp9//rn88ssvMfi/qR08eLC8/fbb/wXj0L2jtiUY2HzUg6GtWrUqXP0YGP9pwsExMA41cfFYzDjUJId/FAyB66effooUKxO51v+JtnHjxvYHo5JyBw4cKD/88EOkZKlaraL2+O6776J77jsp2nn29gRq06ZN7QvG/v37y48//hhW11PZPXv2xORPPvlkGT58eDnnnHPKiBEjyuTJk8sXX3wRBRmgvPf111+X77//PuoYALZXDfPll1+GUdoFDMUXxRRvJnnppZfKc889V1588cXyzDPPhPIXXnhhGTRoULngggvKxRdfHNdDhgwpd955Z7n77rvLbbfdFu9dffXV5dZbbw0AAdIeDNm2bVv7MAMjWJfyZ599djn33HPD+vp5551XBgwYECAMHjy4XHrppQHERRddFEA498y1d91LkADDgljT1m6zc+fOtgWDcL/++mvZsGFDUeIDgULnn39+ueSSS0IpymOCa8q5vuGGG8qVV15ZLrvssugA8U3//v0DOGMAJ5n08ccfNy4DfvvttwDmSJux2qTO+P333yM2bNmypXz00Udl4cKFpV+/fgEGxc8666xQUAfCsGHDgvr6zTffHGBce+21ccQAjEn3cRw4cGCAk4Bg2JgxY2JxZc7t27dHbBGXWtvEpyMCAwi7du2KhRs2vPDCC+Wmm24qffv2Lb169QqhzzzzzFAm3WDkyJHluuuui3ggDtxyyy3xDSAwBVDYMnTo0EYWGQND0r0A475xAWxMcQkgrXUdgf2I3AS11qxZU+65554QrE+fPgGCftppp4XghE23uPzyy0N5INx7773l/vvvL+PGjYuAOXr06ADo9ttvbwTlqquuCiZQ3vgZb4CMdemG5nG0PUCp1jQZq9Vg8FPRHRBAyA4EboEdSW2M4A7XXHNNsGDChAkBxIwZM8qDDz4YfeLEiUH9BIQLSbsZPxKIBAM4jjowzLl48eKoJFvTFH+2MVoFhmxhv4MQAt0ZZ5wRdHaOGcAgOCAoBQysGDt2bCg/e/bs6E899VSZNWtWeeKJJ8qUKVOCMVwGKL4RP7ADu5IN5kx2mANQrr33ySefBDsop5DLPRdH8YUreda8iTetYga/FLSkToGS4gQEiHOApHD8GRiUu+OOO4IRjz32WJk7d24UXcZ49tlny7x588rMmTPjuRqD61x//fXliiuuiJ6B1DHZ4JpLYdTUqVODcRiGWeaUmaR2HbsYizyCffNmSSADHjYY0plantW5BfcARAIDDPdQnEA33nhjuAgwHn744fLQQw+VOXPmRNCzsybwykDY8cADD5Tx48f/xV3EGoobX+wRc+bPnx9MkpJ79+5dunfvXnr06BHz6+Z3JFe6GHkwkfzNm3uH7SboJH2uWLEiJspYkW7iHEsIgNqETdoTnrIUscVoQ8W+qLHstwLokUceCVfiLqNGjYrMI+0CSLBl2Z49ezYG6QQgZcCaBMI5mZxn8afSrNRkxsNihvUB4W2PZXxglWSFCbmGZ0ljVBcr+D9lxAnluG02mUjJ/sEHHwRDsIMLiSmZbQRoY6A5ANIA5tNdu3/66aeH0mRy31Hw5mJcjis9+uijVQs09xmoLhhiBCAEJwITJhFPARP9BAWdsUAcIIQjICi7YMGC2FlSmyiDuRyArV8w46677gowxAHW142vJxgZpFmfG3l/+vTpwSDuqBsH9c1Tr3z3rEVgGEjAFPTQn7IsQViT69AnACtyCylUcCMwfz711FMjqAmUmIGShBThLeb8zMCfjckN0B+YTV0CCEDmNhlk1SLuYWFmGedcgpsac/PmzYc0qd6AwV3rgiG4GBDVu3XrFpMKSFhw4oknlq5du5aTTjopOqUdvUd4/p/BjWICKHZYvWKDuCGlqTk8FyccMQALAcH1xBtAKc7EDYEVEIKpeMQFnZvPVsB9990Xrooxftao14Dx7rvvtgwMQZPvixH80WRAoDTl0VunlC5jUEAlyVLAYF1KchfBUpHEchQGGCaxumvMk3p1APB5bNDTAO6Thwzel6IZCZiAwWLv+82nXgOGfdC6YIi04gUwWJtSYgChACF+CFbHH398IztOPvnkEBQQgPPuKaecEh29gcHXvQ+oLl26hBu59h1A3Bc4KUfZ7Ob3Dlm4oXPvdO7cOcDGWC7GaFy2JW6iqV7rgmFZbnuO5UxMWQp16tQpLKQeYJEsvflwLrRcEwhDfEdBbkZQwFDOPcHO964BQSnfm5Py7lNYzQKgDKgAVGgxlO8YxrtcxftqC1nLOqpeE8hrgoE+NmtQja8SINMWauuAYGUTK591yqsRgKLwkibR2fuEzJgiRkyaNCmCsqOx3OfvAuC0adMa3UbhxsWA6B1AA/GEE05oTOfJFvedG0+WEawxvFazcVQXDIWKQGdgFhO8UJFQ3IFyBDY5oCiWxRYwBECZhstwA+/7DpUp0KFDhxgPMMagOH/v2LFjKIKN5lV/iBOe64DiXr7FtqxGjWluYzAaua2j1DS1mnVLTTCkVUURZUzEAtyCZbkICqOklJprAgAQjA9jCaV9CzzvYweXURA1ZZFMYFxg+V6cwah0E8+lbGPpGUyBjJnSqfcwSqYBhGdkNo4lfq1f/i0+a4KBOnaUoJyWtyBiERPzX0Lwe50i3qOAd1kv2SAFyjhYQWljsDwAKU9ZY3j2+OOPx/isSnH1Q5blmOCe74wp00j7QPaNOIMpACIf2X1vE0qRV63ZbK4KhlghcEqR0DUoBVEQK1iaCwADjQnAX4FhcgICQkBVX2CD5xjhWwARXhrEJuzLmPL0009HTACOsbHH+Fjmm2QHl9B9Q0bvCu7kwzpB2HPAMGwtZtjRrwqGD0VYFsjAabJUhgUJaXJRnjLoLrLrGKAYYj1BjmLA875zimOHa4IbA3jGpbR1iXMsE0/Mbz7BERDuO5INazzHJG5rbmByE8Ywhz2NekG0KhiCZ27wCpAmFjwBYjKdz4oNLOFImYzuhMYQ9Yfv09VQF7sAwz1YLdckGT9Qn4JYIzZQEHgsnS4FfBUmRXVMFFPEC7JhhPmxTvlvv7Zeqxkz7BrL0yiqs7hJBUuRnUCEdZ81CYpJFGF1rpHRXgcoSrOYrANYAGEay3qHG2CE77ig9107Co7ecd9zIDMEprk2nmeZScwDdIVXpR2u5q2h0s5PtvwdhOIpLCV16GOCc1TkPqyqrpAuCU8o31BYzxRMcOyhHGoT2vgs6RsKOc9YlYHaWO7r7nGv3CelvPeNgxXueQ8YdGjJz5MNtXaUuYoobBlOiZzIJK4JZ1J0RnOUBxJl3efPGODIx93PoOhe8yNlvGN8wDkCwRgAcw0c17prYJrLc+cMBxjfuQ9w6w4LNlsRteJGA1eo1ADhQ4NYMKEvAVIpwgNEquU2JqeA+849y55M8Jzixspn3qVUApvWzWfu5zs6GTw3JmDyXfft2CeLPXefvE1BrrWKbaj2EK0sa60uWd4EBKMspVhYyrQ2MJlJ3aOo547uORc7+L3uPLv3uVN21/kt0CiT5+anPAZgp2DKRbDR/LYGgOlZpmolvkWlbrvR97UWblXBAESmNoISEhCiunNVnUzDagRGTcKJHQofUV0gFeEFXRbTRX7FE0FlERvBFME+xZYx7YlKrSyJdYIzNzSXfRDZwYaQ97gwoKydHGUYq2LbA47WM7YVlORkVDtVaw1eqtT8wEtpu9h+h7QTZO9SRWqL7vnnn4/iKHepvOPcbre9Bc9Zww4ZgXKPAxBSI2AoinUCb1airCog83Xbg6wqAFo7uJdMSSZZwNlieO+99yJbMZb7YhdjCvK6bT3BlF7V2l/AECeyK7jQFENQUuTW0ZKSBOI2KRgGob7sov7IGoRAag3CqUGcW/7rnjvmu7pzDFAkYYl1j0UWd6Sk58YyF+ZYc6guAeW+NO2YqR0Qrm06A0OpUK1VZQb3MdjKlStjAopQDC0p4FpPZY477rg4J0TeUwOwlPPsqXS+m+/lfaD6cclOPOHtk2IQ0L1HBkcKimd+vmCkBIBhxAbXgKCDc+7Fhavpq8XfjldqrGEgSBKA8PzdwM4JDgzHVNS1o+V3KsyazvO7BFEnPMUcXXuuCrUuEkNUjWITBlIswQWMnyW9BzQMzhLdhrNdcexiRGMnGNywLhjconljEWD42ORpRT2ByE6J3PZLWjp6L6ntXCegWER49xPYVFQ8oqT6RmUrRiQTPBdTyCxQMpilt8whLnEFgds3GS/M53tsE1+AUq0FGJUqM1YBgK18YFCa8GlFnWu4ZzIpTTAUPO2BsKzsk6xiNYu2RYsWRTC2YcR6CYbufcr5EwHW1s1HIQUVNgjWmGI8Gz7mcxSAgQDoBFb3vS6gC9TVPEELMCr91QuBWDt/SiS0SZIFhCcQ6lFQupMudTvqynwrRwIR1HOrWNnEipiFjGss41IiY4Bfzj0TIAVvcUqmssBTXAEH46RSDNMzlrjvOVY7dx+rGIebY0i1FmBQvHmzsGF9AVRRA92ku3MFjr1R+wCKLwKwjOBlTWMTlgVZA8tyD1W6lK5VhIAlLOpL2VKukhlYSmhpEAhJfeBTONmSTE25HLmGow6QfF89o1qWoaq1AAM1mzeluAkIj84sqKOuYkYlx2fFGwURxYCn0AKG+kI2AKoCCkiCMUpjC6GxgYDiBHBkAsAaX+THDgA6kgFLAIMh9j/UKmJHFnC+86udAApctYcii5wM4j0MqdYCDDm9eQMG5cUMlRsLoiMhFEKEBATruU9xlhP8/Abhnv0Q8QjNRX0MYC2Kiy/qA1sA6G4PI/9GFIt0+xiqUsUe8Cmm+DIu5rjWyWB8YDMeEOhFdi4MbLWRTSKyVGsBhszRvNkMRjHZRAwADkUJyUqoDgxWYl33BE5ZIFeS1jeaAi4DrKqVe/kGOzBNIWfpL9pbe+hc0xhqCHGCywHN+1wEuxhI50KuGYORvIOJCjFGMr74xWWBW60FGJUWLyyKxgZATRZDXUqZGP39jEAwQgh+gMAI1veOIKlCBDa2KNUFUz7sHYGNMplqdeeAoDiABVEdwEChpGOeAw6rGA0rzGPjl+EO98+rA4xKfxhmIFYXDwQ2mYDPsSA30dyHvPzO4oChIEFFcp2/UxjLHIHkHdakLIUozvI6F8q9Cc/cS6W97z5wsMY91ge27FWpXjqcFmCgd0uayQTIjDFAUC8AiKCZ7ggLBAGRtZPWrnWWR2c93wWCa8q7B4AEJN1O7MoOCJ27AoJbH2kLMGqVqE0bMARB6VZXKhNUROcm/JIilOW3qYRrncKpdLpBPvOdjlU5BmW5JfblFl/GAXKIMTLh4bpDtRZgsG5Lm+IpKcptRGx1irrC4i6tq1MMILr7roEgLmADhb1nvGSDcYEEBPcTCN04AAG6bumuzmmrFmBYpre0ySwEkBYFqaaNlewbcCUp2KJLbUBBilMmGZARH0CsncpT0pHlAZE7WlKiAOnvO82Lpc3nP9IWYKB8WzQC2mAmpGyDMeoCdQJKUx4QyQbKpv8DAyg2drBAOgSC7ywJxCmlem7q6kcaMJu3AMN/ObdVE8gIyo9VoroABxTbb5QHBOV1LJKd/C4re1nrSOGCsn0MRZVUaZz2bgGG0rW9G7awLhYCwN9oqRSlRWsRu/S6WgUTlM1cAsP+DiC0AEOK/DuaeIPm/nqQ4q51LMIoR8CISdhVac3Unq3N3aRe4+eUrufvbR0PWtICDOnyWDsEhiXvsXYIjFr7gkdTCzD0tqjt/+2tkRmi9/9by2CdtY8ULVNJ8wo4aduei8xmORFg+GnQg3+yETyFzpKf0FnNKtxUtCpcRZi9FEsCv7zbgrBhZMFpraROUTvplgc6g+dRjEy90zOWLFlS/gT5LnAk9n/yQAAAAABJRU5ErkJggg==" width="67" height="69" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 30</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">14</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1000212</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA DELI Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img 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" width="71" height="73" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 29</span>
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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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
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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; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
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</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">15</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">999020</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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA Y DISEÑO</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; width:56.05pt">
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<img 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" width="75" height="72" alt="Un conjunto de letras blancas en un fondo blanco

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">16</span>
</p>
</td>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1055673</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">DATE UN INSTANTE Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img 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width="79" height="42" alt="Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 30</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
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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; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
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<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">17</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1058813</span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">DATE UN INSTANTE Y DISEÑO</span>
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<p style="margin:0pt; text-align:center">
<img 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uRxdnTu5BNzrHHGewe+Yxjz8/8MKcfyKMsNtPrCx0iK/YeWBrnhYM5uTJxJ+SiHZaDQSldMIiKA5FsiJtNzvFveJUCTb/2vVWDk5UBD/f9cXVz+DenTetQD9t5VAAAAAElFTkSuQmCC" width="77" height="41" alt="Texto, Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 29</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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. 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-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">18</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1063280</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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width="76" height="29" alt="Imagen que contiene Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">19</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">49765</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EL BUEN VECINO</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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">20</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1069548</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img 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" width="72" height="26" alt="Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">21</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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1069549</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="74" height="26" alt="Un dibujo de una persona

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:46.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">50273</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">TODAS TUS COMPRAS TIENEN PREMIO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">23</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1091705</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">SILVER PAK</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 6</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">24</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1091706</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">SUAVEROL</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 16</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1092144</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA EXPRESS Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="72" height="39" alt="Imagen que contiene plato, dibujo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">26</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1088901</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">PITZZ A ROLL</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 30</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">27</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">52941</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO DÍA Y NOCHE</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V. </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">28</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">52940</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO LAS 24 HORAS</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">29</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1110696</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">PITZZ A ROLL Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="78" height="43" alt="Un letrero de color negro

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 30</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">30</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1596576</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRABÁSICOS Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="80" height="24" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">31</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1605792</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRAFRÍA Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="76" height="23" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">32</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">99115</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">VENTE PA´K</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">33</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1773345</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA EXPRESS</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">34</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1773346</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA GAS</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1869441</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="75" height="25" alt="Un dibujo de un caballo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. 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-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">36</span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1869444</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA GAS Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="80" height="16" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1869725</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img 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width="73" height="27" alt="Un dibujo animado con letras

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">38</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1869733</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">FIESTA MARKET</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1869734</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">FIESTA MARKET Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img 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width="72" height="34" alt="Un dibujo animado con letras

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
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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; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
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</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">40</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1874320</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; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">FIESTA MARKET Y DISEÑO</span>
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<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="78" height="35" alt="Imagen que contiene alimentos, taza, vidrio

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
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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; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">41</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1869729</span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">F FIESTA Y DISEÑO</span>
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<img 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width="56" height="58" alt="Gráfico, Gráfico de embudo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
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<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
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<span style="font-family:'Century Gothic'; font-size:8pt">42</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1985753</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA FRÍAS Y DISEÑO</span>
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<p style="margin:0pt; text-align:center">
<img src="data:image/jpeg;base64,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" width="74" height="37" alt="Imagen que contiene dibujo, alimentos

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">1984653</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">FIESTA MARKET Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="71" height="35" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2084048</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">LAS DOÑAS DEL SABOR Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="76" height="18" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 30</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">45</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2035470</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">FIESTA MARKET Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="58" height="59" alt="Texto, Logotipo, nombre de la empresa

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">46</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2326098</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO DÍA Y NOCHE Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img 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" width="74" height="41" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">47</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2379539</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">FIESTA MARKET Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEsAAAAcCAYAAAApxUKlAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAmgSURBVGhD7VkLTJRXFhZ5jLxnBoKDWrVKBR+RsrWsrQoKgw9ENNJFBGFbjaCkPli7an1UUURNKviAQtXVbhWBIi5aq2s2JFraKDSotCoKKOgCijwGRpA33845w7jzzz+0TepuIukXvvBzz+Pee+65957/Z4AG6O7u/p2/wK6uriUcrJeBnu4eEfsTenp6Xk6wMr/KhNsbbhjnOg7jXcdjgusEjHljDCqrKns1Xn0YDZa6Xo20v6chMy2TmXEiA5mnMpF+Mh0ZJzO0pLYTmcjKyEJHZwc2bt4I8qNPGysbNNQ19Hr934Myua2tjdna2sqk55cFo8HK+CpDNPG+OGHsBLQ+b0Xg/ECRTOGseKmD/SVcOHcBcpkcDg4OkEllkEqlcHB0oLOmV+O3wWiwdsfuFk28LwbODeTDLyoyCr6+vkwfXx/+vTJqJbq6X85Afw3idsWJxmctse6V/naIgkWpHBQQJOq0L65etZptSu6XoLikGHdL7zKLS4vR0CDegrTKjyoeIScnB5/u/xQHkg7g8reXoWpU9WoIQQvxpOoJLl66iKTkJCTsT8DRvx3FDwU/oL6hnibAemXlZQgKFI971OhRKC0vxcOKh6ynQ3t7OwryC3A4+TA+S/0Md27f4bHR2G+X3H7BW/duoUndxDaiYHV0dGD0mNGiTu3t7THObRzc3NyYY93GwtXVFSe/OInHlY/h6OgIcwtzpoWFBTMzI7PXqxZlJWXwneGLQYMGCXwPNB2IYSOGIe9feb2aWjTUNiA8PBx21nYYOHCgwMbM3AyOTo5ISkxCZ2cnRowcgYEmQh2iiYkJLCQWWBC8oNerZhwPyuDp6Qlzc/MXepZWlti0fhMsJZY8dnOJdh4SiQS5ublsJwpWc3MzTE1NBR0SyRGthiFp5fPz82FmZibQp8nduXmn1ytw8cJFWFtZC3QMaW9nzxlKUKlV8PiDh1E9HSkQ33z9DWceLaYxHR3jt8ez36pHVbCzszOqQ/6I+m0UsOLiYrYVBav2Sa1AmUgOlq5Yiuwz2cjOyUbW6Syc/sdpVD7SlgXUbmhDwauqrmJ52b0yWFsLA2VmagYPDw8MshJm2ZpVa9gmKSlJ0E60MLfAMOdhfIDTgtKqV1ZW4seiH40usD4v/fMSOrs68Y7HO0blfdHJyQk1T2t4TKJglZaWGjWigFG2MDXpbmpmiiuXr7DNrthdIn2FQgF1k5rPlKlTpwpk5OvsubO85RcvWSyQBc4LZJv5gfMF7UR3D3dczbuK+w/u8++9iXvZR+G1Qvh6+4qygug/2x/z5s3Dk6dPcL3gukhOdBntAp8ZPrwYhjJXN9cXl5QoWGeyzogMjJH2dsndEp5YRESESP6m+5t8YDbWNcJykKVAZm5qjn379iF8WTgkZhKB7KOYj9hnwKwAQTuRgiGxkGD4yOHYtnUbHxkE0j+dc1p0rlG20eHc3dXNequjVwvkRCqc6+vr0dnRiZi/xIjkAXMC2JYgCtamTzaJDIxx6LChaFJpBzLl3Ski+XuL3mN/OedyjK64McocZaiorODJpySnGNXRkXxu+OsG1iXEfSIuGyTmEnR1arOCzlbXka4inY0bN7KccOz4MZE8Zk1Mr9QwWJp+A/zFK0orJpfKIbWXQmonhcxehrcnv80DpSr59ZGvi2zid2gP1C+PfymSGZIyT+mtRH5hPtsQKGuil0ZjkLXwTNOnk6MTmhqbeByLg4TbmTjGZQwHiUBZbnhuEtd8qD0j2zvasXDBQoGMFiQ1OZXlBEGwKBVHu4jLBn9/f35tqa2tRV1NHWqf1kLVoK2LntY8Fd0u1El2RjYH//zX50Xbg67phPgEnPjiBGfejWs3UHC1AN3t2ondu3MPUcujUFRUhPL75UhLS4PXFC+BDyJNnmo5CtYkj0ki+dAhQ1FeUY7HVY85aMNHDBfp0OLH7YxDWGiYaAfQuHPO5PCYCIJgPX/+HOZm/609iJzuGzaw3BgK8wtFNkTFYAUSDyRCVa+ClZWVSC6zlcHFxQWjRo2Cs5MzpDIp38SElKMp3K+trS08JnhAOV2JwcMGi3xMmjSJyxe65V4b/ppITpTJZHCf6M5+Q0NCjeoYBkmfiiEKHD58mO0FwWpQNYiUydHnRz5nuTEU3tAES1OIGtoNMBmAI0eP8KpHhIkvAENaWVqhorSCt4uxM9CQJgNM+CWfQOemsaNAR+UsJesVXi80KieSP2PtlF1Z6VlsLwgWpb++IpGq3GvfX2O5MbS3tmPalGkiO+r8u7zvWKelpQXBwcFGK2wdqfijwHe0dSAsOExU5OrTxtoGBxIOcOWuQ+zW2D79x26JZR3aiiuXrRTJLS0t+bVn6hRhiUOkZKGimyAIVsXDCt6/u+N3axm3G3v37EVzk/aK7gvVj6sRuz0Wc/zmQDlDiZA/hWDLti141vSsV0NzHmomlvd9HrZu2YqgBUHw9vbGbL/ZeP/P7yNhXwLXTbSlCFQ73Sy6iYMJBxEWEoaZPjPZ7+LQxTh06BAelD3gjNUH2WSnZyMkNATTp03nczbqgyicOn6K6z0dOto7cOrEKQQGBELpq+Ry4aein9gfncU7YnfA39cfSj8lFgUvwp6de9CobmRbQbAIZGTIXwPSowHTYOi67suOXropcHzWaC4U2nZ99qFpJjn71fBndXtBOu1tGt+aPnT1lTGQnHzqbksdyH9nu1Zm2J/mWRis39E3+kWwWp61oE5Vx8/N6ma+qAhtLW38GYfQ2taKuvo6qFQqTcL2QN2sxrNnzzjDuBTStNc11DHVjWrts0afSFlG6BfB2rxlM79c0+uXm6sbPCd78hZ6y/MtOMgduLSI3x8PW6kt5HZyeHl7Ye3atXwmRYREYO6suVi+bDnkDnI4K5wR4BcAuaMcdlI7riFzL/bxieZVxPqY9XxzOcgc+PYaP248qqur+ZvXEOchOHbkGBL3JHLgkg8l86eiyPBI/h+BXC7nrwpBwUFwdnbGDL8ZSD+RjluFt1jvyrdX+H8MhP4RrHXr4ePng/Hu47H2w7WYOHEioiOjuZRwsHeAwknBpQa9OdjY2mBF9AqsWLmCX+HsZfbYtXMX36KTJ03mKoA+59CXVysbK76VdegXwUo9mIp1q9ZBrVYjJTUFkR9EQjlXibOZZ3Hr5i14/tETiYmJCF0YitxLuZgTMAc7d+zEps2bcP7MefjP9MfHGz6G93RveL3rhe3btqPm3zWYOX0mSkq1HyMJ/SJYmkkw9Z/1SwJ61m/T/c02mh99ue5Zp6cPTfurH6z/F3p6epb8B3dO2mVcPbD/AAAAAElFTkSuQmCC" width="75" height="28" alt="Logotipo, nombre de la empresa

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">48</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2383233</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">FIESTA MARKET Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="73" height="27" alt="Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">49</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2393268</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">FIESTA MARKET Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="69" height="25" alt="Imagen que contiene Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">50</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2393269</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">FIESTA MARKET Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="72" height="30" alt="Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">51</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2582383</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">EXTRA Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE0AAAAfCAYAAACiT0BMAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAXdSURBVGhD7VhbTFRXFAUEH4CYgEbFqBCiBp2JiobGBKWj/CgKZZgxfJQQEwQfjcXyURqjiX5J7AAGP4yVISDyCP1Q65dJ6UACaoihH0BMDK8WgfiAigIqj92uLXd679wzdx42KR93JSvDuWefvc9Z57UPAaTDZwTMzs7O/6nDW+ii+QFdND+gi+YHdNH8gC6aH1iwoqFfIi4ELEjRBgcH6fjx45SXm0e5ubnOvwsKCmhmembe6v/DghTN8ZuDgoKCKDAwUMG9+/Z+1mqbm5ujmZkZ+vDhA01OTtL79++57Ct8Fg32796949Xw9OlT/p2YmOAO/Ve4deuWSjDw1OlTPseZnp6mkeERun37NpktZjIajLRixQoKCAhgnwajgaqrq2lqamq+hWf4JFrH7x20NX4rLVmyhBYtWkSBQYH8u3TpUjp8+DCLd+zYMbJYLE5aLVbKycnhWZVQUlKisJHTarXS9u3bnYOSc+fOnXTUepTsFXYWr9nRTJZMZfuMrzJoZGSExbpx4watXr2agoODhf4kom7dunW8ALyBV6J9/PiRB8NCCYJK3LRpE9ntdlUHUW5sbGRfra2tHv1oEb7KysrY18WLF4WxOjs7acuWLcItrsVMc6ZX29+jaJgxs9msCuDaWYkXLlyg0NBQxTfYpqam0qtXr2jDhg2KOl8JX/fv3+e+ZX+draqHUFFRUarvISEhtHLlSp7YVatW0eLFi1U22LavX79m31rwKFp9fb1QoLy8PLp69SqFhYUpvsfExNDZs2dVswy7jIwMt2J7S7Rvb2/nvu3Zs0doIxG2sbGxvPqfPXvGZzGOiTdv3lBvby/d/Ommop+w7+7uZt9a0BQNQaKjo1Udyc/P5y078McAz5q8HvZoFx4ervguInwdOnSI0tLSKC09jdLT02n//v3CbYWVciTtCJ+dL1++5Btw/fr1KjuJ8IGJxcqZnJikO3fucDk5OZni4+O57Zo1axRtcPb19vTOj949NEXDjLoOAAPdvXs3HUg5QFGRUVyW12M1ARic/LuI1qNW1RnS1NQkPPO2bdumsB0eHhZuMYmXiy9zOgF/RqOR++naV1euXbtWcWG5g6ZoNTU1QufuiDNBuoGam5uFK0YitqsoNm5GUTskufJ0o62tze2FUlhYyL4fPHigOj60mJiY6FXepimardQmnB0MSk7MONIB6axB4mgwGFTt5MRW6OvrY3s5ioqKVDFRRvogB3I5kbg4FhAfAm/evFlVv3z5cr4Mdu3axVteXpeVlfX5t2d1VbVwADh/Tn9zmgq/K6Tr16/TwMAA26OjL168oB07dijauGNSUpKqk0htXO0QE6sG/qXVdunSJZUdeO6Hc2zT0dGhEuXgwYN8CSDm6Oio4pZHjKLvi5z+taAp2uPHj4WziQAnT5ykrq4uPpRB3EalZaVu7SMiIoTfh4aG5qN9QkJCgsoOjIyMpGvl16iuro4Hlp2dze3lNijfvXuX/eDWd+2LOdNMpbZSSvwiUfEdRNuKigpu6wmaouFQ3BizURVATpwrfLb88zoQ1YNINBsaGoSCnjh5QjG7cXFxKhuJGNj58+fZ3vSlSVUP//39/eynpaVFGM8d4dtms/GrBpmBFjRFA5Bd49kkCuQN0Rlc98+HntOyZctU9RAcN6EE0SqQCF+1dbVsJxIX2/Ht27dcj3HhOeZq44nYsuXl5ezDHTyKBiAxTDYl84GP2UPnvWVKSopz5pCmiGxKbCXO1VZbW8uDx3f5YFBG7EePHtHY6Jjz0S0nBixPGQb/HGThMDFyO5SRhuBSkOoQA2/oKz9e8XgZeCWahJ6eHmr6tYnq6+qpqqqKKisrnUTWLf8FcUb09f97Qz558sRZx/X2Cv5t/LlR0dGHbQ/pzLdnyGQyUdK+JH7GFRcX87sVSe34+LjThzwu/lvhepDjJnU4HLz1cDPj3Qrh8Twc+2uMUxeM594v95xb2xN8Ek3HJ+ii+QFdND+gi+YHdNH8gC6azyD6GwGnl+ek4yGdAAAAAElFTkSuQmCC" width="77" height="31" alt="Un dibujo de una caricatura

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">52</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2679731</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">DATE UN INSTANTE GOURMET</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 30</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:51pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">53</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2681585</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">DATE UN INSTANTE GOURMET Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEkAAABJCAYAAABxcwvcAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABWLSURBVHhe7VoHdJVVtoaQ3Ny0m0ZIgAAJJISQRggSem8JhBpaqCEkEBICQ69pgICooAJSFBAVBpgnKtKeioIoxVmKKI6ABkdBUarLAZ86zH7ft///go4x3FkafG+tu9c6Oecv95x9vt3PnyoCunXrlrNV0Krwj5MqJidIDpATJAfICZID5ATJAXKC5AA5QXKAnCA5QE6QHCAnSA6QEyQHyAmSA+QEyQFyguQA/Z8B6fvvv5dLly7JZ+c/ly+++EJu3Lght/71L/PpH0t/GEgn3jshDzzwgPTv109iY2IkODhY/P39xdfXV/z8/KR6YKBERDSQ9u07yvSp02T3nj1y8+ZN89f3lu4pSNeuXZPly5dL06ZNxebtI+7u7uLi4iJVq1YVVzc38fbxksDA6gqUh4eHVNVnVcTNYhEPq4fUrVtX8iZMkPfff9+c8d7QPQHp++//R5YtWyZ169UTq7tVqlWrJn7+ftI9pYdkjR0jY7OyZcTwYTJw4EDp27ePDBjQX4YOHSqZYzIlJztHBg0aJA0aNJBqAI2A+fraJGPYMCkr+8RcoXKp0kE6euyINEtKEnerAU58fIKMy8mRIUOGSnR0DEzLXzw9PRU8i8Vd3C1WsQIIjj2hPd42m9SpU0dSeqTI+NxcSe2ZCg20Aiw3qVGjBjRzhblS5VGlgvTYo49KAPyMxc2ipjJhQq507dpV/AMCAApMyANAeFjFw5PNA2MP7T30nodY0Xt6AED0fN/L00viYuNl/ITx0r5dewXdanWX9PR0+eabb8xVf3+qNJCmT5umGuLq6iZ90tJkWMYwCQA49EOeVk/1OQYgxpgAWQGC50/ueeD32njN+xxDIzlvm9ZtJDd3vHjDt1msbtK8ebJc/PKiufrvS5UC0tSpU1X6BCg7Zyw20ELNic5XtUW1w75pagzv4bn2xnPtAQjfsaLxdzQ/O6A039q1aklBQYHUQm+B42/aNEmuXL5icvH7kUMgvfPOO7J61WpZseIRWf7ICvTLZYX2bI8YvXk9efJk8cImXGEKE/LzJCqqoZrEbVOCFhnaAo0gQBjbnxEM9ry2KlBe+twADianvdlMgH19fWRCXp6E1q4j7gCqXbt28sgj4FN5+3lbTl7JJ/wY+X7hhRdEHEjF7grSCizoj0jkgjBdpUoVqVqlKhp6XGvjtTmm76HDtcCpjs8ZJ5EKEP0KNq6bNTUILQyRrmu3rgDUW31L9YBAve9azVVB5Vyubq6IaPQ7hkbZwdJ57ODhvre3DRo1UYKCa5gBwCJVqrqgmbwqz/bG6yp4VkU1tXu37vLDDz+Yuy2fKgTpxo2bEoCcxcvLU0aOGiWjRo5EP0JGjhiJ8QjjevRIGZE5UsZkjtZkkIz7+vpJTEysMswNEgTmQa6urgoCx7nId3r27CmZo0dLUWGhFBcXSz40Yt68edIQ4Hbo0EHGjcuRuXPnSsNGUaaTpj8iYB4A0VU1ievRuVevHiiRkZGqgVw3NSVFRpPXkcNllPIOfkeBX/KO+5ngN6ZxjLhhns1PbTZ3XD5VCNJfjx2H7bvLaGyEeYrNFxmxv6/4BviJrx8yY4yZHfviPnsyq5EKUYuSpkZ17tpF1q5dK/cvWigLSkqgmY9Kw4YNpXRBieRD+vPmzZWFCxbI7NmzZcrUP0nexInqlBctWiSzcK9f377SNDFR1qxdoz7H5meTIGTj45AOeHt7q2YyQrK/49s8NVn18w8Qf/BmA282pBp+EDjH/uCd/C9cUKqBJH1Aurnj8qlCkI4cOQqpeEgBGA9AJkx/Yqi96VfQrABFfQolSH9DZgkUpN4HG3zxxV0SXj8c87gjzxkv169fh5l1Q9nBzNomPj4+smTJYunYqTPGNunZq5fUqllTgoKq6zOGfWrW28ePy/vvvSeHDx+Wd0+ckC8RyUpLSsUC7eS6GvXIB7XL1DCDV0NonvBv+hz3NK2wWqS4qASR0V0FURHdBaQjQNoiEwFSEDZ1R1IEgQyYTpcaxLHdT4BJmsdrr70u8+fPl86dOupmP/7kYykqKpRByKw7tG+n8xLoDRs3SlD16gCop1z48gupXbOWmltarzQZiGy7e/ce0qFjBykuKQbg9eX1Q4dgSjAX1HylpSVSJ7QONm1okpfJiwKl/AAUuAsjEJgNQDHvKiou0uS1X7/fANLRowAJC+bnF8DmgxQQ1RIugjGjkxGWDc0yAOM7yI/ge2hm3333nRw6eEj69E6TGzdvwFekyrfffqsB4fyF89KsWTNZt26dhIWHy7Zt22TTpk1an61Z87i88cYbao6flJXheo1cgxb2Q0F85uxZSUhoIo899pic/fisxCckKEiGphg8KI+mZlOo6uhV2wCSF3gESIXF0CT4L85ZEVUI0pZntkCTPCQvP19qBAWZDBiaZDBEifCaUjQkpO8QMIz9YPc9uneX0DqhsnHTBtm7Z68sXLhAduzYIVu3/ln9zgg41pUrV2p9xg23h4aVAZRuMMnPPvtMBg8eLGdOn5GpU6YoaAtKF8jjax+Xv/xlh6xavQrhf4LmSbe1hLwoD0xMzbRB3YTBp95HT19bVFisltKyVUukAr+eC/wqSP/4xw2pg1KCEYnRx15j3VFZQ4usXjQ9Lm5ISbWLTMAH1a5dS4JqAFzcO/fpp4houXL69GloZp589dVXMn/efHn22Wfl1Ien5Nixo3Li3ROyDhpz5Mgx2bVrlxyBJh8//rashMacPv2RzJg5Sy5fvixLli4Ff9/KbFznjM2S1nD0KjzypEKED8JYtQs8a0QET56qSaaTh5nNmDkdkdsbgFnkpZd2mzv/Jf0qSAMGDMAiVklqlgTpdjCYoAZRSrivUvGiVAxgVIMgMU0I8Sw2LlbOnTuHPg7SzpWbN27At3QHKFskIb6J7Nm7R/KgBZs2bpJZs2Zp5b9589PSqVMn1bTJkybrs6effgYgtJanNj0lc+bOke3bt6ujLYHT3r17r6SmsuC9k6zas3ODX/CivpM84po8moImz3QheZMmolh21/GVq+Vn6+WCtPXP2wxHiDYJGTQ1wZ4Na8Mi1DBPb08N84wQfFeBg/m54Vl6+gD55z//KQcOHNDi83H4GE0Oq7ko+GS+KhI+qj1zFc2hUMZUc62Gazd9h36DySSDAMsQJpgsd2givMek0QKA+D4beXHDHDxOseAd8sGxzo3e/p76T5gd52rbprUkJyerA09D3lYeHr8A6fKlyxp+OfGs2bMQ+pEJAwBVW4DAjDqpaaKMycqSJk2aSJs2baEF6RIcEqwSjYpqJL379NYItXnzZjl95rTs3Pm8xEGz1q9ZK126dAXQhpQzhgyRrDFZ+G1NWbLofhk8ZDAiYScpmFQggTwpwLqdu3SWJ9avk9BatVVADByB4Gn1qlUaBHhAN3fOHMnOzpbo2Bh1wjnjsqUXImP//v30gK8YDjq5eXPp0rWzzJwxwziOwV7Y3LGfKX+aolUF679nnnnaROIO/QKkzl26qHRpGomJTQEQtETVl1rkJXEIu6+/dlCCa9TQ9+i4C+DYE+LjJTysnuzft09CgkP0fUqaiag9Y/4UfimqYdRtbWyMjLdly5b6jL4pc3SmZuNL4XPuX3g/QHJXp7x79x6ZN3+eCkGFlNhEz8EjIiN0jQVIVOcgM+eY9R5ThxHIsG3Iw2w2mwaAoKAaWlNmZY3FO4aQ6J8oeCrAzBmzVVu9fbzlAqLuT+lnIF348ktFlnUYq2sefmniRfXEZNzM/v37ZRAijjpFLGKhmYF5Tr7hiSdl2rRpujkCS1MoRTa9ElJ3wW+ZJ9VvUN9gEnPWCwuThpENVWs3PbVJho8Yrse5jHrLHnxQzbh2aG3VgFOnPtBzKBsSzOb33Sdnznykh3EEbX7RPGxypmpCn959dH1v+EuGeoJUVnYOPsfI89SHaqOgaPaGAiQCePJGE5w6baqJiEE/A4lfLKjm9BtMAq1IwjSiqfOz6gYYnZKTmytw1KLGMdEyKnOU1A8LR/L4mh7Bqg8jQ+hHDh8h+wAspfxx2SdSH8mgwawHUoM6Wu4wp9oEx0yAlz34gGzcuEEzcs5Tu3ao1KwZoo4+Y1iGljQBgQFyFmZcNzRUhToXvD708EMyZPAQ2Q5/akHaopoPrbLZfBBZy6Q6XIjhUwmM2fSa+3CXYZg7JDhY+Xwe7uGn9Atz27Z9mxm+QzVH4QSckAdi1KRDh96Az4G0AJA7AKTELiKcR0dHyzokj3qWBElycYbW0tJSeQhaQQfM/IclhoIEZuvWqyvh4fWlmls1FJlPqWnylPHkeyexPnwQ3uM7PAah+TMlaINIx9+fPXNGQkPr6hqFyJynT58Op++KormXajlLGgqCpc+nn0KTTJCoKQRPhY/mhWsKbmD6YNV8+rl/x+QXIJF6paVpFKBZRTWMxKQ8TQTqAKt5i2TZB78TCGla3N10IzwRjIiIANOhsnfvPki+lp5B0w/s379PnxHg5557Th2sBRGIDHXo0F7zL0a37Tu2S+aYMTBLFzU1Zt9eKGATmySqKRCYN986LHXg92hCn3/+mdSrVw/zWOTBh5ZJIXI5Rk/yzTOlqEaNAJZVTybOnz+vIZ4gqZlR6LQO7In7otUw8+a7l76+ZKJwh8oF6fr1b9T5cmPzkPD5gCmdGAtQHRkxaPsxsbGQcDfp3LmzbojaRalQmglx8ZLWuxc0xShuyWBNFK6FhUV6dJGKcNugQYTOS1CXLFmKqDZJAsEoj3kfRdnSf0A/1a7x43lM6yWNsHH6k44dO8qT8H9pKIZplgsXLpI5c2ZjzThpB+AXL14M3wWeoa2tWraSJ55Yj6jaGQI1gLG7DwoqMzsLBXVtTS927vwvE4GfU7kgkXhqxw3wO9jIEaPNBZhbGJJgrqIRDD3N00jSjGfMTVhUElB18KYE2ShpSpi/0VyI6o/nPMkMQSqw9IElKIa9VSsILt9z41o0FW4Q6/A3fM7oqnMyV+OafMb18cxIeg3z0oM8rkcfi/d1HjQWyKk9kIzi9/36DUBlUn5p8qsgkVhP0eYZOejQDWfIrJvMgDksbD+JZCR0Z8OGyDDHBNB4btHoZ/gDU+W1NyTKvCUpKUk2PrlBy47p06chctXVjahwuGG+j17DNLT29hrgz/4JStcjT6bgODb4MoRqCNiY04r3mbUTaH6a+rVsm1QhSG+9+aZOrqcA8C+6CBdAX79+BJJJ+Av1GUZrAt+R2BTNvN+E48QELVE2bNgo6QPTIVHMAZD5xcSLPeYiQCffPymHDr8hW7dukVcOvCIHDx7UsM1N8T1DSz2kRXILeeH557F2gvqqxARjjcQmTY1rbXZewAcb8j3y48m0gILCPASuqAgFLkDv3be3uePyqUKQjh45qtKYmD9Jgqoz8zaSL4JEaTLb1cZTSp7+2XiNXu/btOlpIHxaQkK8+iTVImgE/VBISIiax6SCSfLSrhf18K19m/ayFiXMwdcPArym+py5FH0S16W/SkpqBj+JeTE35/ez2dfkKSmb8UzHWNtmPrfnRzyAo6YVFxWqH/1Nh27HABKPSvIn5kOTABLVHs0LvokL/ux4hGaoDNy5p9eqBWh2Ncc9tub3NUPSNk1atWmFsqFQunbthihTiEgYKRPzCmRC7jiUF+OkefP75OEVK8QfQlBt4nyYyzBVzIVraiXX0XvmqYSOATD5Mt7Bb02fxHcNkIyjkr6/5dDtyFtvQZNQdhRMVp/Ez8tq6/QD6PWavgB2zbFuAkxR++yAqC/RDaEh2qgmYVNh9cPkRWjP0aNHZdXqNfLyy69I7rjxqm2LFy+SPXv2y5p1a+Tw4bfk2S1b4NN8sFnz9yoUo7HUMNbBxpmfKTBcA7yRL96z4B3TZ5FP9Vvwo8UlJaYm9TF3XD5VCBITNm6oRXJL6d+3v7Ru2xaSby1t0LdGYcvErnVbNNxr27aNZrdWN3fphfDu50dHz00RHFPK6HUDYIylyDQUljuQH23ZulUOvPqKrF//hCS3bIEi8xn1STuf3wmg1kq/Pn1VGHbHbxzHGFphz6C58ZTUVE1FeB2fEIcKv43BK1pLjFuBZ47bom/btp2WXixlcnPzzB2XTxWCRGoSnyBuKEcaoK6JjW2MojRWi1yGz8aNG0tM42iM0aMCp7S5iVqo2LOzxxqmpiZqbo6qD8nSpyTBqfN/k2bOnKEfGnqn9Yb5TdGMl5+qhmYMlckTC/QMqVOnDvhNokRFRqnk9WDNBIrlEbWbX1h69Ei5rUk8C49R/sAz+UMxfftaWzTeBU94/28ffmjutny6K0gXvrig6lgf5QML0rB6YdrXQ+YbZl5rbzZmtjwHio+Pl4yhGbdNTs2NQOFZr149pezcOa0DT508KS++tEuGDx+mxyzBcOYEffr0mfLKqwfk1AcfSNknZfLuuydQ0gCk2/PRjA0z4jn5sOHDNdx7wsHf5sfk9fb433hlFKTJ343uCpKdrl/7RnMJfmu/cuWyXOb4ylW5euUK2lW9f/XaVfno9EdgJlxtnpk5s2sekaozpUZBA6jizZOT5eGHl8uu3S8hmq3WMyn+5wmPZqKjG0tOTg7quU1a5syYMUMiEeHc9dMQAFLHjEQWWtCqVWsAPBzaxATWS9auXaP/LHblKnlCI4/g9Rp5NMdX8Yzthx9/NHdXMTkM0n9C7504IaF162h23SAyQvLzJmpdx5xEE1FqAEwkDhozZ84cSe3VW8LCw/SzEjWO/wgRFx+nX3hZvBr/+WZqIkFC84HvGTxooKTw/5WgTZyX/yhWGVQpIJE+/PBvEg27JxjMV7KysqRHSgrGPprIqclQq+DAW0CrWKtlj8vR8uSxlatk6dIlEoDilw7eANaoHenTeMpJp9uoUfTtbH4NImRlUaWBRLp48aKk9emth3LcbCwK4rz8PIDVTU82tXZjw3OeEzEZZc5TIyRYD9RYqdPE3K1uqk0MIszZunXvDpARIaFBkRER8uqBV80VK4cqFSTSrR9vybr1T2otRqnzzIcOmgdoBCwlNQUARUlIzRAJhLnxuIJZNespHoUwvcgak63/PMFPR9QqHrUwkmYhgvLTVGVTpYNkp6+//lrmzZ9vaAg1y8X4AhLeIFzzmb7IhTIyMvRsmpFuYHq6dO3STeKgfdQiF1fj6wjH/Cz99vG/mjNXPt0zkOx0BdGQ395S4J9YuzFS2T8p8XjYxaWq/pctz7L4iYmAUrNYyJYsKEX0PG3OdO/onoP0U2KYPnb0mH4EmIukMWvMWMkYniGjMkfrf8zxv+r+++WX5dzf/17u97B7RX8oSP9fyAmSA+QEyQFyguQAOUFygJwgOUBOkBwgJ0gOkBMkB8gJkgPkBMkBcoLkADlBcoCcIDlATpDuSiL/CxfieZeEsCn7AAAAAElFTkSuQmCC" width="73" height="73" alt="Logotipo, nombre de la empresa

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 30</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">54</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2702009</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">GREEN TASTE</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 29</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:40.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">55</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2749768</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO Y DISEÑO</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="74" height="41" alt="Texto

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">TIENDAS EXTRA, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:67.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">56</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2241154</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO MOBILE</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="61" height="77" alt="Un dibujo en blanco y negro

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 38</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">COMERCIALIZADORA CIRCULO CCK, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:67.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">57</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2255167</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO MOBILE</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img 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" width="68" height="89" alt="Icono

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">COMERCIALIZADORA CIRCULO CCK, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:67.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">58</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2255169</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO MOBILE</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="73" height="28" alt="Nombre de la empresa

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">COMERCIALIZADORA CIRCULO CCK, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:67.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">59</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2255171</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO MOBILE</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="72" height="27" alt="Imagen que contiene nombre de la empresa

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 38</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">COMERCIALIZADORA CIRCULO CCK, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:67.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">60</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2271081</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO MOBILE 4.5 RED</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="66" height="94" alt="Un dibujo en blanco y negro

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">COMERCIALIZADORA CIRCULO CCK, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:67.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">61</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2271082</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO MOBILE 4.5 RED</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="58" height="82" alt="Un dibujo en blanco y negro

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 38</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">COMERCIALIZADORA CIRCULO CCK, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:67.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">62</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2271084</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO MOBILE 4.5 RED</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="75" height="31" alt="Imagen en blanco y negro

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">COMERCIALIZADORA CIRCULO CCK, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:67.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">63</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2271086</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO MOBILE 4.5 RED</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="71" height="30" alt="Dibujo con letras blancas

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 38</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">COMERCIALIZADORA CIRCULO CCK, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:67.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">64</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">121441</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">SIEMPRE CONECTADOS, SIEMPRE CONTIGO.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">COMERCIALIZADORA CIRCULO CCK, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:67.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">65</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2706732</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO CONECT</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="76" height="42" alt="Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 35</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">COMERCIALIZADORA CIRCULO CCK, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:67.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">66</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2774114</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt; font-weight:bold">CONTIGO CONECT</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEYAAAArCAYAAADFRP4AAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA0YSURBVGhD7VoHVJRXFqYKKEa6dFCaSlVRERSNiroayNqCESwBl9jjRj2JBbG3aCw5RiAaJIZgTNRorNFjQUFBTNAIKoMogoAgRUBAKd/OvcwMM86gaDbr7Dl+nHtm/jev/O/777vtRwVvoRBviWkBb4lpAX8LMY2NjWiob0BDYwN//3/EXyaGNp6Xl4dDRw5h3r/nYcSIEejZuye6OnWFew93DB48GGFTw7ArchcyMjJQU1sjGqnceG1iamtrsTd+L7y8vNCmTRuoqqpCRUWFP58XbldRhYaGBqxtrLFi5QoUPiwUzaSceGVinj59ih/if0BH444tEvEyoXEamhqYN28eykrLRDMrF16JmDuCO+jXv59CQlRUVVhz2rdvD0tzS9jb28PKygqGhobQ1taW689jhPOYmZrh4C8HUV9fL1pFOdBqYn49+iv0O+jLkaKprglnN2eELw3HxfMXcSfrDgoLCvGo5BEeFj7E/dz7SE1NxbbIbRg8aDB02+vKjCdRV1fHZ4s+Q21NrWi1N49WEbMvbh90tHXkNuTr44vEs4koKinCyVMnMX3adPh4+8C2sy0srSxhbW2NHt17YHzgeOzZswf5D/Jx8+ZNTA2dCh0d2fnUVNWwauUq0YpvHi8l5vAvh+VI0dXVxfdx36O6qhprNqyBvpE+P3XpPopEt50ugiYHIedeDtKupcGpixNrIIlnD088Kn4kWvXN44XEZAmyoK+vL7M5SwtLCDIFSLqUBEMjQ4X25mWiqamJzZs2o66+DiOHjYSzqzMeVz4WraocaJEY8j59vfvKbNzC0gJ3795F5DeRaKPd5KJfV2jeiUET8aTmCSqrKpUuEGyRmJ27dsqQovuOLgR3BIj+JprtgfQmxUL9yXaYm5nDzs4O1lbWCo2tuK9Xby9UPq4UrahcUEhMdU01u1HpTcTHxeNcwjloa8m7Xvrd0sYSq1asYttBtqLqSRXHKLczbyP2u1h49fWSEE2fvv19UVxcLFpR+aCQmJjYGMkmSAb6DkRVdRVMOppI2sRC/aZNm4ay8hcHanQ0f9z3I9q1a8exUElpiegX5YRCYjzcPSQbJ29z4dwFLF29VIYsMSlrI9a+kn3IzMhExeMK0RVw48YNLJy/EHNnz8XJoydfK9ArKytDYX4h6uvqUVdXh7mfzMXiRYtFv74eZIihDebczZHkPiTuru4oLS2FqYmpHClhYWGtIoU2++zZM9FVM2KiY6CmpsaRMWkSzblg/gKe82ntUzb0BfkFErJI62pqaliy72ajqqqK+wYHB/P49PR07hPwXgCCJwTzGFr3Xs49FBYWorq6GhUVFWhoaMr6ix8VIys7C0+ePOG+0pDTGIpPVNWaCVi+fDmOHDsiF6dYWltydPsyPHjwAKPHjcbAAQMhuC0QtQIPix6iY8eOMDA0QFpaGnIf5GJZ+DIUFRXhfs59ePXyYtLaaLXBxzM/ZqJCQkJg19kOvXr3YhI93DzYppHBp74USly+dJl/HzJ4CGqf1mJC0AS+3w4dOqCbczeYGJsg+042Nn6xkdMX2lcn2064cOGC6M6aIEfMvDnzJEeG4o2zZ89yOYFyIWlili5ZikbhnxiUbZNIg57Kxo0bJWMoAhYj5UoKa8rk4MmilmaMHTWWCYn7IQ4zZs7gsYcPHsaY0WN4IysjVnI5g+7z9G+n4dbdDVpttPDpgk9ZkwwMDODo6Ijf036HmroaAj8IRNLlJNg72jOJvx37DTpaOhgdMBonjpyAkZERunbrKqM5csQM/8dwyUb09fRxL/seBvQfIGkj0VDXQPLlZNEIICcnB3369IGnpyfS/kwTtQoh5C18UThvgGT1utWiH4S25nYmPzG3nm5c1GpsaETq76ms7vZO9rCxsWHi/0j7A9o62li1ehXGjRnHR0aQJcCXm7/kOa+lXcOUj6ZwNJ6VlcVHh4hxcnLiNIX6rN+4ntekvRExUVFR3B73Yxy3j/AfwWOoriSGnI3p6dlTQoCFhQXXTaxtrWWIoSNQUFAgGgXM/nS2ZPNhU5rtzu5du2FmYYZDhw/h/MXzMoaVqnujPhjFYxy7OvJRIw0NCw3DrE9mcawUMjEEPv19uE9KcgpG/3M0E5MpyMSmLzdxOx2lkI9CuNYTFBiE9Ix0zuiJGAoXrCysWPs6d+7MCS9pacKFBHTQ6wBba1t8vvBzqGuq491+76LuWZ3o7hQQ092juwwxlPjR2ZUmhp5meVm5ZMzsmbNZxUmToqKjuD1qZxSMjI2QfiudrxWhvqEe08Omc7JJa9DGydATgRM+nABTM1PY2dvhu9jveJ2JwRO5jTL4Hdt3cO5FxCQlJjEBFJmnXk3lkkfv3r15jeSryZgxbQZrzaB3BzGxuXm5OHPmDFxcXGBsYozhfsPl8jQ5YigbFhNgbm6O/IJ8WNlYyRBjamrKJQVyjUsXLuUnfvr0aVxOvMyb2rVjF4w7GuPPjD9RXFSMtSvXYsumLewxFIHWJWm6aPoglJSU4PqN62w3aC0SOirUl47fs6dN3wncJvQ2BOrzrO4ZysvLYd/ZHk6OTuhs05m97bTQadxHDJpTWpPFkLMxQ4YNkRAgtjHefb1liKEFqMYyf958tgf5D/N5LN3ctq+3wdzCHDcFN/l6zqw5kmMWvTOa+7UGhw4egpW18IEIPWTbtm0ROjlUQpo0CdJ4vp3s1t3suzh87DBi98QiMTGRSWAiRHPNnTMX06YKyZJ6IAQ5YmbPbrIXRACd+YTzCZg1c5akTSxkxd17uqPoURGPo2Px1davYNPJBrcEt7iNbnT8h+MlxOyI2sHtL4TwBkkb2+q0ZXd8PuE8Fny+AOs2rOP5khKSuOBOxyJ+bzy3LVm4BNNnTsfUsKnwG+THQWN5aTkmfTSJj9TmLcJMXqQZK9evRJ9efRASFIIz587A2MgYenp6WLF8BWuhGHLExOyOaSZARRVr1q/BwQMHOU6QJuad9u+wNyLQzW3fup0L3ZlZmXxNf3FxcbC1scWcOXPYbSsK8hThp/0/8Rr7f97P1+LXMAWFBUxY/379ETAqgB/cxcSL6OfdD1raWhgRMAJaWlqYEjoF/v7+bCO3fbUN7dq2w6nTp5ggsoVEoJePF6Iio5gUvfZ6rBDSR0qOmFs3b/GCYgLIDdNZ1+ugJ2kjIQ2ICI/gMd9GfgsTUxMIsgVMCGHvvr3sAm/fvM3Xr4KzCWd5/i/WfsHXj8seo+RRCY4dOcZJ7PW06ygtLuVgbVnEMgz0Hgg3DzdUVVTBwc4BgeMC0cmqE9q3aw93D3euKZHG+Q32Yw/Lj01INIFCjK5du/J3acgRQwNcnV0lBLA9uZLKFf3njxNpER0zutn4+HikXErB5aTLiI6KhpGhEW7fkicl734eKitfXGoglaYHotlGE+/5vwezjmZcLqUQgTXGtz8CAwPZDSdfSYa3lzdcXV1RUV4B+072/BvdF3mtTZs3cZB47fo1bNm6hd06vefq5dkLly5eQl+vvlzLXrR4EedaYsgRQ4j8OlKGhKHDh7IbNdAzaCZFVJOhfqSebq5u8OrjxWeablQgaA7/CXTGz5w6wzFQwPsBKH/c5O5bQuWTSn4YRMKYwDG4euUqtydfSIZ/gD/8/Pzw88Gf+UFO/ddUTJo4iXOnsWPHcmxC7ZRI0vhJQZPwIPcBj1+zbg18B/giNCQU+fn5OHHiBJdAZs6a+eKjRCCVpBxGTALJ0V+PYv/B/UwCXfOnKKcizSGVjPkmBvfu3ePUgOwJ5TfksY4fPo73A96HulpzvjXSfyQel79eOVN8DP5OKCSGsGHDBhmtoWiSstHlEcslbXIiNNaUrFGA5eriyq9pDY0NOfB7vi/NPWz4MNQ8Vc5Xti0SQ6m9i7OLDDld7LugoqwCEYsjWixvtlZoXh8fH9RWC7VLGIwpG1okhkBJHSVnks1oqsClmwvu591nV0rWXpq41gplwhT4UTZLhpDyJCqFKhNeSAyB7AZ5Jg1VDaipNGmJhZkFjp88jryCPC5rklt+mQYRgTptdTB0yFAkJSWxcR4ycAi3k9CxKi0rFa365vFSYsjQbd22ld2c9EbJlY4dNxYZ6RnIyc1B7M5YBPgHwMnBiWvDxsbGMDEx4TyLUoq1q9ci7Y809gThEeEw0Jc17kQORZ/KgpcSI8bub3czGc8fHYo0BwwawK9VKDikChxV/6UlNycXBw4cQHBoMBvx5+cgr0bvmOj9krKg1cQQKEhycHCQ2xgJtZHtIK9kYW4Bhy4OXO8wNDCUe08tPYZe/0Zuj5SJIZQBr0QMRfuU6ocvC+eoUhFBrRU6msOGDeOyhDLi1YiRAhWwVixbATtHO66KKdq8tBCJFM9Q5BscFIyU1BTRTMqJ1yZGDMp8U1JSsGXzFg69PXp5cCGasmp7B3s4uzhzZS58STiOHTumVHbkRfjLxDwPshVUqauqrOJ/RBSXGv4XYfx/EyrCG/Z8K89Lo+d/ALdDOzmlk5nSAAAAAElFTkSuQmCC" width="70" height="43" alt="Logotipo

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Aptos Narrow'; font-size:11pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 38</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">COMERCIALIZADORA CIRCULO CCK, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:27pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">67</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2306032</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CONVEGAS</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">CONVEGAS, S.A. DE C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
<tr style="height:67.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">68</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">2234927</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
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<img 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5Wmo66UI4FxUHTetWuXTb91nsZFSsxVZP0LR9ujj7zoJrHgkZfsXiWKd814zJav+KRWyFFhnLWfb7DseL7Vr9fZGp1whjX8VRdLOaGzhBiSUxiKS/tbKDTPUNQ6EC1gk6WyusxefmmZ5mZLBSsRrwLUedQCs3GNckRbm6laK/k7HjV01eKaEIz54LF1T4aK2QTzEgEahHsk9LKkVlsEgyRc7glftXzJAXv68ZetsNuF9ptThsrkzpdD7GUp/3OGmMi3VHbvONfrau3a9rd7BM42OV20RljUlCrdY4LnDR9vKWyEY+6RhmMWBXkjbfg51ymnutc++2ydA5kUFFcViko48sH9r7KTcgYZVhJcgsaRgFMRFkEHE9SztiGPYRIdIEZjgYI2uJqhmjp4Ixj8jrQFQABO13+e8qBUPBCQjAzff/uDzX/oORt31R02fsw0e/aZJbb+n99aydadzvTGjZvtvfc+siH9rtXYcuwN8uyCodfbd98d23knMdpbutce1FLj1A5n+0a4a7lM+7SOQ2zRomVRqyMLQP+wcZO9+MLrPn8vaWtCQglJrPiBLx2uGOLXgUnTEj3OVgIPHSC2MSNQiERJwHBWDKLBaN9Ji8edu3a7dDhwpK8uets6aH3USen74395xVfUwV9QghYl2Vz3j699GXDxhZNtxw4WhUn2j1aSdWGubSU77Pab5spJ9nEaWX/x/vqO2x+WXzky6auWfwtjhEAw665HIyDgU5oicyRMO586WrO6jtUDeTQD01BlIy3wPLELSZ2rl5sT0tFADWWjsuUV76zWRDBbrsnKbeni5Zad2sOGnH2NHdhfrudHc8YUIlGFzZ/7gvUpGKW1VN2VsgiXBrLSrqgo9z2dsgPKcOXYAR6TSrajbJET7lV8mTQYIUJbvo25eppMeK87+2OVN5auVnsWtMHxxmUhvCJydyKAcporj0kRMDgdQnY6TOM//J6G0hhJBI+f8MWkBlEYzO0yzPc92H8l3G4Xcy2b9rULlc4fLENLjgUK0quw777fLHXtE2lK0KQqLRbZv9n40892z4z51rPbSOsireyeP8L+OH6GffzpOs9FPMmrKdW+S1hw5ojgAkQ39F18/g3S5j1Rm8NLha1Z87m0JLxVABiOkKepv0DKyR5EuEZ9iBbBn4QXaSAXtIhn4cVVcLwgvWjhW67STFKhFfCfJt5lPfJ+b5s3s/irq8pJJlBhTtVWpqXAqJFTbL4iUhiDEsL1C/JHJ7YaKAFpwegZquaTFuCHstOLbcK1d3rYri0B1EkTZzhjKXLiKfXOlJYX2aCB13poD2OHeULoN9soP8jnKy5w8eaLWNyE86uoxOo6TZOCnG89oCWuYsGxZahz07Reeh72UEn0Ro+8ydUagqTgWrP8ZJ1/fZ6c7o/wLYHWJTxZqKi2cqXrt982V4zn2vPPLtYiEJNDW9RHGvPqq+9YXuffWya79giDTSUIlqbmNO9rC59bUsMchfnWfLZeC9E+1kGJ3X13P2EP3f+sdex4tqUq8owecSMzM0PUnrsq+7lkqwONhiHoEKF0RAEnh83weD1eO0Q2ChggSAdpDAvK+2Y9YQN6XmGnnz5czm2u7S+DmQDMXqX0V1851RYsWGjvr/zYZs9+XAs76kOBjJr/i6gH7n9a46MFRXZS27PclKRLqg3jcbBcWPbWh/a704Z7SEdzMiWgp59ewjBRCVpQLlqG9P+DNU/rYatWfe41jLdLQWHUZbdYVryHLX9zlbf1eSIfVbpnpzXP6C3wxaPA4C0CvtSjFItInG+jeoBCpAE1wjL7L7keluP1Cu3CoRPrqG9gkgIo+V0vsGax7tYiq481/lWuLVu6UjW1bSiEcyT2t1ff0jxKHmWmmCaqW1x4qe3bt99D/eFl+7bt1i5noMwo12ZOmxcYq1PYMWR9FvtVZ1v62vLoaW1hP2fWzEetZbZ8WUlJpC2YeaXtUU7UsklvFxBLhwwUgRQF00U70ZjGSvBCMienS0YbY18i+BxfQ8W72YOzn45evisGyae8u2yVna6EzdcXilDsx/TucZnt3cuWYy0DSdVdsfxjy0gwB4TkK8Hrao3ryx/8T65NmTRLTlfAHMq3SrU9oqy4Q9tBVipGDh2XnKnabr5xtnVoN8j2aKlwRHcV0oVrR0/TgnKgffjBGoGpVtKandu3WVamLIVgE5kQriOYklbXHq6Vx7hXVoj29QKhz/MYbJuOule+MXTwOJsw5g7r1/NKpeEyObXzhaVsFADff/ujiJxaEmH4iy+/tVNPHuKgt8zsbRcOn2RPPvayLXvjQ7tj2gIt8fvagodfUC/61dXMSlu39ksbqGy1KlpHJYcmYSvds9eKckfaQ3Oe9braWZNFT/Tvp5+2WvtW/ZRx97Y7bp1rn6/dYCve+8QyYuLL3YaEhTmRpwGStKdtS4Vr9mM8VDtaaijp8z4XnwMoeGo/e3TIdUflWw4sHTxqFFiX089T7nLogq1cGsYKuE/3K3zc7l1/bx9/lEzXASCw8jctKXhX/Lb8SnI71JuI2ZUrV0vafW3duq+1zACc0IfzVxu+sxaZPZUofhU9D3WHFpYW7EMvEg351lipScuMXta+zUDxGLTEc7goArPdgjm1ZhGZmVwjuOPRarleeMEWTEkgqI5drfCmgJCtARK5AkraFOumdU43u3zUjTVMhcJ1tY254naPcsUFl1rFQRLBJPGca8G5aOgk+apCW7niU9u7b5/7rz2799iIiyZbpubJadHL/vbym1aurLa8sszHWbr0fcvOKLI9e2RGPsyRwISVujyLEtD2bc5yC8AaMnkrKVD8EF+YOF9kkQ1jBTktlcekCghQQjM8jksTwjdzxHapl/IaiPNvZ7h3rUJrqCu0VGnR+In31BARSpUnfTkyk+yM7rbmk8O3Lw8tkybNljRFQ1pXa9Wyj7XO7mvdulxod90535a9+7/yD5/bm0tX2FNPv2LvvLPSvxuefd8TltWkyLbtCLlKEMaxy5CBYy0hIRKF4ANQHAisRXzAs2uQrKV1CznfhL9wQzOCxhCu8db+GSnXUjNHNVI9vLe/OWBfRuizUr3tloc0da02YPOrPvjMmkpC11w11Z/9Upk+dYE1FsAkaS2kBXPnPicfUqqauv24rrYff9xsd0ydZx21SuYb3y/WbZDVhbpjFqnUdWOne25DoPDPW+AlsggP0wQg7nXdzr924MMhKgBGjf2LxiQoDggmpLPbIm2CdnlWqrapct7XX4fG1CWsyha9uExZ6Bn23js45V8gWuXPtzzgWw+s4p9/ZrGe1GX0yL6kADf+6V6LnZBnM2cs8Oz7X2nMzTfcb3zAgHZgIURh/7xMfPMMkPCf8Na2uTQmlXCbZFQ+I1P3vJgnjwFB0OXlflgzAQyoBjPCUTdW5nzpJVNCyK0pVbZg/ovWpkkvXwkHVT+yOPsC9JLzJ2uOPIXewZ7gHQ2MQ0uVlfy8zU47SdEulmtffflN9PzYZeyY6R480HYPIPCL5iNo+JJ5JbcePColhDoN3Evr8FDcgE8mxDxfV6mjvz7BbFxzQBUwg43yIquoeLQWj4euZh9+4BnL6zpCuQ0b3kdntELOlO/2O506VITm2YQJM60i2uT6pZL0Z+PGzbS047vZm8pu/xWWw84e78Ckx8QrpiShAgi8xOARS5FFgEN44aYLd6SYCQ6IDwtdO/ApYpzPsLiXDbpmRdoDMK5RPlBfKy3dH5EQKLz33sds+JDxduDgAT05OtX4oicffcW1FaJmTp8f1fyLIi2j7+x7HrcT/ruzbVj/9THnCKVKCelw8cCKWmCQp4lX6HeN4SyefINO1+3ZDPdXlyLKmZTNoRl4aGwwhDJpBtmwzm5GtGMQHZ7kqS8p9aefhLWKm42IfnDOU/b7CycrjIc0/JDiPLDhtN1+02Gondp+iP8A4qYb73PTqlvCbe0zAKANCd6Qs662HoWXhy0QzXlE0TPas9DkxxNxCdM/IhIYCDZ8xKB7oiwYSMjw2IY8Jl1Rib0WwHGzka35J6p0UGfMzJcIrkHc1wUSkAScwL3pT/cpqSuXrwnfuyxY8KJdcN71VlYmog/JcbRykimQrp999nX+S5GXXnzDWmf19c9CKjxPCeYEAJVllfalNOIFraxXffi5J3uLF79rF5+r3CetyFbrWVjLHakx+D0+LfmjTJQ1ESHatT2KQL6kAQydXfDimfdqbVkSIHX/zBRtkS/BxnwTHKcbOVn8DXlNEigmCOsK1bGEYIKUM+3HTXyFAIFVtvjv71tB3gh/AVb73YvqdM3e8IcfrxWBxTborDECo9IuvWiKJKcxfkiOYVamaLNu/TcCoNAa/Fdnq/+fv7MT/uN0q/cfXaxV02J7+w0Wrccu7AZu2bzZo2oQNC5APhW3AM86AATN4R0827iZum5DVGIFjSbgiFz6dOCVhK88xTB5C+9iQNZNCYcsldRawzUIlKVlsePzbMlr74mcoNJffP6NtWjaU2uVErt7+gJ/hgb4alsaM+/hhfJnhTZq5E1et2nTT9bxpIHKdv9kO3fv9hf2u7bvsa5nnKeVcB9bMO8lW/jsm/bm6+/7Z2dff/19Er+oMO+hmgmwD8993oUXBIh/EV/wJN5wuEG4wSHDHxi0a0FUIoQRz1EtmOcjGzXEXMJzaRKdVecZMvaog3dLIf8BWM4FdsPEWc48RLH6PbH1AHv4weesr6JWeXm58VFQMJMqe+rJxRoj3/poUcpbTJYUe3bv8w+IBvS+wroXXGYtsop9L7ZF0172gVbHtUgcgkhUNKdMh5d7yfsvvvha6yn2m3AHmA4CRnsCzaQfbl6uUQCHsOVjiEqx+pocU0H6NJa/iUkrgoZoQBHGrznYYnSAfCDQZaAAiO8Na9ArRt4SmU0g/LenDbOT2w7S6naAvfb3d/WY54BTYVt++tlOylEeonFeeuH1qEfoy97vun9ssHvvfsbOHTLBmmnh16HdQFvp4By9VMrPrFzxiZUdLHOfg9Mdd820YAlJWmt4jIDQdahDIaRV+FKAwfnW3R2nMkPq7b/6ojFm5QN3D4ssPfNkD2DU3t/kKS9Ik9a1yu5nr7vNB5VGc/gMg68nMM8+RaOsTFpTt2wvKbFbbn7Q8jpfZK++/I4cMrlQMMW6ZdWqT+zk1gOtedPu9s8vv44APrSwcr9eTpZChPpi3VfWPL2Ha3nYEcCfAAY5GXkaViDa9CzOb7R8i0W8y6RcY9KOBwR8ihrQSUzT0T02RyoRK8/inAWab2iBti8sc+2Ccyba91q/7NJqOJiRYKksd4nzjQvq6w5dGfLixStr2iQLpsUrlIfmPGfFRSPso5UK+zSpaRZM45VFb1uj47tamyxl09t3+bO65arRt9prLy+rweyCYRNEI5YQwAgZPDzqHh/jGX8ADZfg3/dBp3jOYRFJHuMaowYgms5nIaiVGqAZIZ9RPQ5M/ieoogbzCYtczd99c4UYSTq/aivZsdMG9xsb2kqr3LZ1PrnNQPto9Vr5Gtod6igBbNOmrXbVlbdb/z6X2/x5zwpsthTUTsxu2VJiHdufLVry7cUXljqgVLjZqG/33Etszadfiowqe+iBp/yHrK7Vri0CwjWfnIsFMtoROVudWQahHP7qWe3a8V4prvSfbJbORBl++ud2pwMiggZJk9zngKjaqTPflISMtdCyMnpo9XqnS33qrfOsc6dzVcev4hgnGtc/MAo/q3v+2b/L4R79hRg5z/3KaAH81A4Dbc3H67RMKPeN7349rpQzLrBbbrpfmABmcOSAc0r7wbZy5Sf2w8bN1l5m54x7th7SCw8mmt+11wFJKkNwD0GrAr1t+dQsJh+AA6x5US9by4hpIBIhAcAg/n0MQNGRqMTmFoNrkpgmJE8IabbqAVPt3ZlHxPg4ypEg1Dee1WbYkLG2eMlyK9laEmWtQduCj6m2559fYk3Uv02LPvbd9z/KPKtsUL8x/nn7H8fMqNOeN5dVimC97OZJs2z0qJsDowhNtOIvkykGFgEwfIbimkQI1znkOcE6wKK1r64bRT/9owJm1NEH0dl/W+jxHQeF1gQ7DYgzKFoFCOQGgIaWhJ/t8Nx/Q0R/9U2N+jBmchy2GtiU+nxNcsszWYJ53HPXY77wG3v1VP/ebnDfa+QLCuyqK5J7PMqM/W1olaTcT23RiLCv43vRzlMkHECCPwkwJK66JxdTO/+ZQAQm7Vrzwo2f/vFaw6UqgBw9McOAbi4ajLUTkk5E965ZugdlH8wlASDUQ5Ce+WYzoEFY5PggQm2cWI1JXyLWSQrnS5eu8DyHnXwwwkz2aD3Upnk/rb6H21atqwrOHOl9xl55p8Pi2iUzQuM6KpwjjGRY5tp9JmcO0YCw/TmCc/MJtGENbM5RDw9ho8q9cwCFh652unYHq0E8zEUDuil5BNPgYtw9OhOISQfLgdFkAKNr1l3ukzxh5BkEBWL5wgC758Mdxm6pLPmppxZ7oufaI2b5IqrjiYMtK9FTa6XXrVVWH83Z3e6e8ZhAUbsoZ6pQ7nJi67NcQGnQCjiaO9CjuZNBQ3XkYv5rtoge2iAc/w0TAOnwH3KF3yDRMWokRjNd7dRQEyQYHM1wCVMfJguDBCAA0H/8FRETIhrjSut0TR/XNsZzsCGQ66CZDryIByy+5kQDiEZsWvHqA40uLhhpjRt0dSf+9VcbXVtI6ioPVti0qQ85PYwdkk/Nr7li0bysAQNI0BDawYtHXeh0bReA8KTn/luCGG8FXOoaFOYJ12zmyBbRHqJRonFXN43AHIPpIC9Q5Inpml/lO4C8ihEROLXwmwPlOmrD6xj+DIKHbSdKBCjjTkvNdRNlde4r3vq59s8vvnFHS/nyn9/632twQdBPbabdPk+gkdsQjSr9NwsZjYrDOICjOdNEr2uAQGB/KYbvAwD1R+hs5zq9uveEVfSE7QgiMksC8pj6aqAKMr5gdxAhKauTOyyvg1kmgrEAEM8BKAAHsEoAUVlfQ6nOJ8KcIIA+IQ1AeoBDZOArhk6/Ptf6977Wv3J64L4nrILsGF+jReT550+UxokutYWRk3P6+18owRft27vfbp78gMYKq2V8I9EQxhx8ByncU+9fdPAc7Rdfrgg6e16Dpngb1ek6x02J3yv5AEG13L+oUY3qoe7u7RksMh+YjkByM/B2ehZNzHihfyCO5MlXtbqumat+dzv/guutpGSHmwyM4i9wupjRK4ve0dhhPFS8RWYPW7qE1Xulbfxukw0ffJ00TcKgjY+psd2EdXjOpPmoI1rCFwJyWsP8HOFjSQRLG9xAoC+8om1AcofEqZQTAhQNkGTMw5jv8nFNR7XTZEQsUmkAw+zQFg/D0hz/xkZ1Lgn18fEcMN0zTtRn2JBrbPu2HR5uQ15CNCqz995ZLafbLySbmqtJak97YPbTqtOKee1X1qXTMGlcYATf529OEZZrseaSlgECjpaoCC+EaOgImhzxSn/R4q4k2ouCXv8hF/sx/rUUzhMt8LBF+MZHgLJUXh18w5g9U3eSsnuSPHfSkhoTiVH2Nwjb7ACidQFYXbsah/EwDaQEUanq3zK7tw07e6xNvn6OXXP5VDvzdxcH89PB1saJykKf+usr9vOW7bZw4RLLjmsegeLfHasNf58BoYToGmkrc4gW6uOiOSYawwu1AJKvDXXt+zLyQanqR2RyPoRB61YCJuX4wDwfOrsqQhTOVGcHTP4hM3ZGYDIpdU3mqTRAMpEGhpGw8GTRyRiAAUAClD9TQmLlE6P+GkfM8KPOoOq0AVhWvQiFuQBUzlmBIJM/gsNPaSJGQuKpfk6PxhANQQhoJ5oBPdIetEMC8l8AwyO+ztsiNKJW0CI0hvn5kT0C40OD4/hlVzI1Bi3MwReRDKR7HGkmjPtgDBye++SAogFR0+AgIVZnCMacNI7nL4RDMeU5jPdRf/kBZzAi1NUaoBmbOfTcM2rdM2YwdcZFu4MwoIVfrwEO7RGmg8M4qmeekJ+pLaD6s0ADc8Kj52BoN3y7Zhdaa9ZKKfiPqBETcc23s7U+BaKZNEioZkBWpCIKomGKtkwMA+HXcBCra4hyswp1/jNewGQsNIt+nGWa7qcYP5ojkxQB/0U9c+o5tPkyw8cEBEnZBYUWSfpqBzC+dgNcp09MA4Bo4po5eA7NfvjYCCL0CX/CAMJRu2Q4xXfIbiE+AAXRdNCzpMYwmbTMQ7wTGCTPF+T0pT5IFBOpIyVplu8IMh/3Xqf+0YFPYd4gWbWTSTtgYj7Bc7X3r7E0J5++e/4hejJd4oFeAPfUAmB0MA8gOE3Mo7b0QWDBWXPWfOpDFk6bnFYD7f8AKYQ8RB8+OYYAAAAASUVORK5CYII=" width="70" height="70" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Century Gothic'; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Clase 36</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">SOLUCIONES FINANCIERAS CCK, S.A. DE C.V.SOFOM, E.N.R </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Century Gothic'; font-size:8pt">Vigente</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Y los registros de obra ante el Instituto Nacional del Derecho de Autor son los siguientes:</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:454pt">
<tr style="height:8.3pt">
<td style="background-color:#1f4e78; border-left-color:#ffffff; border-left-style:solid; border-left-width:0.75pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:14.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; color:#ffffff">NO.</span>
</p>
</td>
<td style="background-color:#1f4e78; border-right-color:#ffffff; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:54.5pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; color:#ffffff">No. REGISTRO</span>
</p>
</td>
<td style="background-color:#1f4e78; border-right-color:#ffffff; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:63.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; color:#ffffff">DENOMINACIÓN</span>
</p>
</td>
<td style="background-color:#1f4e78; border-right-color:#ffffff; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:40.5pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; color:#ffffff">TITULAR</span>
</p>
</td>
<td style="background-color:#1f4e78; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:36.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; color:#ffffff">CLASE</span>
</p>
</td>
<td style="background-color:#1f4e78; border-left-color:#ffffff; border-left-style:solid; border-left-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.4pt; vertical-align:middle; width:63.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; color:#ffffff">FECHA DE PRESENTACIÓN</span>
</p>
</td>
<td style="background-color:#1f4e78; border-left-color:#ffffff; border-left-style:solid; border-left-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.4pt; vertical-align:middle; width:54.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; color:#ffffff">FECHA DE RENOVACIÓN</span>
</p>
</td>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; color:#ffffff">Observacion</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; color:#ffffff">es</span>
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<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:14.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">1</span>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">03-2014-121712521200-01</span>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">Punto de Venta Tiendas Extra V9.7.0.6</span>
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<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:40.5pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">TIENDAS EXTRA, S.A. DE C.V.</span>
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<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:36.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">INDAUTOR</span>
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<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:63.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">08/01/2015</span>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">-</span>
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<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:top; width:39.9pt">
<p style="margin:0pt; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">Registro de la OBRA, cuya rama se encuentra en el Programa de Computación</span>
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<tr style="height:19.85pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-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:middle; width:14.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">2</span>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">03-2016-082612193400-3</span>
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<td style="background-color:#ffffff; 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:middle; width:63.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">Punto de Venta Tiendas Extra V9.7.0.6</span>
</p>
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<td style="background-color:#ffffff; 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:middle; width:40.5pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">TIENDAS EXTRA, S.A. DE C.V.</span>
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<td style="background-color:#ffffff; 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:middle; width:36.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">INDAUTOR</span>
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<td style="background-color:#ffffff; 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:middle; width:63.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">08/01/2015</span>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">-</span>
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<td style="background-color:#ffffff; 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:39.9pt">
<p style="margin:0pt; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">Registro del Contrato que Confiere, Modifica, Transmite, Grava o Extingue Derechos Patrimoniales a Favor de Tiendas Extra</span>
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<tr style="height:11.85pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-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:middle; width:14.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">3</span>
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<td style="background-color:#ffffff; 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:middle; width:54.5pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">03-2018-081511405800-14</span>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">LOS AMIGOS BOTANEROS</span>
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<td style="background-color:#ffffff; 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:middle; width:40.5pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">ALIMENTOS CCK, S.A. DE C.V.</span>
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<td style="background-color:#ffffff; 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:middle; width:36.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">INDAUTOR</span>
</p>
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<td style="background-color:#ffffff; 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:middle; width:63.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">15/08/2018</span>
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<td style="background-color:#ffffff; 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:middle; width:54.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt">-</span>
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<p style="margin:0pt; line-height:107%; font-size:7pt">
<span style="font-family:Arial; font-size:7pt"> </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 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Licencias SAP</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">CCK implementó en 2008 el sistema SAP con la finalidad de administrar su base de datos a la par de las grandes cadenas comerciales. Dicho sistema es relevante en la empresa porque en él se lleva a cabo la configuración y administración de mercadería, información comercial, contable, financiera y administrativa que es requerida para la toma de decisiones requerida en el curso ordinario del negocio.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<img 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<span style="font-family:'Times New Roman'; font-size:12pt">Las tiendas de conveniencia cuentan con una amplia gama de clientes, ya que el mercado objetivo de las tiendas de conveniencia es muy general: personas de todas las edades, sexos y clase social.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#222222; background-color:#ffffff">Situación Corporativa y Bursátil</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222; background-color:#ffffff">CCK es una sociedad anónima de capital variable sujeta a la legislación aplicable a sociedades mercantiles en México. Dicha legislación incluye la Ley General de Sociedades Mercantiles, en cuanto a su organización y administración.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222; background-color:#ffffff">Por lo que respecta a la colocación de instrumentos inscritos en el RNV, al Emisor le aplica adicionalmente la Ley del Mercado de Valores, la Circular Única de Emisoras y la Circular Única de Auditores. Por lo anterior, como emisor de valores registrados en el RNV, la Compañía se encuentra sujeto a la inspección y vigilancia de la CNBV.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#222222; background-color:#ffffff">Ahora bien, para efectos de su operación, la operación de la Compañía se lleva a cabo mediante tiendas de conveniencia ubicadas en gran parte del país, por lo que está sujeto al cumplimiento de la legislación civil local. Asimismo, las tiendas de conveniencia que opera y administra el Emisor, funcionan las 24 (veinticuatro) horas del día, los 365 (trescientos sesenta y cinco) días del año (excepto por las tiendas ubicadas en las entidades federativas en las que su legislación no lo permite) y de los productos y/o mercaderías que comercializa al consumidor final se encuentran las bebidas alcohólicas de alta y baja graduación; en virtud de estas dos circunstancias y dependiendo de la ubicación de las tiendas de conveniencia, la Compañía debe de cumplir con el marco legal aplicable en cada localidad para efectos de operar de tal forma y vender dichas mercancías. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#222222; background-color:#ffffff">Situación Ambiental</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de la naturaleza de sus operaciones, la Compañía no está sujeto a normas de carácter ambiental.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los estados financieros consolidados por los años que term</span><span style="font-family:'Times New Roman'; font-size:12pt">inaron el 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">2</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">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> de la Compañía han sido preparados conforme a IFRS.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El esquema de operación de las tiendas de conveniencia de CCK es bajo un contrato de consignación por comisión mercantil con un comisionista</span><span style="font-family:'Times New Roman'; font-size:12pt"> firmado ante federatario</span><span style="font-family:'Times New Roman'; font-size:12pt">. El comisionista será el encargado de mantener el control de la tienda y a su vez, será responsable de contratar a la plantilla de la tienda. El equipo de trabajo debe estar conformado </span><span style="font-family:'Times New Roman'; font-size:12pt">dependiendo el modelo correspondiente a la tienda.</span><span style="font-family:'Times New Roman'; font-size:12pt"> El equipo podrá aumentar de acuerdo al nivel de venta que reporte la tienda.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las variaciones de cada periodo se encuentran fuertemente vinculadas a la apertura de nuevas tiendas y su maduración.</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">El siguiente cuadro describe la composición de comisionistas y</span><span style="font-family:'Times New Roman'; font-size:12pt"> plantilla para el cierre de 2018, 2019 , 2020,</span><span style="font-family:'Times New Roman'; font-size:12pt"> 20</span><span style="font-family:'Times New Roman'; font-size:12pt">21 , 2022</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">2023</span><span style="font-family:'Times New Roman'; font-size:12pt"> y 2024</span><span style="font-family:'Times New Roman'; font-size:12pt">:</span>
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<span style="font-family:Arial; font-size:8pt">Algunas operaciones de la compañía cuentan con actividades sindicales </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">- </span><span style="width:28.45pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Sindicato de Trabajadores de las Industrias en General y del Comercio de la República Mexicana (CROC). El tipo de relación con el sindicato es contractual/seguridad jurídica, apoyo y protección de los centros de trabajo y puntos operativos de venta a nivel nacional.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">-</span><span style="width:31.45pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Sindicato Revolucionario de Trabajadores y Empleados del Comercio en General y </span><span style="font-family:'Times New Roman'; font-size:12pt">Empleados </span><span style="font-family:'Times New Roman'; font-size:12pt">de la República Mexicana (CTC). El tipo de relación con el sindicato es</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">activa, está a cargo del CEDIS de México y se ha llevado de manera formal la Revisión Integral del Contrato Colectivo</span><span style="font-family:'Times New Roman'; font-size:12pt">, mismo que fue celebrado el 01 de marzo de 2024</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><span style="width:31.45pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">Sindicato de Trabajadores de la Industria Embotelladora de Aguas Gaseosas, Refrescos, Aguas Naturales, Cervezas y de las Bebidas envasadas en general, similares y Conexos de la República Mexicana C.T.M. (CTM). El tipo de relación con el sindicato es contractual/seguridad jurídica, apoyo y protección de los centros de trabajo y puntos operativos de venta a nivel nacional.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En CCK estamos comprometidos con el impacto que tienen nuestras acciones en el medio ambiente. La responsabilidad social se encuentra en el ADN de nuestros colaboradores y comisionistas. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Invitamos a nuestros clientes a llevar su propia bolsa de compras y a utilizar vasos reusables para la compra de café, señalando que todas las tiendas ofrecen la opción de adquirir una bolsa o un vaso reutilizables.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, ofrecemos la opción de enviar el ticket de compra por correo electrónico, previniendo impresiones innecesarias. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Reciclaje:</span><span style="font-family:'Times New Roman'; font-size:12pt"> Durante 2024, trabajamos en conjunto con nuestros proveedores para optimizar el embalaje de los productos comercializados, lo que permitió una reducción del 30% en residuos de cartón asociados a nuestras operaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En nuestros CEDIS, implementamos el modelo de economía circular CHEP, bajo el cual el 95% de las tarimas utilizadas son de reúso, operando bajo el esquema de "compartir y reutilizar". Este proceso cuenta con certificación de impacto ambiental, lo que refuerza nuestro compromiso con prácticas logísticas sostenibles.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Adicionalmente, en el CEDIS de Tlalnepantla contamos con un proveedor especializado y un programa de reciclaje activo, que asegura la correcta recolección, disposición y aprovechamiento de los materiales reciclables.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Como parte de nuestras acciones en favor del uso responsable de recursos, en 2024 utilizamos un total de 4,607,658.60 unidades de materiales renovables en nuestras operaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Energías limpias:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">En septiembre de 2019, a través de nuestras filiales, CCK se suscribió un contrato de suministro de energía por un plazo de 15 años con una subsidiaria de</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Sempra Infraestructura. La energía que consumirán la mayoría de nuestras tiendas provendrá de una planta solar ubicada en el Estado de Chihuahua. El proyecto tendrá una contratación anual de 90,000 MWh y una inversión aproximada de $100 millones de dólares, evitando la emisión de aproximadamente </span><span style="font-family:'Times New Roman'; font-size:12pt">~</span><span style="font-family:'Times New Roman'; font-size:12pt">68,040 tCO₂e a la atmósfera anualmente. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El plan original establecía que el contrato de suministro de energía eléctrica, entraría en operación durante el segundo semestre de 2020; sin embargo: (i) por la pandemia generada por el virus COVID-19, y (ii) por el silencio administrativo adoptado por: (a) Comisión Reguladora de Energía, (b) CFE Intermediación de Contratos Legados y (c) Centro Nacional de Control de Energía, a la solicitud de modificación al permiso para generar energía eléctrica E/1491/AUT/2015, CCK en conjunto con IEnova emprendieron acciones legales a través de la vía del juicio de amparo, lo anterior para lograr la puesta en marcha del contrato de suministro de energía eléctrica. </span>
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y+PPgDw98UfhF4x0bxz4G8UWcd7pOuaLc+amXRGn0/UrOVYr/Rdc06RjaaxoGr2tlrOjX8U+n6pY2l7BNAn+fH+1H+w7+0x+x7rp0v42fDnUtL0O4uBBonxD0FX8QfDbxGXuL+3tF0vxdYxfY7XUb5NOub2Lwz4gj0PxfBpzW99qHh6zt7q3aTd/Yq/br+N/7DvxFh8WfDTVf7X8Harcwj4g/CvW7u4Pg/xzpir5UjSRwl20bxTZQnzfD3i7Tom1DTbmGG2voNa8OXOseHNX/W/F7wD4V8Xctnx94YY/KFn+KpzxM5ZfiKDyXieas5xr1aLlSwWctvl+syVKNWqpUsxhGpfFUPyTwf8AH/ivwfzKnwD4m4DNpcO4WrHDKnmGHxEM74XUmlGWGpV4RrYzKkm5ywa5nTp/vsuqOKWGr/6JdFfO/wCyt+0l4L/a1+Bvgn47eAbHWNL8P+MbfUUbSNetlg1TR9Y0TVbzQtc0q4eGSW0vBY6tp15BDfWcslte26w3KeU0jwRfRFf5t5hgMblWPxuWZjhquDzDLsVXwWNwtaPLVw2KwtWVHEUKkU2lOlVhKErNq8XZtWb/ANMMtzLA5xl+BzXLMTTxmXZlhMPjsDi6LbpYnCYqlCvh69NtJuFWlOM43SaTs0mmkUUUVxnaFFFFABRRRQAUUUUAFFFFABRRRQB+Wf8AwWnwf+Caf7R2ccSfB089MD49fC4nqD+B656V/BYe/tkfgAeew6DgHrjn3/va/wCCz8Jn/wCCav7SKAH5U+Es3A6C3+OXwzuD+GIua/hz+Cfw/Hxa+Mvwl+FjS3MA+JfxN8BeAGns2gS6gTxl4q0rw689vJcxzW8c8Cak0sUlxDNBG6B5o2iVwf8ASf6HGNo5f4W8ZY7Ey5MNgOKcfjK838MKNDIMmrVZNtOyjCi5N2s7K6sj/M36ZmDq47xV4QwmHi54jHcKZdg6ULN81WtxBm9Gikkru9SrG/e25/oQ/sJ/DU/CL9jX9mX4f3GgXfhfVtE+DHgK58T6BqAuUv8AS/GuvaDaeIvHFvex3ZNxBef8Jfq2tvc2z7VtZne2ijihiSJPq/aPT19e/WmxIsUaRoMJGoRQOgCjaBxxxjGO2MU+v85s0zCtm+Z5jmuJfNiMyx2LzCvLV3rY3EVMRVd3rrOpLfXuf6Q5Pl1HJ8oyvKMOrYfK8uwOXUFZK1LA4alhqei0+ClHb5GD4m8L+G/GXh/WPC3i7w/ovinwzr1jcabrnh3xHpdlreg6zp10hS5sNV0jUoLmw1CyuEJSe1u7eWCVCVdCK/ED45f8ECP2V/if8RbLxt8PfFPjL4IaHqGvf2p448AeFYbDXPDOoafNLJcX9l4DOtv9p+Hl1e3EjuhLeKPC+kW5isNB8IaXY28UB/d2k/z07ele/wAKcecY8D16+J4T4hzLJJ4mnKniYYSt/s+IjKPKnXwlWNTC1akIt+xrTpSq0H71KUJanz/F3h/wXx3QoYfi7hzLs7jhakamGqYqk44mg4zjU5KOMoSpYulSqSivbUYV1SrR92rCS0OH+G3w68FfCPwN4W+Gnw58O6f4U8EeC9GtNC8N+H9LWRbTT9Ns1wih5pJrm6uZ5GkudQ1C+nudS1O/muNQ1K7ur25nuJO5r+Ib/g2r/wCC5v8AwUB/4Kaft0fFb4DftWeMfh34h+HnhL9k3x18XNGsvCXwx8O+C9Si8aaD8YPgR4N0+6n1TSFW5nsk0Px74iilsH/cSzzW1ww8y0ir1z4N/wDBZz9ubxp/wcxav/wTC13xb4El/ZPsvit8dvCcPh63+Heg23i4aN4C/Ze+IfxU8OxN40jT+12ng8X+HNMubm4J33VlHLYSfuJmr5arWrYirVr4irUr169SdatWrTlVrVq1STnVq1as251KlSblOc5NylKTcm2239ZQoUcLQo4bDUqdDD4elToUKFGEadKjRpQVOlSpU4KMKdOnCMYQhBKMYpRikkkf2O0V/nQfFz/g4n/4LVj/AIKj/tYfsMfsteGPh18ddY0T9qX9qf8AZ0/Z5+Ftt8GtL1HX7az8A/Erx34X8L+I9R1DS73SL7VH+Hvgnw3c+KtY1nxBrOmeFbBdEuPFnxAnn8IaTr9hd95/wTg/4OE/+CsHwh/4Ki+BP+Ce/wDwVg0iTxVd/Fb4z+CvgPrmgar8J/hr8Ofir8FfiD8X5/D+l/CTUdFk+GGmeCvCnij4d6rq/irwpqGqXmq2/iS61LwH4jHjTwl4m1aK003S9ezNT++n4oeN4Phn8NfiF8SLuwm1S0+H3gfxZ44utMt5Ut7jUrbwnoN/r09hbzyq8cE95FYPbxTSIyRSSK7qygivxo/4Iyf8Fx/hz/wWTuf2jLbwB8BfG3wTP7O0HwmuNWfxh4u0LxSPEo+K0nxISyXT10XTbD7CdI/4Vxdm6NyZvtP9qWwhEf2eUv8Aql+1d/ya1+0n/wBkA+Mfv/zTrxH3r/I//wCCQ3/Bav4hf8EhPAf7aej/AAn+Dej/ABC+Jf7VHhH4aaH4H+Iev+Mxo+kfBbxL8NLf4rRaX4rvfAjeC/EMXxOWW5+JqX0Wg3XiTwbZQT+H44r241W01Oa3tgD++n/gqH/wcy/sxf8ABN39qCx/ZH0v4L/Eb9p/4uWGiaPqHxDtfhr4j8M6NpXgLxD4qkifwn8OpJr2PWNV1zx9faTJb+INY0W30e0ttH0zX/CUNvqWr6vqmr6X4c4f/grn/wAHCnxj/wCCXPwz/Ye8Q+Iv2Go2+KH7VegeMPH/AI5+GPjv4wfY/wDhUPhzwVfeC1n+Htx4h8M+CtRtdZ+J2pab42sTr9zbwf8ACP8Aw71izewit/iLa3kN/F+Of/BqD/wSz8E/tM+KPGn/AAV5/ao8XaP8fPiJoXxo8UW3wj8P+JfFVt8RPEWh/Huzu7fxb46+Pfxvi1GTVtRf4trqfiPSPEvwwXxRf/2/YX+py/GO4spNYvfhn4qsvvH/AIO4v28viv8Asbad+wF4d8BfDv8AZt+Jmg/ErXf2iPGOs6N+0h+zz8Mv2gtK0fxf8JYvgdZ+CPFPhDTvibomu2fhTxDpdn8TfGFr/bOjw22pSW+oiE3Qij2MAfob/wAFGf8Ag4R+Fv8AwTv/AGd/2C/2ifFH7NPxW8eaP+3l8L7n4peF/Bv/AAkXhzwV4u+Gdjb+B/hJ44Ph7xza6jaaxbN4ghtfizZaZqNrp9w8Vhqui6jEZ54pIWH7WfsyfG3T/wBpf9m39n39o7SNCvfC+kftAfBD4UfG3SvDOpXcF/qPh3Tfit4D0Dx3Y6FqF9axw2t7faRba9Fp93d20UUFzPbyTQxpG6qP4OP+Dx7xVrHjv9m3/gjb458RSwz+IPGfgX47eK9dntrdLW3m1jxF4D/ZW1jU5Le1j/dW0D3t7O8NvGAkMbLGvyqK/SH9qr/guHH/AMEg/wDgjF/wSR0H4U+EPCPxN/ap+O/7B37K0/w+8NeNb27m8E+AvBHhP9n74Tx+JPiJ4/0Hw7q+j+LNWg1K+1O18MeBtCtdW8L2niDVF8T6wPExi8A6p4f1kA/sWor/ADR9c/4LX/8AB0V+yT4D+H/7bn7SngD+2P2U/ihcafP4U034t/s1/C/w98L7iy8UQG78NxX958KtO8C/GzwVFrdgTc+Cr7xz4tsF8Qx/Zbq0PiC3nVZ/7wP+CZn/AAUB+Gf/AAU2/Y3+FX7XPwy0i48Iw+NrfU9F8c/DjUNb03xFrPwv+JnhW+k0jxn4G1TVdMjtl1CC0vYota8K6xe6T4d1LxR4D1zwn4uvfC/hqTX/AOxLEA++KKKKAPFv2ifgT4J/aZ+C/j/4GfEQamvhL4haKNK1G50a7Flq2m3Nre2msaLrOmXDxXEAv9D13TdM1izivLa70+4ubGK31KxvrCW5s5/yq/Zl/wCCGvwF/Zx+N3gX42/8LT+Jfj7VPh1qR8QeG/D2rW3hzRtFbxHDDLFpeo6vJpmntqN7Bo88v9qWtha3enJNqlppz3091pcN5pOofoN+3Z+2Z8Mf+CfP7KnxX/bA+M2heO/Evwz+Dlv4RufFGh/DPS9A1nxzfx+M/H3hT4daWugab4p8T+DNBupYNb8X6bc3o1HxNpaR6ZDezQPcXUcFpceN/wDBMH/gp58BP+CsXwA8VftG/s6+Evi94N8EeEPi54g+DGp6X8adA8G+HPFU/ijw34P8B+Nb6/srHwN4++I2kSaDLpfxD0WC0up9ct9Qe/ttTim0uC3htbq9+xyLxA4z4ZyXN+Hch4hx2WZLnyqxzXL8P7H2WLWIwywle8p0p1aTrYZKjVlh6lKU6ajGTfLG3xWf+HPBPFGeZRxJn/D2CzPO8ilQllWYYh1/a4T6tivrmHShTrQo1Y0cVetTjXp1YxnKTS95p/o0owoHp659f8+v1NOoor44+1CkOccdfy/X/J9OaCcAn0BP6V/Lh4+/4O6P+CWvw0/aO8Z/s5eKPC/7VPmeAvjX4g+C/iP41aH4B+EHif4IRP4Y8c3XgjWfiZpWueHvjvqXjbxF8LoGsrnxPaat4f8Ah/qXibWPCqJeaN4S1DUrm10mcA/j8/Yy/aG8Sf8ABsn/AMFiP2mNN+O3wF8ffEjwxZeCPi5+z9pFqNQs/B3iXxT8IfEfxP8ABvjn4WfG7wZNf2N9oPiTTPF1l8KvDrfZRe2FpDba/rkE2oWuv+GrrQ2+z/8AghPqPxt/4KYf8HIXiz/gpb4V+EOpeEPg94W8WftE/GD4nXk0mpal4c+H2j/E74K/EL4MfDD4fyeNBpFromufEfUrjxt4ful0YDRb3XtH8O+O/F2l6TBpXh6+tbb/AEaviz8Bvgb8f9CtPDfx3+DXwp+Nfhuyufttl4f+LPw98JfEbQrS8zGwu7bSfGGkaxYQXOYYT58dukuYYiWzGmOv8FeA/A/w28NaZ4M+HXgzwp4B8H6Jbx2mjeFPBXh7SPC3hvSLSFEjitdL0LQrOx0vT7aKOOOOOC0tYokRERUCqAAD/NP/AOCXXP8AweI/HLuP+G4P+CrDA9cH+z/2oxkdskNjOM4OAea6X/grCSf+Dv8A/ZbUDp+15/wSw6Z/6D/wGJPoOoB47D1Of9ICx+Gnw50vxFJ4v0zwB4J07xZNc397N4osfCuhWniGW81QTjU7uTWrewj1KS51IXVyL+drky3n2if7Q8nmvuW/+G3w71XxDB4u1TwF4L1LxXa3Fjd23ie/8LaHeeIbe70sxHTLmDWbixk1GK404wQNYTR3KyWZhiNu0ZjQgA82/av/AOTW/wBpT/sgPxj/APVd+I6/z4P+DQf9kP8AZq/bM8F/8FVPhT+0z8GvAnxd8I614N/Zd8NRJ4r0GxvNe8N2fisftLW2sX3gbxUIl8S+BdflbTtKvLbxF4R1TR9astS0jSNRtL6K80yymh/0l7i2t7uCa1uoIbm2uIZLe4t7iNJoJ4JkMc0M0UgaOWKWNmSSN1ZXRmVgVJB5jwx4B8C+CDenwX4K8J+EDqX2b+0T4X8OaPoB1D7GZzZi+Ok2dp9rFqbq5NsLjzBAbifytvmybgD/AC9dKuv2xP8Ag0v/AOCp8lprEXij4ofsgfGgAzNaGGy8K/tQfs/adq11FYalapIG0LQP2ifgZea28txps0un6t4Y1jVJrEXn/CovjHaax4u+zf8Ag8S/aE+EH7VvwY/4I6/tE/ATxtpXxD+EXxa8Jfti+K/BfivR5C0N5Y3E37KtteafqFpJtvNF8SeHtWtdQ8OeLfDGrQ2mveFPFOk6x4a8QWGn63pOoWVv/VX+3N/wWI/Yc/Zg/by/Zw/4J1/tD/A34u/Ez4yftBzfB8/DXxHo/wAM/hB40+FXh2T49/FHVvhB4bl8Qav43+J2geKtHNt4j8Nz3fig6D4I1l4NBWzubA6xfM2lwfrrL8GvhDc6dp+k3Pwp+G0+l6XLe3Gm6XP4G8Lzafptxqf2Y6nNYWb6WbW0m1A2dp9ultoo3vDaWxnaTyItgB/n3/8AB3Zz+x9/wRCxz/xaH4tD/wAxf+yXXg3/AAXd/wCCeHxg+IH/AATK/wCCMX/BRP4ZeH/EXjjwT8M/+CXf7IvwG+PemaLpsmpf8K08OaV8JfDnj74ffEi7trC0uL1PC+qal438b+HfGmv37w6R4Zu7HwJE53eI7iWD/Si1/wCHfw/8V22mWfinwN4P8S2mixyRaNa+IPDOi6zbaTFMkEcsWmQajZXMdhHLHa2sciWqxK6W1ujArDGF6Sy03TtMsLPStNsLPT9L0+0g0+w02xtYbSwsrC1gW2tbG0s4Ejt7eztrdEggtoo0hhhRI40VFUAA/wAx/wD4Kdf8HQmqf8FN/wDgnfN+wt4c/ZFvfBfxf+OmofCXTfi/4ns/Fc/inw3NqHgPx/4S+IFpYfBbwpY6cniiW/8AGvj3wh4fisrHxPeajcaB4fudQ8Nxf8JfrF9ZeJrP+vD/AINpP2HPi/8AsHf8Etfh94F+O+iav4O+Kvxj+IHjL9obxN8OPEOmyaT4h+Gdr47sPDXh/wAK+EPEVlNczXdl4kbwb4K8PeJvEei6lZaJrPhPXfEeoeDtd0a11vw/qEtx+v3gn9k/9ln4Z+PNT+Kfw4/Zq+APw/8AidrbXTaz8R/BPwd+HnhXx5q7Xx3Xrap4v0Lw7YeIdQa8b5rprvUZjO3zSlzzXv8AQAV+O3/BaT/gr18M/wDgkH+zRpXxT1rw3ZfE/wCM/wAUPENz4M+BPwak8T2fhqXxZq+nWsV94q8X67c+Vf61bfD34e6fd6bL4n1LRdG1GWTxB4i8EeEZbjQpPGVtr+mfsTX8M3/B7l8Avil40+CX7DX7Q/hnwxd6v8LPgZ4y+PHgb4p69YQz3cnhLVPjfafBaf4dahrEFtDK1j4b1S9+FniTQJtfvnttMsvEuo+FdBkn/tLxRpME4B+Of7dX/BwF/wAFUP23f+CcPxh8DftT/sIeC/B/7In7UkHhLwX8OP2nPhn8G/2ivh14Hh+IPgL4xeGviHbWekfE74h+M/iR8MviQ05+D/jTwnqPg/RbvQdcg1KHVtaj1gL4L1XwzqX7Ff8ABsN+2B8IP2Cf+CBn7aH7Wnx2uNbi+Gnwd/bW+JesaxZ+GdNXVvE2v6nrXwb/AGSfCfhLwp4c0+a5sbObXfFvjDX9B8M6XLqeo6XollearDf6/q+j6Ja6hqln+fn7Vv8Awch/se/HX/ghrpX/AATt8Hfs9/Eo/tA6j+zl8DPgBrOk+MvCfhO5+Bng5/hHF4Eh1P4geHdc0Hx/b+Ib2fRLbwGviT4WxP4Q086D4sj8O3+v6fPpOg3dnqnz/wDsh/ssfF39qb/g09/bEsvg1c+ML3xF8Df+Cm+sftCa98PfB1vPd3XxU8B+B/2ff2fdB8a+GdVs4dRsftmkeD9E8ZXHxqaza21ma61P4U6XBpuj3Gsyadc2YB9p3X/B1l/wWr+I/hD4h/tMfAb/AIJp/Cub9jzwd4g1WDUfiHe/A79qr4t+GfAGmackF7eaR4+/aC8H/EXwF8OpNZ0HTbzTpNd1pvB/hKxszqOn3N9omnJqlhBN/YL/AMEj/wDgqZ8JP+Ctf7K9v+0T8OPDt98OvFHh/wAUX/w++L/wg1jWovEGq/Dfx7p9hputLZ2viBNL0EeK/Cmt6DrOk6v4Y8Xw6Do9tqsc2oabPp+na9oWv6Tpv+Xz+yB8Rv2Xbv8AY78ceBvj5/wVz/4KA/stXWgWfinQW/Y5+EPwp8e/Ev4TfF3wl43vdXOtaX4C/sn4/eB/hfGuu2WqajL8Q/D3xbsvhxoupXmrXottU8ULfXxh/uj/AODU79jv9mD4F/sq/F39pH9lX9qPxT+0b4L/AGqdU+Glh4p0Hxr8K9M+Ffi74H+PfgtZeOBr/wAO/Fel6X478d2134jVfihaXNzPb366XdaTFoev6De61ofiGw1AgH6wf8Fnv25LL/gnl/wTe/aX/aLtdetNF+JEPgu4+HPwKgfUNGtdX1T43/EwN4S8AzeH9M1m+sR4lufBVzf3fxR8RaHppu9VHgLwF4v1iCxuLfSLrZ/l4+EP+CR/j/xT/wAEUfiv/wAFZpH11ZvCP7T/AIP8DaH4Zu0FrpGqfs9WsOoeAfiL8U9PdbDUbzxNqFz8f/GXgDwPpyfatCsvDOnfD34qX+ptrcl5piaX/Qf/AMHjn7W3iH46/tP/ALKP/BMb4N3k/izUfAzaT8TfH3gnw1q9jqLa38ePjPMPBvwV8Eazo8Nx5ul+N/DfgO61DXdHt9SFrJceHPj1pd7EWtdQhlbyi0/4NOP+C6Fn8NP+FOWX7cv7NVl8H5LK6sZPhNbftQ/tbQfDg2OoajNrOoWEngWH9nlPCrW17rNzc6re239mmC61O4nvpVe6meUgH9Gf/BIn9vv9pH9qr/ggDoPxR/ZN0DwF8Sv21v2Uvh1qP7PkfgD4o2Hi248I+OfiJ+zvp3he90XwreXel6v4Iv8AVvFPxS/Z/v8AwPfaNrlj4ms/Dlj8UPGlra+I9a+w6L4hiTgP+CCf/BxVqP8AwU3v/wBpj4cftb+F/hF8Cfir8CvAs/x007U/Ai+LfD/w91H4D+H2stG+JOv+JLjx34m8Vr4e1H4Z+INQ0K71zULzxNZWeo6B4vs5bLSLdfCniDUbj8Af+DU745+MP2EP+Csf7T3/AATT+M7Wulap8Y/+E7+FWp2NjFNfWMX7Rn7I+reOL+3gs9WntIZLbQ77wVF8aIYbuRbCPXdQj8KQPDLdvplunxn/AMHQH7Hvh79gL/gqN4h+Iv7PHjPTPCOk/tmfDXxZ8XtT+G/gvV9R0vxX8P8AUPipaeKvhN8dtJ1GwGqX98/w8+O1zdeOtXs5Ek0zQdUTxb8R/hrpXhuw8NeDYFvwD+oT/gkV/wAF7f25v+Ctn/BRD4pfCD4W/AH4JeFf2EfhVe+PfG3iL4wa34C+Li/FTSvhNLrmraL8CvC2u6zZfFPWfhZpPxy+JTf2de3GhTwDTZNE8L/FXXfC9nrtt4JuLeTa/wCDez/gv1+1R/wVy/aN+OHwe+PXwn/Z/wDh94e+GPwTi+Jei6j8ItG+Iunazfaw/jrw34WNlqknjL4j+M7F9NFlrVxP5dpY2t0bmKBvtflLJFJ+hP8Awb5/8Ex0/wCCZH/BPrwN4R8ceHbXSf2lvje9r8ZP2kZ99peahpXirW7IL4S+F8moW0Tt9j+E/g+Ww8Oahp1vqWs6IvxBuPiH4i8PX82neJ0Zv4O/+CI37dfhD/ggZ/wUP/ap8M/t4/C74sWF9B8OvFH7P3jDSPhxouheIvE3hT4g+GfiH4W8Q2d22ma94k8KWGteDNd0/QtRl0vxLo2r3cOo22oeG9Z0mDUdA1eTU7UA/qs/Zx/4OA/2rPjJ/wAF+vEX/BJ7xB8Jf2fNN+BekfHn9qb4VwePtG0b4kRfFmTQvgV8Mfi9438NX0uo3vxJvvB51bVtS+Huk2uuSJ4Ojs5LG71FdPs9PuJLee2+W/8Agol/wdT/ALSfhv8Abb179iv/AIJTfst+C/2lPEPw98Y+Kvhxr3iHxd4J+Lfxj1/4vfEDwmrp4o0j4LfDL4MeKfAuvyeHfBd7ovie1m8Wyan4wh8c2lnJr+gaZo3hrT7XWvEv5U/8EJLrxd/wUD/4OY/iN+3p8JvAmvaP8FdB+Iv7Xf7SPjKbxQgivPBvgf44eCPiv8MfhroGtX2krqXh/wD4T/Wtb+J2hTHwzBrLLdabofjfUdGvtWsfCl7Mfkz/AIJpftRaT/wb3/8ABZ39pGL9uT4TePvEtpoHh741fs6+JdR8D6KsnifR08QfELwb448G/HD4faJ8RIfBU3jLwX480rwJpj6Jfyah4RvdX+G/xIPjHS5NSNvF4W14Ar/GX9vn49f8FCf+C7P/AATE+JH7Un7PE/7Mn7Q/wn+Of7DvwG+LHwyn0nxl4W8rxL4X/ayuPG6a3H4E+IdsnjfwBHqGj/EbS7f/AIRPxLqniLUbSTT5dQGu3Vrqtvb2f9ZX/BeP/g5T1D/gmb8ZtJ/ZC/ZP+FvgL40ftNW+i6B4p+KGtfEy513Uvh18K7bxXb22peD/AAJL4O8Ea/4Y8X+KfiH4o8PXdt4suYH8UeFNM8M+GdZ8F3tsfGVz4rvLHwr/AC2/tZ/8FJvgz/wVN/4OH/8Agnr+0d8Bfhl4g+HPw50H9oX9hD4SabeeNNN0HSPHnxHu/Cf7SWm67e+PvGOleHdR1vT7C/ZvFqeDdGgbxDrl8fB/g3wzNe3WnzSt4e0X3f8A4Li3Xjb/AIJ3f8HL/g/9vX4y/CHW/GfwP1z4n/sw/tE/DieZba/tviL4P+EXw5+E/gHx/a+EtSj1Kx0uy+IXw38X+DNWbQPDmv6jp93ot3B8OfEXiDTj4Q8VaFe60AfR3xh/4O2/+Cvf7NOn+H/h9+0t/wAE7PhD8CfjtqUt14vitfjF8Hv2nPhLZeJfhXqI/sbw9faF8MPHvxG0jxhaz2firw/4tt7vxsni7XvDfiXJ0Ow0Dw1qHhHU73xH/eN+xZ8afEn7SX7HX7J37RXjHTdE0bxb8fP2afgR8avFGj+Gor+Dw7pPiL4p/Czwp451vTNAg1S/1XU4dFsNU126tdKi1HU9Svo7CK3W8v7y4ElxJ/mbf8HJP/Ba79l7/grgn7Juh/syfD34taDpPwDPxc1XxP4r+L/h7wv4Z1S91L4oRfDy2tPD3h3TPDXjHxlmwsofAUl3rV9f3lp9rvZNMhsLeSKwmubn/Ro/4JTf8ouv+CbY7j9gb9jwH2/4x4+HVAH3zRRRQAVzHjTwV4N+JHhLxH4B+InhLwz488CeMdG1Dw54u8FeM9B0rxR4S8VeHtWtpLLVdB8SeHNctL7R9c0bU7OaW01DS9Ts7qyvLaSSC4gkidlPT0UAfnn4H/4JKf8ABMH4cXvjXUPBn7AP7I2jXHxCttU0/wAWAfAb4c39tf6Lrmn2mla14ZtLLVNAvbPRPCGrWVlBHqPg/QoNN8L3kpuLqfSHury8mn+qPgh+zt8Af2Z/CV/4C/Zz+CXwm+AvgfVfEN34t1Pwd8G/h34S+GnhfUPFOoafpWkX3iS90DwbpGjaVc67eaVoWiabdarNaPfXFjpGmWss7wWNskfslFAH5zeM/wDgkJ/wS1+IXj5fif4x/wCCff7I2ueN31PXda1LWLj4FfD+GDxJrXiWaa61zWfGeiWmiW+geONX1C8uJ7+XU/GGl65fJqM82owzxXsjzn7p8A/D3wF8KfB3h74d/C/wT4S+HHw/8I6dFo/hTwN4D8OaP4Q8H+GNIgLGDSvD3hnw/Z6foujadCWdorLTrK2to2d2WMFmJ7CigD5X8RfsM/sWeL/jTb/tI+Lf2SP2avFH7Q1p4h8LeLbT46+Ifgf8NNa+MFt4p8D2+kWfgvxHb/EnUfDNx4wh1zwjZ+H9BtPDOqxawt9oVtomkwaXPaxafarF9T44xyemSepxjrjHXHPY+mKWigD4h+Jf7Fv7Buh+L/E37XXir9iT4A+MPjX4JvJvjVc/FHw7+y74K+IX7RGpeMfAFvH4m0zxD4P1HQPBOrfFLxT8Uba40CxbwZD4clv/ABhqGv22kWGgRzao9jEf4sv+Cc3/AAT4/bn/AOCpf/Bcvx3/AMFG/wDgpZ+zD8d/gL8HfhT4pj+Nng3wL8e/hV4o8A6XrGoeF9Qi0L9mD4EeE4vEtj4EGs6P8L9N0zTvG3jXxBo/hzXdN8RX/wAP5LT4iab/AGr8ZJdZuP8AQrqvP9+1/wCvg/8ApPPQBYx/n/P+ccdK+MP2kP8AgnR+wf8Atfas3iT9pr9kX9n/AONHi9tN0rRV8eeNvhj4X1D4iw6Jol/LqelaFa/ESPT4PG9podne3F3NHo1tr8WmsL/UoZLV7fUr6K4+z6KAPEvgZ+zT+zr+zD4Zv/Bn7N/wI+D/AMAvCWraqde1jw38G/hv4P8Ahrous681laaa+uazp/g/R9HttX1p9OsLKwfVtRjudQeys7W1e4MNtCieXftMfsAfsTftkzafe/tS/ss/BD456zo9haaTovij4gfD7w/rHjTQ9Gs9YXXo9E0PxubOLxfo2iS6r5t1faNpmt2ul6kLvULfULS5ttRv4bj6+ooA+MNP/wCCcX/BPnSdZ+GXiLSv2G/2RNM1/wCCw0tfg9rWnfs5fCCy1X4VjQ/GesfEfRx8OtQtvCEV34LOmfEPxF4g8d2R8OS6a1v4x1zWPEsZGs6ne3k3rfx9/Zh/Z0/ap8HQ/D79pX4G/Cr48eC7S9fVNO8O/FnwJ4b8d6do2sPYXmljXvD8XiPTtQbw94ii07Ub+ytvEOiNYa1aW95cR2t/CJXz7pRQB+e2k/8ABJb/AIJeaL4N0j4f2f8AwTz/AGMp/COh3IvtP0jWf2b/AIS+Ix/an2C10uTWr6+8Q+FdU1LV9euNPsbS0vNd1a8vtXvooIxeXs5Ga+6PCPhLwt4A8K+GfAngXw3oXg3wT4L8P6L4T8H+EPC+k2GgeGfCvhbw5ptto3h7w34c0LSoLXTNF0HQtIsrPS9I0nTrW3sdO0+1t7O0ght4Y416GigAooooA//Z" width="157" height="105" alt="Un Kilo de Ayuda" style="margin:0pt 9pt; -aw-left-pos:320.55pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:2.25pt; -aw-wrap-type:square; float:right" /><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">Un Kilo de Ayuda:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Durante 2024, gracias al redondeo de nuestros clientes, se logró la recaudación de $580,199.85 pesos para la campaña Kilo de Ayuda, mediante la cual se beneficiaron a 96 niñas y niños en condiciones de vulnerabilidad para mejorar su nutrición y disminuir los niveles de anemia que éstos presentan.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline"> Banco de Tapitas: </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 2024 logramos recolectar 6.8 toneladas de tapitas de plástico, las cuales fueron recicladas para generar recursos económicos destinados al apoyo de niños con diagnóstico de cáncer. Con este donativo logramos:</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:108%; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">11 pelucas oncológicas entregadas</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">86 pacientes beneficiados directamente en CDMX y Querétaro</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">150 personas beneficiadas de manera indirecta</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">102 latas de Pediasure donadas</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">4,526 litros de agua preservados gracias al reciclaje</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">157 medicamentos entregados para tratamientos médicos y oncológicos</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">30 traslados de pacientes desde Querétaro a Ciudad de México, incluyendo hospedaje y alimentos a través de Casa Tapitas CDMX</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">200 despensas completas y productos de higiene distribuidos a familias en situación vulnerable</span>
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</ul>
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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"> </span>
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<img 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" width="187" height="112" alt="Imagen que contiene Diagrama

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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">Campaña para la detección temprana del Cáncer de mama</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span><span style="font-family:'Times New Roman'; font-size:12pt">En el mes de octubre se llevaron a cabo 16 mastografías totalmente gratuitas a colaboradoras. </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 todas estas iniciativas, hemos reafirmado nuestro compromiso con la comunidad y el medio ambiente, y reconocemos que aún hay mucho por hacer. Por ello, durante 2023 realizamos nuestro primer Estudio de Materialidad de la mano de Social Value Institute, consultora especializada en estrategias de sustentabilidad, y en 2024 continuamos trabajando bajo los mismos estándares, metodología y enfoque estratégico.</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 estudio de materialidad se identificaron como </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">stakeholders</span><span style="font-family:'Times New Roman'; font-size:12pt"> de CCK a los siguientes: </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Internos:</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:108%; 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">Colaboradores</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:108%; 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">Comisionistas</span>
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<p style="margin:0pt 0pt 8pt 36pt; text-indent:-18pt; text-align:justify; line-height:108%; 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">Consejo Administrativo</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Externos:</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:108%; 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">Accionistas</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:108%; 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">Clientes</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:108%; 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">Comunidad</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:108%; 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">Instituciones financieras</span>
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<p style="margin:0pt 0pt 8pt 36pt; text-indent:-18pt; text-align:justify; line-height:108%; 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">Proveedores</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">Y se realizaron 25 entrevistas y se resolvieron 2,626 encuestas; con base en la información recopilada, se logró: (i) identificar los temas ambientales sociales y de gobernanza (ESG) en los que grupo CCK tiene mayor impacto; (ii) priorizar cada uno de los temas materiales identificados, con base en la importancia asignada por los stakeholders y (iii) </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">mapear</span><span style="font-family:'Times New Roman'; font-size:12pt"> los temas materiales con base en los estándares internacionales de Corporate Sustainability Assessment (CSA) de S&P Global, el Global Reporting Initiative (GRI), y el Materiality Map del Sustainability Accounting Standards Board (SASB); bajo dos ejes: (a) la relevancia para los stakeholders y (b) relevancia para el negocio de CCK; obteniendo con todo ello la </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">“Matriz de Materialidad”:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<img 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" width="478" height="359" alt="Captura de pantalla de computadora

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
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<img 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" width="368" height="264" alt="Interfaz de usuario gráfica, Texto, Aplicación

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
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<span style="font-family:'Times New Roman'; font-size:12pt">Dentro de este estudio de materialidad, se identificaron 11 temas prioritarios que afectan nuestro modelo de negocio, las cuales hemos dividimos en 3 pilares:</span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt">Como parte del fortalecimiento de nuestra estrategia ESG, en 2024 emitimos políticas clave alineadas con los temas materiales y nuestro propósito de sostenibilidad: </span>
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<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">Política Ambiental.</span>
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<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">Política de Sustentabilidad.</span>
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<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">Política de Abastecimiento Sostenible</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<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">Política de Salud y seguridad en el Trabajo</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<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">Política de Diversidad, Equidad e Inclusión.</span>
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<span style="font-family:'Times New Roman'; font-size:18pt; font-weight:bold">Medición base cero.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2023 establecimos nuestra línea base de indicadores ESG, reconociendo que lo que no se mide, no se puede mejorar. Ese fue nuestro punto de partida para comenzar con una medición sistemática y alineada a estándares internacionales.</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 ello, adoptamos los siguientes marcos de referencia:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Global Reporting Initiative (GRI)</span><span style="font-family:'Times New Roman'; font-size:12pt"> define los estándares más utilizados a nivel mundial, dentro de los cuales cuenta con lineamientos y prácticas globales para que las </span><span style="font-family:'Times New Roman'; font-size:12pt">mando </span><span style="font-family:'Times New Roman'; font-size:12pt">e</span><span style="font-family:'Times New Roman'; font-size:12pt">organizaciones</span><span style="font-family:'Times New Roman'; font-size:12pt"> puedan comunicar y mostrar la responsabilidad de gestionar los impactos en el medio ambiente, la economía y las personas, facilitando el diálogo y la transparencia entre las organizaciones y sus grupos de interés. </span>
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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; font-style:italic">Sustainability Accounting Standards Board (SASB</span><span style="font-family:'Times New Roman'; font-size:12pt">) los estándares SASB se utilizan como guía en la difusión de información sobre los temas materiales de sostenibilidad por parte de las empresas a sus inversores; a través de los indicadores SASB se proporciona información relevante sobre aspectos de medioambiente, sociales y de gobernanza que puedan tener un impacto en el rendimiento financiero. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Corporate Sustainability Assessment (CSA)</span><span style="font-family:'Times New Roman'; font-size:12pt"> se basa en estándares internacionales reconocidos, como los Principios para la Inversión Responsable de las Naciones Unidas y las Directrices de la Organización para la Cooperación y el Desarrollo Económico (“OCDE”) esto asegura que la evaluación de los indicadores clave de desempeño ESG sea consistente y comparable entre empresas y sectores. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante 2024, continuamos trabajando con esta misma estructura de medición, fortaleciendo los procesos de recopilación de datos y ampliando el análisis sobre cada uno de los temas materiales identificado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al cierre del 2024, el avance en el reporte de nuestros indicadores clave de desempeño ESG, fue el siguiente: </span>
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" width="91" height="84" alt="Logotipo, nombre de la empresa

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline">Sustainability</span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline">Accounting</span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline">Standards</span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline">Board</span>
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<img 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" width="589" height="245" alt="Gráfico, Gráfico circular

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
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<img 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" width="55" height="61" alt="Un dibujo de una cara feliz

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline">Global Reporting Initiative</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span>
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width="589" height="247" alt="Gráfico, Gráfico circular

El contenido generado por IA puede ser incorrecto." 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">
<br style="page-break-before:always; clear:both" />
</p>
<p style="margin:0pt; text-align:justify">
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El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline">Corporate</span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline">Sustainability</span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline">Assessment</span><span style="font-family:'Times New Roman'; font-size:14pt; text-decoration:underline"> (CSA)</span>
</p>
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<img 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6zb8DefzsXL73+Eko7Rx4gRaRrJq6+/RbbPDShsEgB6qzS98vq7SK0WsdO3Z/uz0y3+Yi1Ok/nu37Eer5PXR9xj4XOMHE/Iv28V9rHTmnry2CuqTyJNX+1zBXPEVHXlsSdVH68/DDXZ3Qu548zpG2nsvGHWozwrERfOnMKebRsxl7kq/M4nqOmV4/rBley0HxHRc/eLgkA2er+1VxgxOnny5Jh9YVTzHDftKFQqNQRCEQ3NjIhGY60wH8V0SJPZqMTOz//IHkwezrJ1JzBMjvs6hRBhN65i/dfL2Evv3+w4j2HZg9IkxrfvvY43F69C15C1Mr0bepGdx4PS9O7CZWhljotEmo58bz1QlveLcXH7crz69ofYe/wsXJzP4YPXrdLUVZ6A98g8VuxxZud5j1HSJMG2LxYSaVqAqgFrJTXUlW+Vpg2n7kvTnLWwXliSYsuSebzSlORu7R9xNcZagWlELVix4HWrNBmHsGflx6TCeh3rtu7B3r17rTl5Cf2y0fMZkabPNx5HaVkZahqa2SsOLJw0zV26FgNWD0JRmAM7/eLPv7s/3737EJuZj/2rluK1t95DSZ9VCDu4SvVhaWp7hDQ53MplP9uY5s1+dvelCPb1w9JUluCO14ksf71+B1zcPLB6OfmNiDT1KrRQCDtw0+UiVi1fxH5m2wV/GB/v/dMGc9acnp6O1NTUR6agoOCprjSt2HoJTAk/SEc104l7Nz76gBGZdxGSVU/+OlqaTBoZDq5djNfenY+jZy/C+cJRvP3q46Vp07kA9vWD0sR8f2dtPs4f3YuPPmS+8x0EZtSy041QleRNhPsl7HKOYl+bNUPYtnIOmSeRJv0wzm5awc5/zeYHtuGjZ9DCXC5+gBFpWvrtLuQXl6GqrhEKdhsjcNLENMNzzoRmbtua/8lK7Lm3De9FcEo+3PavZd+LKR9kpzV05vBKE9M8N540fX3Ig/2seqAUfyTzWryOX5qackLwzquv4vPvNuOKqyc2fb3wnjSph/oR7HkZa79cSj7zMtYevAq1if2Y3cM0xz28LzBNdo+UJmbMG77+HjQ0zyPMcAKPYzqkSVJ/G2+QA9jcpd/gylUXuLgwccInH7yJV9/7GCXtQ2ioLoN8WAVJVzGWvP06Fny5CaLBB6XJgrM/ksr0lXfgFp0H2WAn9q9mDkyPl6bSnk6snvsS3l++Hl2DCmSEOLHLw0iTRtyKbxe/Sw7OC5FQ2AC1Son6ptaHmufMCL6wFS+/8gbO3UzGsGoYEVcPsP0Zzvhl3G+em4A0Nd/xZSXji42nMDAkR3qQI9681zxnQsDZzXj51Tfg4J8KuVIN+WAf6lrGXuIfkSamT9Po6wCEe9L0wz1p6qtJJaL4Mj5ZvQ8dAnJwJ+vQUFZNqg8Tbp74ES+9/BpOecVDLh+E485v2Xkz0mQyqHFiA3MF6HWE5rZA0JiHT+e8PWFpSvVh+oS8jEOusdDqDAi8uAUvvfY+wnPqIWgtw/I5r1uvNEmHUVdThWGyzh0VCWyltXzLWehmUIXD3GnKXCVlmiEeFaaJjOnjMVFGpGnesjW44esLX5LAiDj093Shob2P3SZjXI/gFVKODqHZzCew6r038NqcZShrE0EhasUXf3wJc77Zg6FhBWLcjrFXgkakKW2keck1DmryG/TV3sb75P35X++GSK5AhMshVoIYaZJL+sh39rDfGe9xnPz9ZZwPzGDnM4K8KYPtYzTvs01o7B9CVWYwu21Zm+eMSHA7zG4TR12jIR1WY1g6iKoGsk89xIg0MX2aNA//zjzSJO8uxrw3X8GCLzahoUdC6lsVmsqroTCbccf3JCkfph+eB4bkcoRyTZIj0uS8h2lyfg3uCaUQd1bhm4/IicAEpak4ynqVdvNZP7IN6xHvdZQch96EV3wJhvqa8O1H79yTproq63FssCMXc0kZL/5+D6Qz64LplCGTycbsC4/t00SliWYmZaZI0y0HpkPwyzjunTqqgvc5aT07PO13Bw5bl+KVV8iB9+VXMGfhJ/CKyYf5oT5NPdUZWLlkLtv08PYfF+KH76x9b07euP1IaaoYGELAxe3sgf7V19/B9+vX4h3yOUaaGBoL4vDVp4vYDqAvv/IKlu28PKZPk0ExgBM71+A9sjzMd7793ofYfuI6JOSoqn0CaTIbFLiy/0eyLK/iFXLQ/uyrb/HHt+/3adIOdWD/j1+x7zPf8+bb7+FC4B3rhx/gSaWJaVKI83HAwg/fYyu0V159DUs+34kh8pa0qxLrv2Q6176EN975I35c9x07700nfYlSWVCR6of5TAf4V17FJ19/h08/JBXOBKVJ2JiLLxZ/wP6N6Qhelxtj7QRPfuePPluN5YuIgBFp6hqUYPdKsmwvM7/Bq1iw9CvE5DaMXbfnCNNs9nDzA182btyIgYEB7lOPh69P01sffYWSnFTMe/8N9vVrb7yNFWv3oFmkZD8T5rz33jbin9GA60fW483XXsHrb/0Rq9d+hzfI30ekSdZeiE/nvc/+Tgs3nIVJI8W5Xd/h9Vdfxhtvv4+1a8j0RNwZaRI2ZmHhH0e+8y18sXonmgTW77yPESGXD+B9cnLD3qzw2Tdku2I6p1v7NOkV/Tizew3eedM6vMjrb76Dg9ejuc/e50mlCRYTMsNdsXjeH9lt9eVXXsPchevQbzCRE5cuHN74lfVGkjfewaYN69j1/ezHk1CSebcURGMx2faZ5V38+Up88dG8CUuTrLsK3y2bz86P6QheX5aBT+aT8iTzmvfJt/hyKdkfOGk6sXYOe6WceW/u4s8QkFLGNvnZO4wYnT59esy+8NjmOSpNNDMpM0WaelrrUFlZBeFD7ftyUS/5eyVaOgcwJOxBdXUVKquq0SuUWScwaVFP/lbb2AI9d1BViPtRXcV8ph8JntamLvf4GlYKmutrUF3XAA3bSmVBV3MNmX8dlAYjTAYNWsj7NfWtGB6WoZZ8b3PX/YpNJR9EDfmuqupq9Inl5Lt1aGLmV9sIHXfUMxu1aG+uty5zR++9piPmVufmukpU1rYQyWAwoq2+FlW19VDrxx4yTXrrslTX1ENGyq2hthLVDe33Dq4mvYqsSy37PY0tHdCMrPwD6JUS63J0Cbi/PIBRg/raatTWk3Ib9fVmCHvaUUU+V11TB6F0mPs7oCHrz5RrQ2s3ymJd2HI95n3bKi2ksurrbCFlUwOxYhidjaQMqmshJwUtI78bsxy9g9bfXyMTsK87+sTsawbJQKd1Xdp62LsJhT2t7O8skirRyfxGNU3QGU0Q9XaQg2wl+Z5aCIcerqifP08yThNTF0wUg1qGGrLeTBmNpLquCWqNBu0tDezr2oYWdoiHEczc9sy8J1LoYNQq0Uh+8/rmTihkYlSTv7f3WZuqGEZ+g7pW61VLvVqO+poqNLR0QimTsL99Y1sfTGQb72hp5L6zmXwnfzOjxWxAZwvZDqrINiEbRltjNflMA0buV7CQ+bQ2Mvt9JXvlVj3SdPwAZq2cfb+xrRfmh+3YYkB7Ux27zalGLYIF4oEudv2Y7aRfzB0rCAaNAnXM8aKhFf1lcazkrD3kCfbjFuu2z2x3QqmCHJOYdayCRGmAbti6/k2d1n3JrFeihlnulq57yyUjxypmv6lv6oCR/E3S38HOa0AybD2+VdezzeMSZtmIKDDv9YvHPybaI8w4TQ/vC6PGaeKmGwWVJpqZlJkiTZOFuKsRDUSWmFu/G4pv47MF7+DVPy5Du2ysVFAmjlzQidrmLrZcuxtLsHbZh3jtvcXIbRo5xadQZjY6Iv0V5CRFMayEsLsR+9cvx8uvv4fQ7EZuCsrzYGRUcCpNNDYRe5Om+ts38PYb1kv+7J02X/+A5OIW7l3K09JbnoJ5zB1ApFyZJsOPP1uJkLQy7qoZhTLzGe6pxIpF1jHUmGa7eR99gqvBadA/fAWLMq1QaaKxqdibNDFNEK1NDaiprkZ9YwsU6ofvNaI8DWaDFp2tTagm5VpX34ih4cdvNxTKTIJpLuzramWPDbW1DRBIZlfT2EyFShONTcXepIlCoVAotgOVJhqbCpUmCoVCoTwvqDTR2FSoNFEoFArleUGlicamQqWJQqFQKM8LKk00NhUqTRQKhUJ5XsxqacqK9sGWLZuxmcuR045IL6iCiGdampkRKk0UCoVCeV7MammK8z6DufM/wpEzl3D1ihPWfv0pFixdiYyKVm4aEbo721FXV4vG5hb0C4T3PisSCtDa3ITaujq0tXfdE63ujja0trVDKLK+Fg70obWlBd29AxAJBtDW2oLO7l50tbeS+dajvbOHnU7Q14PGhvox38OkhyxDPfmehsZm9A2MvCdCR1sL2jq60Nvdifr6OjS3dtz7XnsNlSYKhUKhPC+oNH20DKklLezr6qxQLJwzB5dDszAoEiA90gerPl+KOeRvcxcswvajl9DU2Y9BYR98Lx/DxwvnYd78+Vi87GsEJuWx87i05xt8umoD6jqt31GdG4Wl5PPOodlor8rBV0vn4Lsft2Dl8o/Z+X761VoER0bj+M51mDt3DuYt+Aj7znugR8B8XoT8xEB8t+ITdto58xZg68FzqGrphrC/F9tXzsHn36zF+u++ZN9f8PFyOAcl2vWVMipNFAqFQnleUGki0pSYV4e+vm5Ee57F3DkL4He7DK0Vd/DVxwuwfv9FFJWWITnMA59+tABHXMLRXZWJz8h7Bxx9UFFejKNbVmHV5kNo7ZuYNH28Yg0iku7gdmwIViyZi/lEyA46eCH3bhYuHNhIlmE+QjNr0V2bj28/+whrdp5EbmEJ0mOD8dniudh74SZZXqs0zftoOW5GpqIg5zZ2rPkcCz/5GsWtgjHrai+h0kShUCiU5wWVprlzsfjjJVi0aCEWfrQEBy94oatPiIzgS5gzZx4OnHOCu6c73D1csGr5Ynz5wyG0tFVh0zfLseTzVXBwdkN6ThE6unvZKzwTkab9l4PvLYPb8Q2Y8+n3KGvsYl83FCTi00Vz4BSUgdxYDywgy7f7+EVuGdzww8olWPz9LjS3d7HS9O3209xVqUEk+ztg3oLFiMlrujd/ewuVJgqFQqE8L6g0LVoK//A4bP3uM3z67TbUMs1v5L3bfheINC3AnmOn4ejgeC+uXiHoFg6itbYUfh5XsXPrBixeuAC7z3iih/z98r5vsfTr9ahpt/Y9qsqJwJKHpOnwtbB7y+B1egvmfLYWVc3Wvk2tpen4bLFVmrIjr2M+kabtB06NWgYn90B0dnaz0rR693n0ku9llzn4slWachvvzd/eQqWJQqFQKM8LKk1cn6aiOC/MmTcf57xiISTv1eXFYOn8uTjqEgaBaBA1d+OxbctGXPKLR0NhCrZu3gCvyEwIBX24dnQDPv7yB1S2ChDouAdzF34C/4Q8CPt74Ou4H3OfUppaSlLJvxdg/8Wb6BUMorn8DnZsXI9z7rfQzzXPUWkaC5UmCoVCoUwFVJpGOoKL+nB6y0os/HQVsqvb2M7ewS6nsOSjhViwaCHmz5+PL9duR2lDNwb72+FwcDMWLlyAxR8v5vok+aCPyFVbVTZWr1iKefPmYcHCRfhq1dds5/KnkabBQSFZxgtYupgsA/kudhm+24zsypZ7HcGpNI2FShOFQqFQpoJZLU3NNaW4nZaB1i5rk1xrXRlSU1NRUU+kiZlGJEB54V0kxMcjKTUdLV199z4rHOhGTsZtxJP3bmfmEXER3XuvtaESKYkJSEnLRFNzA+6QeVY2tGOgpwNZd1JRXHVfampK85CacRc9/dbmvIHuNmSkM8vQzk0jQlUxWYYEsgwpt9HY3sv+XSQSIj8rFTkFZfeGGWitryDrk46mjvvLaW+h0kShUCiU58WsliYa2wuVJgqFQqE8L6g00dhUqDRRKBQK5XlBpYnGpkKliUKhUCjPCypNNDYVKk0UCoVCeV5QaaKxqVBpsm8sFgsMBgNUKhXkcjkkEgkEAgG6u7vR0NCA1tZW9n0KZbZiJvuIjlTaKrIfyLU6iNUaDChVaJfKIVKp2WlMOh2ERUUQlZRA2tgIRUcHlH190JBjqE4mY9+nPB1UmmhsKlSa7AdGkIaGhlBXV8fetXr9+nXs378fW7duxQ8//ICvv/4ay5cvx0cffYQPP/wQH3zwATuUR3BwMPtZCsWeYeRIotGiUTKEzM4eBNc2wLW0CpcKynA2twhHs/KxLz0H21IzsSExHT+S7LydjTapDLk7d8L1pz/FdVKtu774Ijx//Wv4/NVfwf/3v0fIH/6AyDfeQPKyZSgg+1vDzZvozciArKkJBqWS+3bKeFBporGpUGmyTZgDDfPbVVZWIjQ0FGfOnMHatWuxjBy4FyxYwArRRLNt2zbo9XpuzhSK7cOcAjCCVCUcRGJLO9zLqnCMSNEuIkGbku6wQjTRJDS1Iuqtt1hhmmjcfvYzeP/Zn8H37/4O0e++i6LDh9GVmAgtOQ6ayfGUch8qTTQ2FSpNtgFzYGGuItXU1CAoKAh79uzBokWLeCXoScNciaLSRLEnklo67l0tetbEN7Y8sTSNF0amwv7t35CzZQtab92CsqcHFkaiZvGVXipNNDYVKk0zG6lUiqioKBw5cgRffvkl5syZwys+zxIqTZSZjwV6owR90hjU9h5B71AE93d+zueV8ArQ02Qypenh+P7N3yD5k09Q5+kJeVsbLEQgZhtUmmhsKlSaZhZM3yKd3gDFsJocTCxwdna+1/9oqjKeNJlMRqiVcui0apiMBva1mRzcmIMc7QNFmWosFhMRJSl6JKEobF2B+Ir/jIiSnyK8+CeILv2PGFKVclOOxa+qjleAniZTKU338sIL8P7zP0fMH/+IqitXoBGJZo1AUWmisalQaZoZGE1m9PaLERGfh11Hb2DDXjfkFzdi//4DvKIzmeGTJqNBj/TYm/C9spdNwLWDuOV5ElF+DkgMdUF6jA9yUkJQlBWL5tpiDAq6oRyWsp+jUJ4e5orSEHqGbiG/dTliyn7LShJf6vtOkKn5xaK4TzAjm+cmGu/f/hYZq1djIDcXRuIM9gyVJhqbCpWm54veYER1fSdcbyZhy0FP/LDT5V4uXo9CREQUr+hMZvikaVg+hBD3Y/ek6XHxc96HUI+TiAu6gszEAFQWpqG7rQ4K6SAsltnX5EB5UixQ6drR0H8Wt2v+lUjRi2Mk6eHcbZrPXo3iQ6zRYnNyBq8EPWmehzSNxP2Xv2SvPjX6+kIvl3NrZ188VpqYcVLq6+tpaGZEmD4zj4NK0+Sj1uiQlVeDEw6h2LDHdZQsjWT97uuoa2jFwoULeWVnssIrTTIJgt2O8grSRMOIVJDrEcQEXEJhZgw6W2qgUQ+TgyR/RUeZfZgtekiUBShp/x4x5X9GZOiFMXI0XhIq/x5qXTc3p7Ecz87nlaAnzfOUppEwwx0E/Jf/gsrLl6ElDkFskVtL2+ex0iSTydDW1kZDMyMyEZGh0jR5qNRa3MmpwoEz/ryi9HBikwtx6NAhXtmZrEyVNPGFaeZjmvdK7iaiv7sFep2G+0bKbMJs1mFwOBs5jXPv9VN60jCfE8rTuDmO5VZdE68EPWlmgjQ9mIDf/x5Vzs7s8AX2IE+PlSYKxdag0vTsMJ27cwrqcPxiCK8cjZfjDiFISUnhlZ3JynRK04Pxc96P2AAnlOelQDo4wH0zxb6xsB24C1u/QHTpr3ll6ElS13eMm+9YKgQiXgl60sw0aWLzwgsI+dd/Ra2bG/Q2flyl0kSxO6g0PT0GUnYllS04djGYbW7jE6NHhekQXlxag88++4xXeCYjz0uaHkygy2GkRnqitaGMvVuP3p1nXzAdtpXaVpR1rkdU6a94BehpktXwPkxm/quVMq0OW1MyeUXoSTIjpYkL02wX/Ic/oCUkxGYf5UKliWJ3UGl6Orp6RLjsHot1u55clh5MZEI+Tp48ySs8k5GZIE0PJtTzJNsHSiLqpZ3I7QDmbrj6vpOILf9zXvF5ljB31+mMg9w3jcZAKmOHglJeEXqSzGRpGgkjT0lLl0La0GBzTXZUmih2B5WmJ0OvNyA1oxzbD3vzStCT5vjFYKTeTpuSgS2ZzDRpGkmQ61FkJwdDLOyhV55sEAtMEMpv4079a0RwJt7B+0kzIEvkvnEsEQ3NvCL0JLEFaRrJzb/5G9Rcvw7jBO6KnilQaaLYHVSaJgZTsXf2iHDhWuQzX116MEyzXlllE/tcOT7pedbMVGkaSaDLIdyJ84Wov5McYOmddzMfC9T6HpR1rENkyS94RWcyU9W9Z9wrkrUiMTY84bPmHo4tSRMT5qpTLNmvh2prbWKATCpNFLuDStPj0er0iE8txpYDo8damqwERWbhwoULvNLzrJnp0jQSv6v7iTzdZOWJXnmamZgtOnSKbyKx6p94BWcqcqfuZbI98Mv0kEaLvel3eWVoorE1aRoJM8J4hYMDjJqZfYcqlSaK3UGl6dFIpMO44hGH9ZN4denh7D/th5ycXF7pedbYijSNhBn7qTAjGmrl7OojN9MxmORsR+/Ikp/zys1UJabsN1DpOrilGA3j1o7P2K/JVqWJiduf/AlSP/8cmsHBGdvXiUoTxe6g0sQPc7Wjua0PByc45tKzhmmi++qrr3jF51lia9I0kjDv02isLqCPbnnuWCBX1yCz/k0iMVPXd2m8MOM19Q6Fc8syloTmdl4ZmmhsWZpGEvp//g+ExcUzsrmOShPF7qDSNBaj0cQOUjlVzXF88QlOw7Vr13jF51liq9I0kuQwVwj62mmT3XOA6ezdOxSBuIq/5hWa6UpF52Z2afhokgxh4zP0a7IHaWLi/Rd/gXpvb5gNBq5kZgZUmih2B5Wm0Wg0OtwMIQfhcR5/MlXZefQGCguLMXfuXF75edrYujQxYZrsyvNTyMF3ZlUI9ozJrEZNz4FJGaTyWZNe9xKMZhW3ZKPRkwp5e+rTj9dkL9LExP0Xv0AO2d8NSiVXOs8fKk0Uu4NK032kciUcrkfxSs1Uh7mLLie/CmvXruWVn6eNPUgTG+d97FUn2ZCQXnWaYgwmGQpaPyfCMv3NcXyJLfszDGuauKUby9WiCl4hmkjsSZrYvPACEhYtsj6GZQZApWmG0F6VC9+bvmwa+pnKWo+0sJs4f/H8A7mA1KKRHc2CnqYyuFw6jxMnTsDVNwL9Q/xnLrMNKk1WJEMKnLkcxis00xV3vxR4enryys/Txm6kicstr1NoqSuBmRyIKZOP1tCP3OZFvPLyPNMlDuCWcCypbV28QjSR2J00cYn98EPrw3+fM1MqTcK6HGzauh2rv1+FlWs2kn/vQ1HbaFs0GzTo7uc3yIxgd+R33H+qfU9RFD5f9QM7z3U/bsD1iFxM1WFmoKsH0znIe/atK1i0cD47IGBcaR/5iwbXD/yIhR9/itWrV3NZA7/kUnZ61UANvl32ERYt+QybN/6ABXPn4scj16Ax0hGJqTQBgxIF+xw4PpGZzuw+fhO5+cWYP38+rwA9TexNmpj4XzuAvPQI+kDgSUapa0Va7b8RSZkZV5geTFnnj2QJ+a8wdsrkvEI0kdirNDGJfv99qAee73Mfp1SamEvOzMzzw5zhcbuZ/bfRoIWArLRYqmDvKGwrjsaeC8HQ6E3QKuXo7++HaEjObkox107iduP9Iefb7vjgqPdtdj56jQK7N69FXZ8CQ2QDEwqE5IyCzEPFzGMASo31oGoxmyAZFJJKRA6pTMZ+v3RYzb6nUcqg1psxLJdjWCFD/4CQXQ6DWo7da35Au0INs1HHLm+/QAS9iRESCxRSCfoGBOSzjLKZIBZKnlnemOWsT/cbI01rj7oRCTBArdaQ/5tg5i7j3/Y9gwVLv0Ruo5CcoRqREeSIuXM/Rm6nffTDeRZmuzQxA1buO+nLKzHPI/klDVizZg2vAD1N7FGaRpIU5gr5kIhbK8qzIFWVI6nqv/AKy0xIas0fYDRZ66KHUekNOJSRyytFj4s9SxMT5tl10qbxmzanmmlpniuKuAav9DZYDApcv3gU55yu4+j+A4grbEV6sAM+X3MYrV3NOLRrH1zd3bHhh9Uo6lbzStMxn3T23wblIHZt2ozm2iIs+XINrrgFoKG+Anu278KlK87YfcwBgyoD7kb7YN8JBzicOYbPv9uDnpp07L0Wy84j2fMYYqrEcD+6DduPXcDl8ydxxDkU/a1VWLboY8SSg33wtdO4cM0NJw7shFNoDgbbS7D34Elcd7mMQw7+0JrlcNjvhCF2js9GU2bAGGlaufUgLp86jC1btuKkgxt6h6w72fVD3+LLtfsh5uqO/oZMfDp3DvzSG61/mMXMZmlq6xRg1zEfXnl5XrnqHQ9/f39eAXqa2LM0MQnzPgNBbxu3ZpSngXkcSnzFf+aVlZmSiJI/wbC2mVvi0TAXHDzKqnml6HGxd2li4veP/4ihujqutKaXaZUmSUsB9p33BXO9RtVTgU3Hr2OgPg3HricSodJAIJSgu70BDnvXI7Cgn0eabuDdj1Zgw+at2L7rAPzi82ESVGHFbif2ylRm0EWcvJGK7u4eBDsdgH96DY4f3I8ehQl6+QB27yD/5pOmA7uQ3iSESSkiQnQQEo0ZRzZsgpQsqUgogkTYj/QwN2w844uB2jtYuXYHAiITUdfSDRP/1dWngk+a5sydj0PnneHmcgHLFy/E1lM3wFQXTrtX4JsNZzBSrUs6S/HVojm4Hl3C/WX2MlulqV8whD3Hb/KKy/PMhr1uqK6pn7S76OxdmpiEuB9nTwhpB/EnR6TIQFzFX/GKykxLp9ifW+qxZHT08ErR4zIbpIlJwO9/D1nj9F8kmFZpErfkY/8Ff1aa1D2V2HjM5Z40yduLsGbTXvgFhuPSoc0IyO/jb567kcYeSO4dTIRVWHvCg/3nnYCzWH/oEvz8A3H9mjMyShpZaeodNsGgEGLfLvLvugxsu2QdWCz66j5Omvbibgf5Ho0E+48cwaCakya9DIe274DrzQDc8nXBJiJNevUw+ro7kRAZjO9Wb0T70OTdMjxamoyoK8lFcnbxvaa/W067sXTlenTJzLh+cBW+WncYQ0bre/1NmVg2dw5upNRa/zCLmY3SJBLLceD09Axa+TRJySjF9u3beSXoSTMbpGkkzEjidDDMiSMezkFM2W95BWUmpqjtK3LCz98PtUumwJaUJx96YLZIE5Ogf/kXyNvamEtzXKlNPdPbPKdX4Oq5I3C46okTRGYichog66vEjz8SaUmLxfcb98Dzhjd2//g1rsXVPrJ57h4PSJNSUI8Dew7BzcsbO3fsR+2AAlkRnth30glXHE7jqzV7MSTvw+Z1m3Dd8wY2fbuMV5rEagsu7FqLsJQM7Nq8GS5eN+F09hA+33kJ/XXZ2LnvOG54uWPvEQciWFI4HXbG/e7qT88oaTJpcDs6GAFRGZw0meB3bhs++WYjehRmJHgew6Ll36KiW07es6Aw5jrmzVmIjKbJaCi0bWabNCmG1ThzJZxXVmZKLrpEISIigleCnjSzSZqYZMT7Q6+znafAPy8kynwkVP4tr5zM1DB9rkxm/t9WS45jR7PyecXoUZlN0sQk4pVXoBYKuVKbeqZFmrRKGeRq6xUZk0GD3u5uCAZlMBM5ZDpAiwZ6odDoIRb0obu3H0qFDEPDGqhkQ1xnaysGtQISxUMd50w6tuP4CGrFELrI/MVyFZm5ERUlhWht70ZbYzn27DkHDflOpUyM7p5+yKQSqHQmyCViaAzkeywmiCUStsmNmUZAzt5Vw2R+Xd2QKYYhHCRqZDFDOigg39FD1ok5cJsg7BM9c0dwhlHSRJYlwfsM5i/4CMcdXOHtcgGfLp6PPQ5BMJLlk3UU47NFc/HFqrU4vH83li1ZhK+2noHigfKarcwmaVJrdHByi+EVlZmUzfs9UFxahSVLlvCK0JNktkkTM55TRrwfveL0CGTqKiIgv+cVk5mcqNJfQaou59ZiLN7lNbxi9KjMNmliwozjpJ+m4/W0SNPzw4LytFvYc+AI9u49hMyaHu7vM5OOolh8//33yKi1WrNZr0RiiBc2rl+LNWvXw8E9CEPakUu5FjSXpOPIni1YvWYtjl90RYdomHtvdjNbpEmp0rIP3uWTlJmYpPRS7Nu3j1eEniSzTpq4pEXfgIGK0xiUunYkVv4Dr5TYQlqEV8la8Dcv5ZOTez4xelRmozQxYR70Ox3iZOfSRJmNzAZpMpstCAjP5JWTmZpzzhGIiYnFhx9+yCtDE81slSYmzBUn2lR3H6NJiZymebwyYithRiofT5pEKvUTP4dutkqT64svIn/v3ikfJJZKE8XusHdpYm6CyCtuwPrd0/ssuWfNxn3uqKxuwqJFi3hlaKKZzdLk57wPd4g4GQzTOfTuzMRs0aOyewciil/klRFbSXL1P0NnuN9390EYlTqUmccrR+NltkoTE+ZZdW3h4bAQsZkqqDRR7A57lyZm8ModR7x5xWSmJzqpAEeOHOGVoYlmNkvTSLKTg2f9Y1e6JIGILPkFr4jYUiJLfgaJspBbq7EE1jTwytF4mc3SxMTv7/8e4upqrvQmHypNFLvDnqVJplA99+fJPUuOXwxGauptXhmaaKg0MdmHysI0bu1nGxbI1JWIKftzXgmxxTQLnLh1G0txv4BXjsbLbJcmJtHvvTdlD/il0kSxO+xVmphH6PiHZfDKiC2lqrYZy5Yt4xWiiYRKkzUBLofQ3ljBlcDsQW8UI6P+NV75sNXkNn8Mi4UbdO8hxGoNtiRn8AoSX6g0/QSuL7yAgn37mL4MXClOHlSaKHaHvUrT3YI6XgmxtYREZeP8+fO8QjSRUGm6nyDXo+jvbuFKwf4xWXQo6/iBVzxsOXHlfwWjWcmt5Wj0pII+n1fCK0h8odJkjdtPf4rWsDCuFCcPKk0Uu8MepUkklmHvDHoI77OEGbk8MyubHZOMT4oeFypNoxPhcw6qYRlXEvaMBf2yeESV/pJXPGw94uF8bj3HElrXxCtIfKHSdD/+//RPkDXzP9/vaaHSRLE77E2aDEYTvANv8wqILebHPa7IL67BypUreaXocaHSNDa3o7xg0Nv3HXV6owTJ1f+NVzjsIQ39Z8la8jcnVQoGsWGCQw9QaRqdO999B7Nh8h53RqWJYnfYmzRV1LRjwx43XgGx1QSEZcLJyYlXih4XKk08cd6H8vzU+8/ktDMsFgMqu7fzyoa9JLvxA2ZNrSv8EEy/pt1p2byS9HCoNI2O289/ju7UVK4knx0qTRS7w56kiXlMyuFzgbziYcs5eDYAWTm5mDt3Lq8YPSpUmvgT6HIIfV2T2xQxUxDK0xBd+mte2bCXMP2adAb+Z6gxMnxhgv2aqDSNTdi//RsMSv4+Y08KlSaK3WEv0sQcKKMSC3ilw9azbpcLKmrasGLFCl4xelSoNI2fSN+L0KhmTl+8yUBnFCO97t94RcOewozXJJTf5tZ6LNGNrbyS9HCoNI0NM1p4haMjc1DlSvPpodJEsTvsRZrau4TYctCTVzrsIV6Bt+Hm7s4rRo8KlaZHJzspiBzU+W9ft0Ua+k/xSoY9prb3ELfWY6kXS3gl6eFQaeLPzd/9DtKGBq40n57HSpNMJkN7ezsNzYzIRETGHqTJaDLD3S+FVzbsJVuJEJaVVz7xXXRUmh4d/6sH0FxTxJWMbaMzCBBX/pe8gmGPyWp4FyYzf4d+ndE0ofGaqDSNnzvffgsLqR+ehcdKk0QiQQOxMxqamRCpVMptmeNjD9LU3NaHjXvtq/M3X7LyqrBu3TpeORovVJoenzCvMzY/DIEFZlR17+KVC3tNXMXvoNZ3cyUwlksFZbyi9GCoNI0f91/+EqLSUq40nw7aPEexO2xdmpi+TE7usbySYW+57pMIX19fXjkaL1SaJpaCjCiyLU3dg0unGrm6GrHlf8ErF/YcZiyq8Uhs6eAVpQdDpenRSf3ii2d6oC+VJordYevS1NDSi/W7rvNKhr1l+2FvFBaXYdGiRbyCxBcqTRNLkOsRiAU9XAnZFmaLAaV2OPL3RFLVs4crhbG0DMl4RenBUGl6dDx//WsMlpdzJfrkUGmi2B22LE1GowmOrtG8gmGvybxbhc2bN/MKEl+oNE08t6O9YTSMLitbYEhVgujS/8grFfaeO3WvsNLIxzDZ7g/cyeWVpZFQaXp80r/55qn7NlFpotgdtixNFbXt7IjZfHJhr7nsEYvg4BBeQeILlaaJh+kU3t5kaw/1NaOw7UteoZgNYYYe0BoEXFmMhnlot2tpFa8sjYRK0+Pj9ZvfPHXfJipNFLvDVqXJSHbEq17xvGJhz9l6yAsVVfUTHuiSStOTJSbgkk09YkWlbUN06a94hWK2pE8azZXGWFLbOnllaSRUmiaWjDVrYCHH3CeFShPF7rBVaeruG8TGfe68YmHvSc+uxPbt23kl6eFQaXryNFUXcCU1s7GQ/6p79vGKxGxKeedGtjT4aJfKHzn0AJWmicXj17+GrLWVK9WJQ6WJYnfYqjQFRWbzCsVsyPmrEYiJieWVpIdDpenJE+V7EXqdhiutmYvG0I+kqv/CKxKzKbdr/hUWC3+fG43BiEMZ4/drotI08ZSePv3Eo4RTaaLYHbYoTUq1FjuOePMKxWzIul3XUVffgsWLF/OK0oOh0vTk8XPeh8aqAnY4i5lMm8gdEcUv8orEbEpM2W8xrGnkSmUs7mXVvMLEhErTxBPyhz/AqFZzpToxqDRR7A5bkyamHsu4W80rE7Mp0UkFOHLkCK8oPRgqTU+XGP9L0GpUXInNPAwmOdLrXuKViNmXF9Al9udKZiw5Xb28wsSEStPE4/azn6ErKemJrjZRaaLYHbYmTTq9AWeuhPOKxGzKcYcQJCcn48MPP+SVpZFQaXq6sFebZnDfJuZhtRElP+URiNmZ0o41XMmMZWBYxStMTKg0PVnSvvrqiTqEU2mi2B22Jk0t7f2z4pEpj8umfe4oLKnG8uXLeWVpJFSanj6xgZdhMvKPAfQ8YR6ZUta5nlceZmvSav4vDCb+Y5DZgnHHa6LS9GRhHuQ73NnJlezjodI0Q+hvrUZyUjKbTrG1jVWnlCA5KhiuLq7wC43FgHTspXWzQYXaijKUVdVBrZ/Z/RWmC1uSJuYXi0os4JWI2ZhoUhanTp3ilaWRUGl6tvR3NXOlNnMwmTVIqPw7XnmYrYkq+QXkmlquhMZys7KWStMkperKFa5UH88USJMFXU01yLmbx6akuhE649NX5hbDMAq4eeXk5qG8vg2GaXqcknJoAF0COfdqaskKvYwFC+axT3yPK+2DSSvH1cMbseDj5di1aweWL1mElZtPQfHgDRUWE+5GuGLhvLlYtOIHtA3azlgsU4ktSRPTNHeWNs3dywmHEKSl3XlkEx2VpmdLTnIwV2ozB5HiDm2a40nHoDdXQmMp6B2g0jRJiX7vPZgNE7sCOwXSZIDzvq04edUbQSEhOH9sDxz80scZceLxGIeq8fGKHcjOuouszDs4uXcLAjLruXenlrrMIFwOK+FeTS0apRx50a73pGmwLRefzpsD57Bc8gMZkRbogHnzFyGr+b7EDbYWYdWyxVi16msqTQ9gS9I0IJTO2rGZ+LJ+93XUNXZgyZIlvMLEhErTsyXE/ThU5Hgzc7CgomsbrzTM9hS1fU3Kh/8qgUCpwpaUTCpNkxDmeXQakYgr2UczNdJ06AAKWsXsK1VPNX7YewoajRIp0aFwdXVHcMJd6M1GxMfGISbEF9mVLajMvQ1XDw+4+0VAorpvfIw0fbnlMvfKgqrUmzjskcqOYVFyJw4urq5IKWggm5UFffUl8PD0gH94ChQ6I3KSQhAVE4drbt6o7ZaQz5vRUZUHNzd3BEanQaE1oiwrEbHxCXC97oKsqm72O9rLs3HV1QuuTsfhRKTJbNAgMz4MLuRzudXdZAoDoiMiERl0E4UNTQhyDcFkVK9NmQH3pMmoVaKntwcqsh7MMt0Nc8b8+R8hr93aRGdUS3Bi01dYd/AqknwvUml6AFuSpoxcetfcwwmKyIaDgwOvMDGh0vTsqa/I5Uru+aM3SZFa8z95pWG2h2myHO85dDqjCWdyi6g0TVJaw8K4kn00UyNN+3fALSQemVnZ8HQ8jtM+KRA05cMn4g76+3txbPt6lPcP4+CqzxFf1g5RbxPcvILQMyBEyJVDuJnRws3LKk1z5n2FS5ecsG3LZhw4dQXNgmH0VyRhw6Er6OjqwqWje5HT0IkDW7Yht7YddyIDkdsoxOX938EpNAvtTaXYuPEwentqsGXnUTR19iExwBmXgrMRfGEvTnjGobujARvWbIdQ0IQfdxxGa1cvvM9tx3kiTZXJN7HfKQBdXa04tn8/avsHsePzZUiv7oJcpUBNaS0mQ1celKYH0Ug6sWvNcny16RTU7EmHCUnep7H489UobZcgJ9iRStMD2JI0ObnH8orDbM7u4z4oLCwat4mOStOzJ/HW9RnzIF+xIgdRpb/klQaan0DxiH5NQTUNVJomKRmrV3Ol+mimrHnujMtNhIZHIruoGmqdEXqlCKE+njh+7CiWL/8MRV0yHNywBxITsQCTFplx4Th/5iRWr1wG95QGbl5Wafpi40Wo1SpUpfljw2E3qIxAOpGGz9fuxqnT57B1zSo4RRSiMOUWtm5ch/W7T6CyU4LrJzaiXGhtGLywbzXiUmJx1iudfa3urcTus54IdDyK2JIe9m9nd21EYX4qzngmsa87i2LhElUE/9M78P3Wg+x3rfnyK9zKr8aedXsm5erSg/BJk1kjwfk96/HRsm9Q0CRk/9ZbmYbPPl6Ey8F3oFSrcdvvPBZ9sQZ1PYonHdzULrEVaVKqtNh8wINXHGZ7Ckpq8c0331BpmqIEuByCWGg97j1v6nqP8coCjTWtQheupMZS0i/ABipNk5KA//pfYdRquZIdnylvnhvh9o0zcAzJwpBEiENbvsNd8v7BzfshI9LUXZaIjYdcIJVJEep8AFdiq7hPWaXpXvOc2QTXY5vglVyF1ru3cNQtBjK5HHeTo1De3IPYmDgMiGUoiPPAKe80XDm4GoGZDZAI27CDfFdHaxm2HrgIoUSOwgRfnPBMRPAD0nRu92a0tNVi4/7zEA/JEEvE7EJYCfIi3HAtPBtyuRQp0RFoFQ1iz4b9sDaUmTDQPQD+Ae+fjIelST7QgiNbv8PSL1cjo/L+LZFhl3ez043J0vXoU9KrTbYiTdX1nexI2HzSMNtzM/QOXF1dqTRNYSoLb3Ol9/wwW3TIanyPVxZorMlrWcqV1lhEKjV23s6i0jQJcf/lLyEoePw4ZlMgTSbEB/qjcWB0hTPUXYPzZ8/h0nVP+Hi5o7B1AAEe/lCZLTAoxfC44gDHqy7w87uB0PRK7lNkbspOOHrGca8AKZmPg6s/1DoNkoK9cMHhEq76RLB9mMrvxOC8gxOZjwfaREpcObQaRx09cP7CZRQ29gMWI8rSo3HuoiMuuwViQKFDTnQwilqsghdx0wNivQV1ufE4e/4SrjhfQWx+CwxaGcJ8XOFAvssrLBVqow6+bv6wOqkczseI8LH/fjYelCZFfx22ff85eT0PB85dQ3h4OEkEatpF6G+rQ35+/r2c37sGCz5diai0MmiN03Rr4QzGVqQpJqmQVxhoXLDn+E3k5RdiwYIFVJqmKMnhbmwF8DzRGcWIrfhLXlmgsSax8h/Y0dL5MFssOJtbTKVpklJ27hxXsuMzBdI0c3A+uh5322f+QypHaM4OwsKFC5FQ1s/22fp02acPZTkC0mq4qe8Tenkvln69Ae1iepWJwVakydkrnlcYaKzPossrqsXq1aupNE1RAq4dhFY9zJXg82FQkcUrCjT3w/T3EivzuRIbS1hdM5WmSUoCOUl73PMZ7VqaakvvQjBqYCPKbMAWpInpz7T/tB+vMNBY4+6XDG9vbypNU5j2xnKuBJ8PdX20P9NE0jhwgSuxsdSIxFSaJilB//2/Qyth7rQfH7uWJsrsxBakqbtvEJv20/GZHpVdx3xQVlFDpWkKczcllCvB54EF2Y0f8EoCzejkNn8Ei4X/+WgqgwGbkzOoNE1CPH71K0gbG7mS5YdKE8XusAVpKihp5BUFmtEpKG3E2rVrqTRNUcJvnCX7y/N5Fp3RrER02W94JYFmdJh+TVqD9e7ph2H6NV3ML6HSNElpj47mSpYfKk0Uu8MWpCk4MptXEmhGh+n3FRwcTKVpihJw7QAEve1cKU4vMnU5Ikt+zisJNGMzqMjmSm4scU1tVJomKUWHD3Olyg+VJordYQvS5B+WwSsJNKPz4x5X1NY1sjdIUGmamtSWZnGlOL30SaMQUfwiryDQjE1930mu5MbSIB66N14TlaZnS9KSJbAQMRoPKk0Uu8MWpEk4KMMV91hsO+yFTfvcsX63K6800LggNbMMO3fupNI0RclOCuJKcXppGrjIKwc0/MlqeI+UGv+dXXKtDvvv3KXSNAnx//3vYdKNfyc6lSaK3WEL0jQCswOKhxRoaO5BblE9IhPycd0nCScvhWLfSV9s3k9HDL9wLRKRkZH3HqtCpWlyEx/sDNNz6NdU2rGWVw5o+BNV8gu2HxgfTL+ma8UVVJomIW4//zmMKuvQ1XxQaaLYHbYkTeNhIjumXKFC34AE9USomAf7hkTn4Jp3Ao47hGDLQU9ewbDHbCXrWlRShSVLllBpmoLc8jwJ1bCMK8npg7lywicHNONHKE/jSm8sSa0dVJomKcqe8R8xRKWJYnfYgzSNh9lsgU5vgFqjg0AkRWVtO1IzKxAYkQWH69HYc8IXWw54YsNeN6zbxS8htpjUzHLs27ePStMUxM9537Q/h85gkiGl+l94xYBm/NT0HuBKcCwtQ1J26AEqTc8eYVERV6pjodJEsTvsWZomgmJYjfZOAUoqWpCYXoobwWlsE9ehs4HYftjLJp93d845AgkJiVSapigttcVcSU4PKl0n4ir+mlcMaMbPnbrXYAF/J2W1wcD2a6LS9OzpiI3lSnUsVJoodsdslyY+mEcDqNRaiMQytHUOsONExSQXwjMgFWevhLMDSfLJykzJhj1uaGjqYO+io9I0+SnOvv98z+lArqlDdNmf8ooBzfiJq/hLVjjH43pJJZWmSUidhwdXomOh0kSxO2xRmrQaFXu2X1eeg67WWihkYui0auh12sc+C+lZYOZtMJqg0xkgk6vQ2NqLnMI6hMflweVGAo5eCGKvTjGjl6/f/XyvUMUSyTt69CiVpilIapQX2Ram7+G9Q8oiRJT8Ca8Y0IyfiJIX0Scdf/DFOx3dVJomISUnTnAlOpbHShPzplanp6GZETGZHn9gt0VpykuPGFORBbsdQ2zgZWTE+bFXAhoq8zDQ0wqpRAC1UnGvkptKqWLQaPXo7Zegpr4Td+5WsQNzXvGIYzuk7z7uw46lxCc5k50j54OQmZlJpWkKEuXnQCoD/sd0TAUCeQqvFNA8PpVd27hSHEuvYphK0yQkZ8sWrkTHMgFpMpMDlIGGZkaEuavscdiiNCXeus5bmfElyPUIwn3OsbeKZyYEoCwvGa31ZRD0tkGpkLISxYrUFMsUc3VqSKZET78YFTVMh/Ry+Idl4pJbDA6c9p90mWL6YpVVNuDUqVNkW6DSNJkJcT9OjvXT93DzLrE/rxDQPD5MvyaTWc2V5GgM5PiY29FNpekZk7Fmzbgno7R5jmJ32Jo0MVeMov0deSuzJ4n/1f0IcDmEUI8TSAi9hrupoaguvoP2pgpIRP3QqpXQ6zTsTj+VMPM3GIzsHX5dvSK2Q3pCWgm8A9PY/lO7j/mwwwgw/ZT45OhRCY/LRWJiIpWmSQ5zB53RMLpMp5JmgROvENA8PtGlv4ZK18GV5GiYar5XJqfS9IxJW7mSShNl9mBr0qTXahDhc463MpvMBF4/jGg/B9yO9kb+nUj28Rk97fWQDPZBOSyFmRwIrEztFSqj0QSRWI7mtj7kFzcgOrEQHn4pOHM5DPtP+z1yQM9DZwPQ3dNHpWkKMp1jNdX2HuQVApqJpWcolCvJsUhVaipNz5iUZcu40hwLlSaK3WFr0sRUVrc8T/FWZNORQJdDCPM6jZgAJ6TH+KAoKxZN1QXo62qCXDp478rUVPedYmSKGS6BecRMQ0sPsvNruQ7piWz/KUamftztirKqZvY3fhAqTc8esbCXK82pp7pnH68M0EwsZZ0/ciU5FgPZN6g0PVsSFi3iSnMsVJoodoetSZNMIpyRFT7TZON/7QDbh4rpkM70nyrPS0FLXQmEfZ1QK+XsHX5T3ReGkTWmbyXT5McIFZOHodL07OntbORKc+qp7T3EKwM0E0ty1T+TUuQ/ibGYTWj09UD2xg0I+p//Ez5/9Vdw+5M/4ZUDGv7EfvABV5pjodJEsTtsTZoGBd0IuHaQtyKbyWGWOfLmeSSHu7H9pyoL09HRXIXBgW4oiMQYR55nNsVXqBioND17mJsJpou6vmO8MkAzsUQUvzjuc+hMmgFI0j6E9O6XUNY5QFYTis4oD9S4OCP1888R/sor8PrNb3hlgcaayDff5EpzLFSaKHaHrUlTf3cLbyVmq2FkiumMHuV7ESkRHshPj2DHn+puq4NULJiSh8NSaXr21JXf5Upz6qnvP8UrAzQTS2z5n5NS5D8ZMcobMBD0c/QH/MSaoD+BIPx3GEz8/yDN+xbySkeIi4LQl5GIkpMncfvLL+H/j//IKw+zNdHvvceV5lioNFHsDluTJubqDF8lZndx3gc/5/3wJ1IV5XsBaTE32PGnGqvy0dfVjGG5BFqN8qnu4qLS9OxhbgyYLhoHzvHKAM3EklH/BilFfmnS9iXfF6bxEvgiBoJ/hcGklyArWAdlozuGm2+jLewGSk4cZvv0+P3DP8zaK1IJH33EleZYqDRR7A4qTbYZZsiEMO8zSAi5hszEQJTlJnP9p9ohHxpkR0cfDypNz57plKamAUdeGaCZWEo6vudKcizKeid+UXpciEgJI/8O4tR3IC/dAWWDF4R3A9Ac5IHCgwcRN3cuAv/5n+H64ou8omFPub1ixbjdCqg0UewOW5MmptmKrxKjsYaRqWD3Y+ywDMz4UzkpIagqSkdHUxUkwl4Y9FoqTZOQ6ZSmVuE1XhmgmVga+89xJTkWedEGfil6igyE/BrCqH+EJP1DyEt2QlbhBVFhHNrCw5C9aRPbYdr95z/nFQ9bTubatXScJsrswdakqa+zibcSo5lImCa/fQghUsX/Ps1EM53S1DsUzisDNBPLuM+fMxuI4MzhFaDJywsQhP81JHcWQFF5FOqOSAyWJKLm2gXkbt+G0P/3/+D7t38Lt5/9jFdIbCF5O3dyBToWKk0zBKVMjI6ODjYKjQE6pZR73YmhYQ03FaBXy1BZWoz8/EK09w5O8TCEtomtSRPzPDm+SoyGZjozndIkHr5LKv8XxsgAzePD3Dmn0NRxJTkai1kPYdQ/8IjO1GYg5FcQxf0BQ9nLMFx9BrLqAHQneKPe0w13vl3F3o3m/Wd/xisoMzHFx49zJToWG5MmC8pzbqOmS8y9HktRRib4n8rzZNSU5mFQOX0PsMwJu4olS5awSaoYQFN2MPd6KXyTq9hpzJpBnNqxGgvmzcPcuXOx5LNVSC5tZ9+j3MfWpEnQ285eLeGryGhopivTKU1ydTWiS3/FKwU0j05c+e+gNQxwJTkai0HB9k3iE5tpTeCfQBD2F6xISe+ugLziLIbKgjFw9zYqHC4ifdUqBPy3/2btH/XCC7zi8jxTeekSV6JjsSlpMqqF2PDtChy45A/DOJdYSrKycf+6zNNigfu5/ajoG7/j6WQjaK+Fv/MxzJkzB3GlfZAPtCLU5zIWz5sLz/hydpqCiKtYvHwV8psEMGokuHhgMw443IRu+tzOJrA1aRINdLGDSPJVZDQ005XplCbm2WlxFX/NKwU0j0563b/BaOIfo0kvLuKXmJmSoJ9hMP7/QJb3HVRN16FsS0FnrC/Kz55AyvLlCCQideMv/oJXZKYz7bGxXImOxaakqSUjEI7Bd3DmwEG0DhE1MumQGnET5y864JpfNJR6CwKdr0FmMaIgKQQnz16A0xUnBCRXoCotHE7XPXHh7Cm4h+fARMSoNjceZ8874siJ08ip74deJcaNq444c8EJGzf+yEpTY2Eiee2AI8dOIqumFzqlCDdcruDchfMIS6+GGXI4HrgMKbeMz0JTZsA9aWLoq07HpwvuS5P38bVYd9gVYmEPSoqL0djeC72RGtPD2Jo0iQU9CHCxvcEtaewr9RXTN06TzjCIpKr/wisFNI9OXvMSUoL8Vw3U7X78sjJTE/gCBBF/A3HK65AXbcRw7XWI8gPQHuGD0lOnkLj4IwT/r/8F15/+lFdupiqS2lquRMdiQ9JkgtP+Hagd1CE3/CquRpVCI2rBhi270T4wiMyUJPTKtDjx40Y0d1dg52EniGUKJN08g0Ned5Dpcw7Hb6RgWCHHoS1r0CHXID4uCRLZMBrzYnHQKQR5kdfhHJGLYbkYezd8S6RpGEnRCRDJFegsScSOi4Foyw/HljN+EImE5PMp0JDCEwvFZOmenUdLkxZnN67AF6s3YPWXy7BgwXwsXvoZbsTmwUw7No3C1qRpaLAfgdeP8FZkNDTTFWboi+nCbNHjds3/4ZUCmkenqnsXV4pjGa46xi8nNpMXMBD8H6wilfoOZEWbIK/ygKQsDp1xUcjbuR0JCxfC80//1CpSU9C05/bzn8MwPMyV6FhsRpqUvWX49vtNOH/ekeQMPv/hMHQmI4rSorBtwzps3HMa9f1yVppKqlJwyjWZ/VxbSSzOsNLkgBupNezfnI9tRI2Q7LTRQXB0cMTuLeux9Vwggq+eREa9tb9U4NXTqOhVIiMmBA5kmr07NmDdSV8YNXJE3ryO79esxVHHG5BqrQ8znQweLU06nNu0Ah9/9j2yarowLB3AxT1rMf/zTehXPvlggPaMrUmTUjGEW54neSsyGprpiqi/i9sip4fcpoW8UkDz6HQM3uBK8GEsGMpeziMi9hFB2F+yj4dRVOyHuj0YkvJE1HtcQsH+fYh47TX4//73cP/FL3hF6EkS9D/+B8z68etUm5GmOwEX4JVWz72ywP3oZkRml8HF/Sbau/vgeWoPIos6WGnqEDVh+64jqGvtwE3HvdyVptHSVNnUgpVrtqGpowcJvpew/qg3atKDcOxaCNqb67Du2xWoaGrGipVb0NDRjdvBzvjm4HX0VGXB89Zt9Ha2YOfmrWiVDKM8rwKT0fvpcc1zN078gFVbL0DFvgKKoq6S6VeiXjryFwqDrUmTXqdhn+HGV5HR0ExXVIrJ6GQwcaq6d/JKAc34iSj5GUSKTK4ExyKK/9+8wmGPYe/Yi/0fGMpYjOHKo5BX+6I31RdN/jeRtX4dYt5/Hzf+03/iFaNHJX7+fJhJHTIetiFNFgPSY+LQp9BxfwD66/KQkFeDqvxUeHjeQERyHjRGM9KjoqG0mNBakQsPr5vwcb+IiwG5aCvJRkmzgP1sblo0BEoTyrIT4ebli/TsHNxKvguzSYf827HwuOGPmPgE9Mt1qLybBDdPH9y5exchcVkw6YaREh1K5n0D2RVtMFtUCPOOwPgX8ybO46SpKOY6Pvr0KyQXNmBwoAOntn+HxV/vhEg1+c/ysmVsTZoY4oKu8FZkNDTTEf+rB6fkmYCPgrliQocdeLLElv0ZhrWNXAmOxqyXQRj+17yCMSsS+FMMhP4Woph/xlDWp1CUn4SsKhiiojTUXLuMzHVrEfKv/wr3X/7ykX2ksjdu5EqUH5vqCD5R9EPdOHL4KGISEnH8wF5k1ltlaabzOGkyayVwPLgFHy2cx073yeffIiKjapwugbMXW5SmO7E3eSszGprpCDPauplUBNOJeDgHkSU/45UDGv4kVf7TuHfOGaRVGAj5j/xCMZsT9DPr0Ae5K6FsuAxlazy6kwJQ6XQe6d98g5A//AE+v/sd2z+Kad5rCQ3lSpQfu5QmBqmwGyWlZWjvE9uMVKhlQlRXV0MybL2iplNJUVdTjQHJ/Z3EpFOjtamOTFeDboGEChMPtihNBRlRvJUZDc10JPHWdVIZTK80MWMNRZX+B145oOFPRv3rXOmNRdubMDPGaJrxsY5oPpj0MmQFa6CouQxxcSC6E0MwcPfuI/szMditNFFmL7YoTTUlmbyVGQ3NdCQzMWDcZ21NHRYkVPwdrxzQ8Kek/Tuu7B7GAlWjM48g0EwkA8G/gDDyb6HpCObKc3yoNFHsDluUptb6Mt7KjIZmOlKWm8RtidPL3aYFvHJAw5+mgYtcyY1FVrieVwhoJp6hTGYMrEdDpYlid9iiNDGjgtNHqdA8r3Q0VXJb4vTSOHCeVw5o+DPug3otZvZ2fD4RoJl4hqtPcQU6PlSaKHaHLUoTc+dS4PXDvBUaDc1UhnmEj1T8fG6WGVKVEBmgd9BNNOM9qNesl2Iw7g+8IkAzsTBNdHpRLlei40OliWJ32KI0MSTdus5bqdHQTGUib16AVsN/R9ZUYzDJkVT1e15BoBkd5k5DZiR1PkzKTghu/TmvDNBMLMLIv4fF+PgxD6k0UewOW5WmkpwE3kqNhmYqkxLpAYtl8p5s8CRYYEZh6wpeSaAZneTq/86WGB96SSmp+F8YIwI0E4/07pekJB9/MwSVJordYavSxDz7i69So6GZypTkxHNb4POhXeTJKwk0o5PX/DEpLf5KXd0ewCsCNBOPut2fK81HQ6WJYnfYqjQNyyUIcDnEW7HR0ExV2hsruC3w+SBX1yK67De8okBzP9U9e7kSG4ui4hCvCNBMMEE/g1HZwZXmo6HSRLE7bFWa9HotYgIu8VZsNDRTkQCXw5CIrE8geF6YzBrcqXuVVxRo7oe5IsePmW1a4pUBmgllMPHfYTFN7AmyVJoodoetShMzuGBOcghv5UZDMxWJ9r1IKoHpHQl8LBY09p/jFQWa+xEP3+XK6yEsJlLp/xuvDNBMLMM1Z5iCtJbnY6DSRLE7bFWaGFrqSuh4TTTTluLsOG7Le74MaxoRVfpLXlmg+Qmiy/4jVLpOrrRGYzHrMRDya14ZoHl8BKG/gWFo4uOUPVaa9AYjhlVqGpoZEQPZHh+HLUuTQiZGqMcJ3gqOhmay09/dwm15zxfmLrqM+jd4hYHmJ0iu+m/QGcVcaY3GpOzilQGaiUWS9gEsJuvzXifCY6WJeRwR02xAQzMjwm2Xj8KWpYlZx7ToG7wVHA3NZOaW50kYDY9+OOl00ip04RUGmp8gq+E9mC0GrqRGo+1L5pUBmgkk8EWoWzxIKU6saY6BNs9R7A5bliaGhqp83kqOhmYyk5McTCT9+YzPxIdK20bvohsnJe2ruVIai7LhCr8Q0Dw2grC/hFndz5XkxKDSRLE7bF2ahhVS+F3dz1vR0dBMVtoayrktbmbAjHad3/IprzTM9jT2n+VK6WEskBdv4hUCmsdnKOcztgyfBCpNFLvD1qWJIfGWC29FR0MzGQn1PAmlfIjb2mYKFgjkKbRD+Ji8gD5pLFdGY5Hcfp9XCGgek8AXoetP4Upx4lBpotgd9iBN9RV3eSs7GprJSGZCACzk4D/TMJrVyGx4h0ccZm+iS38NqaqMK6HRMHfOCaN/zy8FNI+MOPl1WEwariQnDpUmit1hD9KkUkjZqwF8FR4NzbPE/+p+9LTXc1vazKNLHEhk4cUx8jBbE1/xO2gNA1zpjMak6mL75fBJAc0jEvhTaDqCuVJ8Mqg0UewOe5Am5ipAXloYb6VHQ/MsiQ28TPYR/juxZgJmixZJVf+VVyBmY1Jq/hdTKtbCeQi96C76g3/BLwY042Yw6RVYDE93fKfSRLE77EGaGAZ62uiz6GgmPczdmczQFjMXC5oFTrwCMRuT27yYK5exaDqCeKWA5hEJ/CnUbTe5EnxyqDRR7A57kSaTyYiE0Gu8FR8NzdOEafLVqpXcFjZz0Rj6kFD597wSMdtS3b2bK5WxDFcd5RcDmnEjivkfsBhVXAk+OVSaKHaHvUgTQ3NtMW/lR0PzNGEemzKTxmZ6FC2CK4igfZvQOTj+VRFp9me8YkAzftQtXlzpPR1Umih2hz1Jk0GnpY9VoZmUBLkehUTUx21ZMx+9cQi3a/6VVyRmUwaHc7gSGQ1z5xdzBxifGNDwZzDpZZifsi/TCFSaZhAWsxHNVQWIjopCbGIqugaff6Vti9iTNDFUFqbxVoI0NE+SzHh/csA3cVuVbdAtCUFE8Qu8MjFbojOIuNIYjVkrhDDqH3nlgGZsBoJ/CW1vPFd6T89zkyaFRIChYS33ChAPCPD4+zksEPb3QKkb/6Gtg2Q+j3+k6+ORikXQGqezs6QZkS6HMW/+Iqz6bjW++vwTLPr0a+Q1Crj3KRPF3qRJrVQg/MZZ3oqQhmYiCbx+mBwbu7ktynZgHuSbWf82r0zMhsRX/DUsFn7RNSqa0B/0M15BoBkbWf53pJp99rtGn5s0hTluxhd7XDHiJec2bETvYxzFqOzB10sWwTNh/OH/Q93cIef+/fRY4H5uPyr67kvdlKPrwTcL52L7GW+o9CaIWkux6pN5OOgSxU1AmSj2Jk3M9mi92rRvTGVIQzORZDPPmSMHe1tEqEhH5CwdJTyz/s1xpUnXn8orBzRjIwj/HUzD7VzJPRvPUZoO49s1XyMou419PSJNRrUcKbFhCIlOhlg5+gnctUnecPSJwt6jjlAZGMOyoKexFAH+gbhb0Qoz+VN+WjrU5B1JTwMCA4ORnZ+PwuoudNeVIq+oCEGBgShttg4Uphzswq3gIASExWFAoSUHFQMq7t6G/604nD++h5UmtaQHYSFB8A+JRr+cmUaP0uwU+AaFormP0TM1ksNT8fR98TksCuxYsRDbzvpArTdiqKsS334yH06h2dwElIlif9LEXG2SI8z7DG+FSEPzqAS6HMbQIP/giLaA2aJDYesXvFJh7yntWENKgP9qgqrxKq8g0DycF6Csd+RK7dl5jtJ0HJlVVdiwbiNaxRqrNJm0cD6+D/7JBShKj8T2o1c4OSJY9Dizezs6VUZ4nTmInFYJdJJ2bN6yG1VNTbjqcBEtgxqc+HEjuiRt2LZ1D0pq6nHpwA844HUHmTfPYu1hF9TXVmL9mg0QaDS4dvECimtbcPuWK/ZfjUJdZgh2n7+B+soCrFi+jEjTMNwvnkV+bROyozyw0/EWOktiseWEJxpry3D6ogdUZJmzknJYUXtWqjNCsHTBXHz+1Sp8umQhVqw/goFhHfcuZaLYozQxVBff4a0UaWgelXxyLGUO9LaMUtuKxMp/4BULe07TwEWuBMYiL9rIIwg0D4d9XMozDDHwMM9VmrLbRERUQrH7wk0cJ/LUpRDg4OGTkDEXmMxKHN53DP0yqzTIOwqw7MsfcNHBCQe3r8eOy1Ew6xS4ceU0tm3fAUfvSPbKFCNNJVUpOHU9ifXz1uIYnGakyccB3qk17LwuH/kRtYMWdDWUIcjfDyf3b8O2c4EIuXoKd+oH2Wn8r5xkrzT1NFUgmExz5vBOrD/li2FBM04cOoDNO/YiNCkfusk6FukGsX/1Z/h6w16kZOQi0vcqPv14MZzD73ITUCaKvUqTTqtG+A16tYlm4glxPw6p2D76RXaJ/XnFwp7TJ43m1v4hLBZI0ufwSgLN/QyE/gZ64eS21jx3abIYNXA5thNvvrEMPVoZDu/Zj2aREmpJF7bvOgSx2tqem+R1EgHZzaTi0EGnFmHrmo3oEImQk19GKjgRAi4eQHBuCytNDe0l2HXCDWqdAQUxrjjCSdMNTpqcj21EZXM71mzeh5auXpSlhWL7aV9kh1yBZ2I5DHodzuxdj4qmFnz7wx40kWlqsyKw/oQXBjtqUVzfCVF/F/Zu24wGoYZdJv4LqBNHWpeGeXMXITizln1tMchxbvsqLNl0ln1NmTj2Kk0MbUT0/Zxp3yaaiaUkJ57Ur896dJoZWCxG5Ld8yisX9pjIkj+BXGOtD8ZAflNh5N/zigINl8AXoaxzIGU1uVdZn5s03fZ3R1nvEPtvlbABG1bthpDs251VOThw6AgOHj6C5JJWq4zoFbh04RIGFPebqpL9nBBztw7+rhdw5MRZHD3vBgF53+PMOQxZDEgLdsf+IydxYN9WnPbJQkmsH2IKWtnPBrufQ+ugCjevnMHBE+fh5HQJh64GQ6+WwO3iKRw+chR7yWcbhQoEOZ/FgeNncdnZCXsdfKESd+Ds0SM4cfIEnH0ToDVLcWzDSUjYOT89hsFaLF80D7vOeqC5vQO1JXfw/WeLseG0DzcFZaLYszQxo4RnxPvxVpA0NA8myvcie3XSnlDqWpBY9Y+8kmFvia/8G2j0/ONqWQzD/KJAcy+SjEXElya/e8tzk6apRDfUg+sefujo7sENh4MIuWuVpZmNBZlhrvh8yULMW7AA8+bNw6oN+1Hd9aw6NvuwZ2liGBrspwNe0jwy/lf3o6vFemXdvrCgY/AGIkt+xisa9pS02n+D0cT/yBuDpJRXFGisEUb/HiZlB1dak4tdShMsJtQUpsP7xk0kZJdDb7KNTpDM4w2GpSI01deipaMXKu3ouwcpE8PepYlpbqkuzuCtLGlomGQnBbMHdnvEbDGgqO1rXtGwp+Q1f8Kt8Vjog3rHz0DIr6HtZvqCTU2ztH1KE2VWY+/SxMD0u0sIoQ/zpRmbcO+zUMjE3JZin+hNMmTUv84rG/aS6p693NqOZbjqGK8w0LwARfk+5sySK6nJh0oTxe6YDdLEIOhtR5DrEd6Kk2Z2hrlJoLG6gNtC7JthbQuSqv4rr3DYQ9oHvbk1HYs0ZwWPMNBI0j6Y1OEF+KDSRLE7Zos0Mc109RW58Lu6n7cCpZl9uRPnyx7UZwsixR3ElP2WVzpsOZElP8egIotby4exYDDh//JKw2yOKPZfYFJ1cmU0dVBpotgds0WaGExkXbMSA3krUJrZlWh/R6iUz/4QKVujS+yHiOIXeeXDVhNT9mcY1jZzazgas04CYcTf8orDbA0z/IJBUsKV0NRCpYlid8wmaWJQqxSIvHmBtyKlmR0JdD2C/i7+StbeYR7qW9W9g1c+bDXM6Ocms4Zbw9EYpTUQhP6GVx5mYwaCfwWd4A5XOlMPlSaK3THbpIlhoKcVwW7HeCtUGvsO04+prvwu21w7WzGZ1SjpWI2I4hd4JcTWktnwNrdmY9H2p7ADN/IJxGzLQNDPoOkM5UpmeqDSRLE7ZqM0MRVmTWkWqUBp/6bZlsyEAHIgt8/hBZ4Ek1mForaveCXE1lLS8T23VmOhD+rlQoRJWXeRHPymtw8flSaK3TEbpYmB2ZELM2N4K1Ya+0x8sDM0KtvaTqcSg0mB3OaPeUXEltL4qAf1Fm/il4hZluHqE8SXpn8sQypNFLtjtkoTA/OYlZyUEN4Klsa+EnHzPORD1geMU+6jN0qR27SIyIftNtX1y+K4tXkIiwmS9Lm8EjFbMhD0cygbnaf9CtMIVJoodsdsliYG5nljSWGuvBUtjX2E6b8m6GvnfnHKw+iNEmQ3fsArJLaQYU09tyajMetlEMX9b16ZmA0ZCP0N1K0+z02YGKg0UeyO2S5NDKphGaL8HHgrXBrbTqDLIXQ2V3O/NGU8dEYxcps/4pWSmZzo0l+Ne+ecSd0Lwa0/4xUKe4/g1m+h608mpfB8b3h4rDSZLRYYyQQ0NDMhE7lDiEqTFal4ALe8TvFWvDS2mYBrB9FSV8z9wpTHYTQrUdqxDhElP+UVlJmY1Jp/Jcc5A7cGozEMlfEKhb1HGPl30AtzuFJ4vjxWmgxGE9QaLQ3NjIiRbI+Pg0rTfYT9nQjzPs1bAdPYVvyvHkBDZR73y1ImitliRGP/eUSW/oJXUmZa8lqWsmNP8TEbH9Qrivtf0A/OnEcD0eY5it1BpWk0ooEu3PI8yVsR09hGAq8fQWt9KfeLUp4URkI6Br0RXfprXlGZSanu2cct9Vhm24N6h7I+gUnVza39zIBKE8XuoNI0liFRPyJunOWtkGlmdkKJ8PbN0tG+JxuB/DaSq/4br6zMlHQM3uCW9mEskOZ8wSsX9hamw7eyzgEWk5Zb95kDlSaK3UGliR+JqBdRvhd5K2aamZlQj5MQ9ndwvyBlMlDpupDX/PEM7ef0AsTDudySjmUw4f/xSoY9RRTz36HrTyWOODNHuKfSRLE7qDSNj0wsQDS9q84mwjxPcHBgZjVN2AtGkwqNAxcQVfpLHnF5fokp/y2RuvGGkjBjIORXvKJhH3kBkjsLYFLO7KE0qDRR7A4qTY9Gp1UhOymIPnJlBic10hNKhZT7xShTgwViZQFSq/8XEZaZMRBmcvX/YMeY4sOk7GDFgl84bDuC8L+GsvHqjGyOexgqTRS7g0rT4zEaDagouI0Al0O8lTbN8wlzh1xeejj0uplfedgLan0vStvXILLk57wiM53JangPFouRW7LRME1WfMJh0wn8KaTZy2GQ1XBrOfOh0kSxO6g0TQyLxYyullqEuB/nrcBppjcBLgfRWJVPDsj8lSZl6jBbDBiQJSK15n/zysx0pbRjLbdEY1E1uvCLh41GEPGfoWn3t4mrSw9CpYlid1BpejKYQTDpY1eebyJ9L0DQSx+L8rwxmobR2H8BseX/iVdqpjrjP6jXAnnxRl75sLUMhPwHyArWwqTu59bNtqDSRLE7qDQ9OXq9FqV3E9lHdPBV6jRTE6ZfWUa8HxQy/n4slOeDXF2DgpbliCz5Ga/cTEUiil9EvyyWW4KxSNI/5JUQW8lA0M/IOsyBri+JmIftXk2l0kSxO6g0PR1Mc11fRxO9u26awjSLNlUXku1Vz/0ClJmEyaxlm+zu1L3GCg2f6Exmokp/Bam6gvv2hzDpIIr5Z14ZmfEJfBHi1Heg60+BxajmVsh2odI0o7BAKZegq6sT3T190Ogf/8gQylioND0bOq0aeWnh7HPO+Cp7mmeL39X9uBPnC4V0kJT2zByLhnIfpr9TvzQOWY3vTWln8bjyv4TOwGwTY2HunBOE/SW/lMzQDAT/gr06prXxK0sPY7PS1NtSi7YBmfUFOUNubayHUsf/vJ77GFFTlAehcnwZEfc0o0eihqCjGUL59HZQ66i4gw3frcDcuXMwb+Fi7DjqBMGwjnuXMlGoND07ZrMJnS3ViAu6zFvx0zxdmNG9m6oLYDLyP5CVMlOxwGhWoVcaycrTVAyMmVrzB/It/BKtH8xnJYRPTmZaBoJ/haGMhdD2xHJXluzrxMBmpemWw04s/vEU5Dryg5j1cDp1CE2iR1/mVvfX4oevPoVDxPhPCc8KOo/AvG40FGWjqX8aK02LGodXf4JlX29A/J1chPs44eP583D51sx4srMtQaVp8jDotagpzaLPrnvGMFftmKt3tO+SrcPIk5KcUN9GfssniC77j0R4JmeMJ+ZBveOh6QjmFZQZk8CfQhj9ewxXHIRRVguLmTnZt8+rqDYrTeFX9mP7viO4HHYXZtN9aRporYSriwtcvIPRN/Rg+6kF2beuIuh2HrZuPgg5e7VQDs/rvgjx9cRV7xCIVYZ70lSVnYKaHhmkfU1wI/O75hmILrESAy0V8HR3x+XLV1HcKiDzGIaPkx+Z07Oh7S7Agrnz4BJtfZqzRSfDqS1f4/Odl9jXlIlDpWnyUasUKMlJQLDbMV4poOEPI0vpMT4QC3u4kqTYDxaodV1o6D+N2zX/ioiSP+GVoYmm5lEP6q08yi8rzzUvQBD2nzCUvQza3nhYjBpuae0b25Um54NILu/A/q3bUNk9aJWmvn5sX78Dle29aCiIwaYTPvdc16xX4szRo+iW6xF+9SjiK/rIXwfw2ZwvUdDQhfKkG9jvmnBPmuI9LpL5t+Do1t0oaelBXcFtRGZUICnMD5WtA2irTsG6/e5kHgY01TTjWbtyCsrjMXfuYkQVtHB/0cHr2GbM/3IPZsemOHlQaZo6hgb7kZMSQu+ym0ASQ6+hp72eHGDpuEv2jQUGkxx90lgUtX1F6pa/5pWix6VT7MfNbyzSuyt4pOX5RHDrzyFJnwdVgzOMimay+o/rFmNf2LQ0pTer0FuZjDW7LuDsiYNoqi3GmmMe1gksCmz/8eA94RA3Z2PFlz/g5OlzOLhnO7acvgkjkaa1685ZxUrVgq83O46WpvwirNvlwH6e2TC0ej3qi+7gymVH7NmzFSt2uljfmwQEZXFEmj5GdFEb9xc9vI9vwfwvdkHF/YUyMag0TS3MQYMZ2ykvLQzBbkd5hWG2xv/qfiQQWWpvrIDRQO+Km21YLCa2Mzdz111Z549IrPqnCQ9bIB7O4+YyGotJA3HKG7wCMx0ZCPo5hFG/Z8dW0nZHwawVkOpw9vbJs3lpIpsUIpz34PVFK9HU24ct63ehvkeItvIkrDvkeu9KU+S1o4gpYa4ukZXWKXBwxzY0ClvxxfzvUNMtQk2aLw64J4+WprJmHNy6FzVdAtRk3MJR1zBsW/Udqsj0dQXR+GLTJSJeRnS2dOFZNyFNx13MnzsfXgml7GuLQYHzO77FJ1vOs68pE4dK0/ShkIlRnB2HW56nxgjEbEqw61FkJvijv7uFVJz22ZeD8uSYLXpIlIWo7T2CnMYPkVT1e96HBEeW/GLcO+fMBjlE8f+bV2gmPYE/hSD8rzCY8H8wlPUJlPUOMEhKSIVEr5aOYLPSVJgcitoB651l+mEBnC5dwYDCiO76IlxxuoxL12+iQzRS6ekQ6OoB0b0b0SwoSAxCenUxvly4Gp7ebrjqFQSJ2oj6vDjkNolRficelV1SDHbW4Mqly3B290PfkAa5ScFwcHKGf3g8bviEQGNRwO2sJ7j7+J4eoww7v1qMVVuOoLC8BtmJwfh88Xyc9E7iJqBMFCpN0wyRBLlUjMqC2wj3PssrFfaaW16nUZwTzzZbMnccUijjYyZiJIJUVYaOwRso7/yRHQMqofJvUdm9nR3agB8zVM1uEEb9A3vVh1d2njSBL7LNbKLY/w5J2geQF28i3+EB/WAeTMp2m3u0yXRis9I0OQzguy/uN+E9b+pyIrFi6SIsWLgQCxYswDc/HkS7xPYHA5tuqDQ9LyzsGE/MUAXZSUEI9TgBP+d9vLJhq2HWhxmUkhnFu6u1hl1fRhoplKeBGUDTYFI8Qpg4LGa29cGsk8Ck6oReUsIOFqnpDIGqyQXD1ScxXHVs3CjrL0HTEQTdwG0YpNUwaYUw62WwGJVk1rQZ+UmY5dKkQf7dSsyc80MLJH3tyMnKQG5hGRQaOpbL00ClaWag1ajQ0VTJClSY9xn42rBAhRABTI/1QWt9GTSqYW4NKRTKbGOWSxPFHqHSNMOwWKAalrEClZcegZiAS/C/eoBXTmZKmGfCxfhfQj5ZXqZT97BMQlZjdt0lRKFQxkKliWJ3UGmayVjY0bCVCinbjFeYGY3YwMsIcj363JryGEEKvH4YkTfP427qLbTUlbCSZB21mza9USiU+1BpotgdVJpsDeuVqO62OtSVZSP/TiRSIz2JTDkhzOs0/K9NzlWpkf5I0f6OZP4e7PfUV+Sit6MBsiEhvZJEoVAeC5Umit1Bpck+MBh0rEwNiQdYsWmsLkBtaTYqC9NQejeRvUqVezsM2cnByIjzYx+Cm0P+zchQ6d0EVBals1LEXDnqaq3FoKAbw3IJ9Dot22RIoVAoTwqVJordQaVptmEhDmQNhUKhTCVUmih2B5UmCoVCoUwFVJoodgeVJgqFQqFMBVSaKHYHlSYKhUKhTAVUmih2B5UmCoVCoUwFVJoodgeVJgqFQqFMBVSaKHYHlSYKhUKhTAWPlSaj0QSNVkdDMyNiJBvr46DSRKFQKJSp4LHSxExgMBhpaGZEmO3xcVBpolAoFMpUQJvnKHYHlSYKhUKhTAVUmih2B5UmCoVCoUwFVJoodgeVJgqFQqFMBVSaKHYHlSYKhUKhTAVUmih2B5UmCoVCoUwFVJoodoe9ShPzFH+NSoFBQTc06mHmD9w7lPFQa3To6BZCNChjy48yCyC/s14uh6i4GPLWVlhIBUfhwUIqf2UX9OJCmLUi5g/Wv1MeCZUmit1hj9KkViqQnRwMP+d98L2yF35X9yPvdjiRJyU3xZNihlAonhTv0g5LMaw1cq9mBsz4crEpRdh8wAM/7HTBul0uuOgShb4BCTfFDIFUXEMSCUy0vpoUTFotio4eheef/imukyrt+gsvIOrNNyGurOSmmFoMajmkw1ru1X2GpYNQ6x/9IytlEmgM07MhmFRdGMpcgv7AF9Ef8BMMBP0C8uItsBjIydgTIhEIMGbvtxggFA1xL8bBqMWg9Mm/73lDpYlid9ibNJnI+mTG+7Oy9HByUkLJTsx/Jq0b6oSjowskGr6xrdQI8IuEYRJq68oEL8SVC7lXM4PUzHKs332dFaYHc/RCMJSqsZWarq8Cpy5exa1bt+DndwuKaaq8oB/GVafLkBm415RnosLR0SpLDyXoX/4FWiKnD6PoKML+066Qaq37kKC5AGmFbey/x0MvboNvZBr3ajTCumykFI/9fCHZTxuEeu4VP8k3L6Gke+y2OdlYTFpI0v7IytKoEIGSl2xlJuCmvE95ajhKO/glKM7HB1Lu3/fQD+JmSBL3YhyElTjpEcu9sB2oNFHsDnuTJomoF/5XD/BKk/+1A5CTs1g+yhNv4IqrJ9LKe9jXFrMGucnxiIiKgVijR2FBOXuFQ68QIT4mHLG3c1BSXEHOGlXIyypCVmosIm/nwUymsaglZJoIRMYkYEjDCIUFLWV3iWSEIsL7MitNFr0cSdGRCI9JhERFzj3NBpRkp+BWaCQEyumzAkaKjpwPHCNMI8ktquemvI+6JQMnPBPZfxdHXENCtYQcHNXISohFVGwq5HozzCYirwmhCI29DZXOhGFJN2JCb+FOYQ1bRvVlRSgryEJqRjrKG3rZecn6m1HfKUZ/UxkrZNklTWwjiFkjRVJcFGJik4jYOrHS1F1XxJZnboW10pX0NiGSfCarrIl9TXk0BpUK/v/0T7zSxFxxqvf25qa8j6QmCd/8sAHuYTns79JRFo+AhCryLwv6yG8WSso/o7iO/X1H0PZV4uiVAJh1SpSUlOJuahxiE7KhIRPJe+vR0E0UwmJBe3Uh+5uXNfejtSofIhWgErUjMvwWElLzoWMu81qMKM9JI9NF4ea186w0KQUtCAu7haT0IjAXp/RqOVJjQxFCvmMy0AkyiCC9MFaaSAbC/hwmZQc35X3u+F5Cau0ABlqrUV5ezm6X1W3W405pfj6YvduskyI5JgpR8cmQqxTIL6kl62dCRU4qWb8wUi5W6VKL2hBC9pucpDCcYKXJguo85jgRjroOppkQGGhm9pdQFDf2sa9nElSaKHaHvUlTe1MlrzCNpKejgZvyAYxKXHW8Dpm4FU5uoTCagcokP4TlNsMwLCJn1gqcO+0CnUYFz0un0CRUYYCcJe/a6wgNBrDhiy3olutQGO6EkLtdkAsGIFXp0FOZCq+IPPTXpMLJKwUm6OB5bBsrTUpRP5ElPfqr0+EaloW+4ihcjymBcVgCmW76mu+EgzJsPejJK0xMbsXc5aa8DyNNu8/7oKWlHjeuXEWbRI24AFcUN4sharyLyzfjkXfrMuIrybrIpdCqhuDkcAVSjQlZgReRTCQr8OI2hGU1QSNqwVlHL+iIZEV6XkE5qUQ7uzrJtxjgee4CKVclgq9fQEm7FPKuKmzfeYiVJus0elw9cQZChQSXLjhCqjNDNGitSCiPRtbcDK/f/pZfmkhyd+zgpryPpCYRp33i4eV4HKUdsnvSJGrIwSXvCBBXRnb4NcTk3796NCJNRnk/dm/dhvYhNSoSbuBmahU6coIQnNmKruJ4uETkkqkNkMvUiPU4iUoh0NPTDT3ZGXMjvJBS0YOa9CD4JJST/VWBkzvWsdLU2dXFVsx3glyR1SBAnNcFFLYrIBKJrQvwjKibrvMK00j0Ima5RzMiTcVRzjjrnQyjRYVTuw9ArAcunzwJpUGFm1cvkuOIBnqNHBp5N044+hKRGka3QAyjVowLp52hUglw5vQFSDTkJCPtJg5diyKbvBLtfWQajQROF65AoRHiyJFr5NiiJ+s8s/qVMlBpmkGYjVrUVRQhOzMbFXWtbEU3AnNWU1GSj4w7mahq7KR9IB6BvUmToLedyJG1L9OYOO+DRDT2bExQkYTdJ67izp3b2EsO7G1DOgy2l+PiqaPkjLWYHI6s0iQf7MTFSzfIAQrkDFMMZ0dXVpqOHPFk5yMnlcqVsELIBB2IuhUMX48rOE3ODlN9zqCw17qBjjTPKURdiAkLhb+nM85cD4dS0oJLJ07hRlgatA9uzFOMTKHCvpO+vMLE5HZWBTflfRhp2nbyOtIibsDB/zYsWhlOHdyJm0G3EBocgJvBSRhozMOJ02cRmV4CdXch1mw7xl5JCLrhjtTiNgRePo92qZq9euB31QHN/b1wIuWpI/tqbVEaQgKDcXTrZhS19eGK4zXyGxAeaJ6ryk9BSFAwDmzcgLohLVLDvXDy/FW09MywflgzFKb5zed3v+MVJiZM093DsNLkl07q7R6cPXOF/AZWacqN9EBGnVVShrqL4HIznf03w4PS5OTkDi35fQXN2XANzL4nTbeunEOt6H5/wxFp6mupItuTP1zO70dAegPZZk6gnevWM9I8191YgdAgP1w5tZuc5LSjtTgVx06dw+3CsVdInwZtTzSvLDEZCPkVWa+xJ2H3pCnGC8llzJVrC/yvHEWr1CpNQkEDLl0LZo8jLBqrNBm1w8hMjibrE4i9e4+guSINrhH51mm45jmmbstMicWtkADs3X8IAnLiFeJ+BY5X3dAtVlmnnUHMSGnS6zRQq9VcNDA9eG10mjDo9aMuyU45Zi08T23HR4sWYfHij7Bw0ce4eDMBBlLXmLQKXD+5DYvIex8vXoxFi5fCPbaA+yDlYexNmgx6LRJCrvFKU3K4G1nfh5u+TAhwPIOi5h52PcpTfMn2Ugoz2dH1WjXCXM6QCqGVlSaVTMReMVEZLRgWNuLIAeuVphMnbrBzUjakEmnKR6j7ZdR2D0HQdBfn3GNREuWKmJIBMoUFMa7HWGmKcruEit4hiFoLcdElnD2wMMue6HMeUcXW5qrpgLlLLigym1eYth/2hnho7O96r3nObEKQ43EUtA/A67IjOphTYjI/E3eg1GsUuHnuOIoaq3DqnBfZPy2wkM8wx4pAIkpdMjI9oS03Ao6XHOF/uw5QtOK4403ojSYEXzyE0k4Rrpw/B7HWDJ2sD8cOHIdssAnHnQLYaXxO7kad1Ei+zwiFsAG791+5XxlRHkn2xo28wnTjL/8Sio6xzU4j0sTQWhSHfXt3wZ9IU3N2KPxuV7FNdp3FcfBPui/aD0rTlSte0JG/Cdty4f6ANN0JuIaMeuv+wWw7rDT1K+B04TLESj3KkzzgT6Qp3us88tuJXFnM8DyzAyUdAzh/1hkKjREFUVdZaWK2O+bK5sVdu9H7mM7kE8FskEMU88+80jSUuZjt8/Qw96Qp1hu3K/vJXywIvnbynjTJZL1wuOwKlYHbH9RWaeogZXcjvghGzTAuHDuM/vZSnHSLAHMKJapMwtHrUegqT4RnZAGp5+S4ePoYBEozewzvrkjHGZdb7G8wk5iR0nR6/Sc4cN4Zl5yccXjPVpzwiJvmg4YF7uf2o6Jv6jvljSAkG9DcuQtxLSwTWo0SVw/9gPnL1qFjSI2W/AgsWvgZEkpayQavRrDLSWze6wjVTNuaZgj2Jk0MElE/4oOd78kScxddYqgLZJKxHbANigG4efpDS0SIxSiFy1V/1OQn4GbgLdwMCIFUq4KP9y1S6ZtRk5kATx8/hATcxIkzbtBCDE/PGPaj6o4CBKfVoDYzCq7efgjw8YRXRBY5OxyCxzUX3AoOwU23y8hulKApNwpXvfwQeNMT3rfS0F12G95Bt+DjEwAh08dpGmGGGnC9mYQf97jdE6YDp/1RXc80gY1F210Czyhrs4RR3orLl0PQ01aMK9e8EELWsbixBwVp5Gz4VghuhMRDozciPzUUnt4BCAoIhoC4UlKIPwaGmSqUoO3Hyb0n0Ms4lHEYHlcvs/04nM6cRoNEi/bSdLh538Ct0CBcc/PDMJEx18uXEEymcSSVUItQghB/b9wK9ERyUbt1npTHopNKkbRkCdx//vN7wuT/j/+I9qgoborRyFtz4U0qdRaTAWGuxxF+txkmvQbxQe4ICLkF/+BwyLmflUEvaoJbcCJMykEEB0ezVwwlvZWISCpDX3kykkt72PduervhFtkmMis6kRXpiSaJAUmBPvALDIaXy0UkFHVAJ27HVZfrZD8Khes1J9QJlIgh+1gAee3ufI4ISh/SY4LJdhcMn4j7V7ueFWaYgcH4/01EievbFPhTSNI+gEnN34eoOD4ABW1i1GZFo7CJ6ctkQXKoJ3rIITLI05OcaIHUU0nw9AtAaGgYRFIBPP3joRQ0wunKdQQFB8OJSBVzRTUn3IM9LsSE3GCb8VWDrbh2yQWhwUG4eMUFEkkPPFx94evnh+IG2qdpQpz5cSXquUuWjBVvWbUOIlLYRo0MWempyC1vJPbOvKdBSV4WUjPzoWQanwnCznokJaehbUDGfBptjfWoKM5HTm4OmrjL3NK+NrT2S6EbHkTG7VT28zIN+QJi+221pUi+kwenU/tYaTIoJchIu42UO3chVZMDv8WE5qpiJKWmo2+I2VR0KMouIRXNszHU24LUtEwI5dY5JXufwJxFq1AvUiDJ6yQ+33AE/QN9yLubg9KaJmjJQZvCjz1KE4NOp0F3Wx3qK/PQ29EAvW4SpJ5sz/19QvZsrrsmCz7kIGYvLm4wmtDU2oeM3GoUlTVBKnva4RkotgQz7EB/djZqXFzQTCprZY/1RgjKaMzaQWi6IqBqvApdXzIsRrp/TISZKU3rP8VZN194ennhwomDOOOTTCRJjQu7tuFmbBr8nU/DPa4EWaHXcME7Crejb+CcdwqGWvOxbsthpGfewZ5de9EqUcJ5zwacvRGN/IwY7Dntzfby93c8gLstQiJGx5BIhCnY4wKOeSairTgO245cJmKWiGWffEKkaRjXTh1GXGYeIrwdcNAlhu0Iu/OEK3KzUrH/xDWoTCpE+cVgMjc3k1qE7d8swbc7L0ChM+Lmua1Y9tUqfPv1l1i65GMs+mgxDjmH0X5N42Cv0jQ1mFGdx9y9cwtRqXlsJ1UKhUKh8DNDrzR9iazmAXIwT8TarcchUBmg7yvHoq83ISE+CQmh3vh0ywU03o3G5h17cfayJ6rbBUi6cQLbz3qz0zge2gT3lBo4HTuCqh45sWg1Lp08hpbeDuzYdZ5thxb3dSAzLRXXzx/CjvOBuOVyGml11jtVfC8fZ680SQY62Wk8Lh3Dj6d8Ie2uxI5tO3H0rCMySxow2cO5GNRSeJ/eiUWffo2MamuHu4AL2zH3o8+RUFAHjVKKYOfDmL9wKYp71NYPUUZBpYlCoVAoU8GMb57LC3PCFscIGKUt+PL7XSiprEJJ3h24h99GR1MtOnv6UF6YgR83HkFK2GUcvBaGSjJNfJgf8hr74HTqBOr6rdeBSuK8cOjAXlyLr4JJ3o1N2/aioLQSdxMCsfOsH277OiAgs5FMaYHTka2oaO4g892DXDJNUWoINpy8AVl/O+rbe9BcV4FtmzehSfRAY/czoh8W4trxHVjw0XJE5dSyneWYZUnxOYOFq3ZAPGzt8NtWGIPFCxYhpWpmDSg4U6DSRKFQKJSpYEZKk9Ou9Wji2rvMhmEc3PgDCtslyIvzxbY9B7Ft+y7EFrSgqTABW3ftxcH9++EanQejehAORw5g/5Gj2H7gIgaUKrg5OqBRYL1tUSduwVdfrUP3sBEWnQyOR/dg75HTOHXiKH486QW1tAfnDu/Dvn37sXrDFtT0SuBMptlz+CTOnDmONYeuQdZbh307d+HIkcM4cTkQSuMQ9n9/CM86goZ6sB0HNn6DeQs/hrNfDOrq61FPIlXp0V2egI8XLIV3bBb6e9vhcmIbFiz+ErWDVomijMZepYm5K4y5o5RZLo1Gw76mUChjMZk10JNjs8EkJ/sJvfeQD+bwoSXHSpXBAB2RAMrEmJHSNBspT/DEwoULsOChJFUK2DvmwtxP49OPF2HOnDlYsmwF3KPHDkBGsWKP0qTVauHr64sVK1aw28DKlSsRFBQEnW7yrnRSKLaPGZ1if9yu+b+IKPkZ4sr/EiXt30FrYG7/p4yg0hsQ1diKfel3sTHpDo5k5eFORzd7Ny3l0VBpmiFoFBK0t7eh7aEw43UwWMwG9Hd3oLm5GT0D4ukdQ8rGsDdpYnbQa9eusbL0wQcf3Avz2svLi92JH6avtQpVzfdv1+1vq8egciJnk3qUZhVCzbt9WZAa5ou6vmd/yOZQZyUi08u5VxTK5NAtCUZkyS8QXvyTUclqeB9G8zgDJZq0KMpOR2JiIvLKm7huEc9GdlgQWmV8fU61qK9//BAS5ekRKO+cmuOPyWLBzcpabEhMx48PhJGnpJaxY1kZtQpUltXeH/ZHp0BJzehH+5iGBxESEgsNkVNnlwjur1Z0AzUITCjkXvGj7a1AUHIp92pmQ6WJYnfYmzR1dHRg4cKFo4RpJMyApwMDY8+iU3zO4rN1O9Ejs0r3bT8nFHQyQ2QAaqUcQ0ND0OrHStRQayGO7d6MxOr7o1BrlAoyvRR6kxnDcil07B12ZiikQ5AphjGsZCoHM9t0qBqWQyqTc3d2WqBUyNjv0nNjRpn0WvZ1R2UG3MOy2TaCe9Nwi6NRcd9H7+SjPAEmsxYp1f8yRpiYRJS8iC4iVA+jUw7C+/I11HYKoCTbeWtzFytNRp2a3SaHuYc7G/UaaMj2zWyXOoOR3WaZkeeZrdpk0LLjgsnI/jAyfayLE2rE5OTCQvYTss9IZcPstBpxLQ6d9oB8mOwzZiOk5DukcsW9k2Ctapj93rQQV2Q3DpFpDOxrmXzYOg03vyGpgp3f09BB9s8NRJAeFKaR7E2/C6lm9FAmZr0CF08eR5/M+sDh7vJkuIfnkH3dut/qDGYYZX24cuUGtBYDJBLrcdNs1LHvDzZk45JfKrvsw3LmM9J7Dwpnyo6dpjYdToGZ5C8W9hhiLWfrAUGnVrLTaLnXzxsqTRS7w96kKTMzk1eYRlJUxA3O9wApPsfhFxGPU86B0JFjzYg09dZk4fqNIKQlRuGiiy8U3PhmVsxIDfZCTUstzl68CUa3mLPEi9duICU6Gg0CGSI9HVE7oENxYgh8AsMRG+GHrzedAgxSnNq7G+EJtxHocRHRea2k4hlCYmQMkiNvwCUkGyadDDedryE+JRkeF4/CMSgbelJpJUbHIjncA24RBewDT93cvJCUlITGDv4HEVMofCh1LYgp+y2vNDGp6t7FTXmf0jgvxJWMHseJeaSKq+N1pKSlwd3xAuoFKlSn+eLgeU/ERwTg8PGziIpNxHXHS6jplaM7Nwi7TroiLT0NzufOokWs4aRJgdqsKNwMi0WwlyuSi5rRUZ6A9VuPoqiyBcLGSsSmpsLX1RFZtQOQ9tXg6iV3pKbFYv/mLaw0CWtLEUuW48bVC8hvHkRdVgx8QiIRHpb81GMD5nT18grTSNqlcm7K++SGuSCqsIM4jQEBV86jurcfSeGR5Ljgj8t+yfekSaXvxJlzgcxt4Ah2vYiI5DT4XjmGM15keaX9SI5PQGKYFzyiC8g0Kvhfu4AoMo3PpYO46JcBk1qClMREJMSG4PrNJBgUnXC67IG0hAgUt03Os/eeFSpNFLvD3qSpuLiYV5ZGUlNTw015H0aaUuqkyAx3R1x+MydNKng4nsMAdxdmZoADslruN1kYhgW4dpWcLRKPinQnlYVIB3VPAfYcvIyWfuYJ5RarNPUO4OhhJ1aqYFbi8FFHVppOn7xAzlLNGOosh5N7FHvGLu1rRlxcGDbudUR3ZQp8ogrZM+SB2kxcv2V9aru4u4FMcwtbDlyBtLUAR05dRlMvMzgthTJxtIZ+xJX/J15hYlLfd5Kb8j5R7qdQ3jf6hprSmOuIr7AKu7IxHZeC77LSFJDeRLZzBRwvXIRYbUb73QgEZdYTaQqGS7S1aUlQHE3+XcJKU5VgEOd2/4jg6DhEhvrgwAV/Zoh9nHAMYKdlaCzLQYC7A5xD7yLF1wGFHdY7oNKCrlqvNBHqijPh63IWbmS+RTGecLgRBzkzGPNTUtIv4JUlJpuSM9CrGDvqoHqgFmeuhkAn68VlZ29yjLBAKeog+204fthxZow0iesz4BKWw352uOUuHH1T2H+LOusQExGCAyeuob8qGa7R1hM+eeMdXApgrjQBioE2xEeG4sDh85CKmrB7/0nUtAvY92YCVJoodoe9SZNcLsd3333HK0w//PAD2yz2MKw01cth0clx9fx53Lh2lkiTEq4OFzCoth5w74ZcRmbz/QNkU044jp69yg506XX1LJGau+SvFgwR8XE8dhDp1b1WaerpwfHTbtbmAbMMe/c7sNJ06dI1KPWkoulvwDXvcPRUJuOyZwIUajEOH7vEPkHeL97aj4kZJPZqcDbai+Pg4peKYfUgmeYyewlfKWjB5dMHkVjazU5LoUwMCwpaP+cVpuiyP4VMXclNd5/CGA+E57Rwr6wURjgjpVbK/lvTmgWHoBxWmqILyPZoHMa1y5cxpAU686Lgf6eWlSb3OOu8u/PCcDO13ipNAyJcOXMWgyoNe7erjnmKA5Gm4w5EnsiyRntfQXpJMzor03E9NAvx3hdQ1mu9sSPxpiP7aKJQ14u4W92OtqIEeDAnHGYjmoho7d29H6KnvNSk0OnZDuB80uRYUAo9EYKxGOF6/DCSYv0QktUAWUsmzl6JIGU6RE6aLo6RJmH1bXhEW/sxSRsy4eCTjIacaHiGpkEmGcCFc1fQVRoH7wRruUlqkok0EWGrTIOjTwyUUgEcL15iH7syLOmG2+ljiLg79kHCzwMqTRS7w96kiaG8vBxffPHFKGFi7qCrra3lphjNiDQxyNpLsfLzT9nmufbiBLj6R6EsPwcu7v4YZp5HxGKC++n9qB+09lswqkQ4d/YS2quLkV5Yhmg/d2TW9nHNc2ok+rsgPPkucpKi8PUOa/Pcw9LUkh+NKzcikXM7Aqu2nYdO3otLjtdQWFSMwKun4RCajfrMW7juF4OclFv4fpcjBJ0NyMnOR0KQJ25XdLHLQqFMFI2+D+l1rzwkTL9Gm8idm2I0TBPyzauuSM3KQVlpEZLTC6GStuLSOTcUlZUh0OUaGsXqx0hTENbtvYC84iK4nr+ENpnuXvNcTqQHbkamoqS4AI3tQrKbKXDu9EU0tHYjmJyYJGYXIPj6GVwMzEJfXTYuuQahrDAPx/YwzXNi+DqewO38IvhfPo4r4YWoystGMVkul0sOTy1NDBUCEfam54wSpqNZ+eiUjX/M680Pw7JVO9GrNENQmYLz10OQdycWX/54fIw0mchJ0LUzDrhbVoJIj/M445WCqtsBcAuOx53EYGzffwValRDOZJrcsmKEXT+Ni36Z6CiKh4N3BHJSY7B99zEIu2qQlF2CpPAbSMgbLbfPCypNFLvDHqWJob+/H6GhoXB2dkZ4eDiEwvEHNx2WCjHMdGbiEPV3Qc31Xxok/25tbYdi1CV+ciDsHXjgwdgWiEWDUA9LybSt6O4TsR1R5UNi9kHAzJPQO8jfezurceKiD5ncRMpMwk5jNuggGZKzZ8U9Ha3oIWfcQqG1P4JKJibza4NYMoQhuQpmkx7d7WQ+AjGEIjH0agXayXw7e63Pw6NQnhSdUYzOQR+Ud21GXd8xDKmKybb0YN+90TDPMO0i2ymznfcKhtjtTiUdZF8Lh6x3imqVUiiYK7QWMyTk2MD0Y2a2ValSS6QpBD6J5ex2OyizNncrJMx+Yia7hR49ne1obWsnQmFdBrl4gL0DWqeSo43sC8JBMbsvMPMe7O8m39sFqUwCFdl/deR7mf1FxEyjULOfZZZLJB3bhPYkMOsoUKqQ3NqBkNpGZHT2QP644UsManT1irj90oxeUmbdfQIIyL5tMRnI/i8l+7+eLKu1aV2rkLDLyuzrYrK8zHGhmzkeCAYhJuvDzEctZ44HreR4QaZhyo4pr652sv8L2GOwQatEW1srOnr6MVPuC6HSRLE77FWaZhJ3YoPYZjxvLzdUddL+R5TZS39JLKLyxt6qT7FPqDRR7A4qTRQKhUKZCqg0UewOKk0UCoVCmQqoNFHsDipNFAqFQpkKqDRR7A4qTRQKhUKZCqg0UewOKk0UCoVCmQpGSROFQqFQKBQK5XH85Cf/PxIVENwMVf+PAAAAAElFTkSuQmCC" width="589" height="242" alt="Gráfico, Gráfico circular

El contenido generado por IA puede ser incorrecto." 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: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:14pt; font-weight:bold">Gobierno Corporativo</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En CCK estamos conscientes de la importancia de contar con un Gobierno Corporativo sólido, y en este </span><span style="font-family:'Times New Roman'; font-size:12pt">sentido nos apegamos al Código de Principios y Mejores Prácticas de Gobierno Corporativo del Consejo Coordinador Empresarial (CCE).</span>
</p>
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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">Actualmente el consejo de administración de CCK se encuentra integrado por 1</span><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt"> miembros</span><span style="font-family:'Times New Roman'; font-size:12pt">, de los cuales, 1</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de ellos es mujer y 5 son consejeros independientes, lo que representa el 45% de sus miembros.</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">El Consejo de Administración se reúne de manera trimestral para revisar el desempeño de la compañía, así</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">como sus estados financieros internos y los auditados una vez al año.</span><br />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En CCK existen </span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> órganos intermedios de la administración, todos ellos integrados y presididos por consejeros independientes:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="square" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.49pt; text-indent:0pt; text-align:justify; padding-left:7.51pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Comité de Auditoría. </span>
</li>
<li style="margin:0pt 0pt 0pt 28.49pt; text-indent:0pt; text-align:justify; padding-left:7.51pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Comité de Prácticas Societarias.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.49pt; text-indent:0pt; text-align:justify; padding-left:7.51pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Comité de Evaluación y Compensaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Comité de </span><span style="font-family:'Times New Roman'; font-size:12pt">Finanzas</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">Perspectivas macroeconómicas </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Según los pronósticos más recientes, la economía mundial mantuvo un ritmo de crecimiento del 3.2% en 2024, igual que en 2023, y se espera que esta tasa se mantenga también en 2025. Las economías avanzadas mostraron una leve aceleración, pasando de un crecimiento del 1.6% en 2023 a 1.7% en 2024, con expectativas de alcanzar 1.8% en 2025. </span><span style="font-family:'Times New Roman'; font-size:12pt">En contraste, las economías emergentes y en desarrollo registraron una ligera desaceleración, con un crecimiento del 4.2% en 2024, frente al 4.3% observado en 2023.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La proyección de crecimiento a cinco años se mantiene en 3.1%, la más baja en varias décadas, reflejando desafíos estructurales persistentes a nivel global.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La inflación continúa desacelerándose de forma gradual. Se estima que cerró 2024 en 5.9% (frente al 6.8% en 2023), y se proyecta una baja adicional hasta 4.5% en 2025. Las economías avanzadas han mostrado un mayor control inflacionario y se prevé que alcancen sus metas antes que las economías emergentes. La inflación subyacente ha mostrado un descenso más lento, reflejando rigideces en sectores como servicios y vivienda.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">PIB</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante el cuarto trimestre de 2024, el Producto Interno Bruto (PIB) de México registró un crecimiento de 0.3% en términos reales con cifras desestacionalizadas, manteniendo una trayectoria de crecimiento moderado. A tasa anual, el PIB creció 2.4% en el cuarto trimestre.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Por sectores:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">actividades secundarias</span><span style="font-family:'Times New Roman'; font-size:12pt"> (industria) crecieron 2.7% anual.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">terciarias</span><span style="font-family:'Times New Roman'; font-size:12pt"> (servicios), 2.3%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">primarias</span><span style="font-family:'Times New Roman'; font-size:12pt"> (agropecuarias), 1.1%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En el acumulado de 2024, el PIB creció 2.6% respecto a 2023, impulsado por el consumo interno, el nearshoring y la inversión pública en infraestructura estratégica.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Inflación</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al cierre de 2024, la inflación general anual se ubicó en </span><span style="font-family:'Times New Roman'; font-size:12pt">4.32%</span><span style="font-family:'Times New Roman'; font-size:12pt">, consolidando su tendencia a la baja desde el pico observado en 2022 (7.8%). Esta desaceleración fue impulsada por una menor inflación subyacente y la moderación en los precios internacionales de materias primas.</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">índice subyacente</span><span style="font-family:'Times New Roman'; font-size:12pt"> (que excluye productos volátiles como alimentos y energía) aumentó 4.75% anual y el </span><span style="font-family:'Times New Roman'; font-size:12pt">índice no subyacente</span><span style="font-family:'Times New Roman'; font-size:12pt"> creció 3.12% anual.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Dentro del índice de precios subyacente aumentó 0.28% mensual en mercancías y 0.42% en servicios y dentro del índice no subyacente a tasa mensual los precios de los productos agropecuarios crecieron 2.95% y los energéticos y tarifas autorizadas 0.12%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Ingreso y Gasto de los Hogares</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Con base en la edición más reciente de la </span><span style="font-family:'Times New Roman'; font-size:12pt">Encuesta Nacional de Ingresos y Gastos de los Hogares (ENIGH 2024)</span><span style="font-family:'Times New Roman'; font-size:12pt">, el ingreso corriente promedio trimestral por hogar se estimó en </span><span style="font-family:'Times New Roman'; font-size:12pt">$56,420 pesos</span><span style="font-family:'Times New Roman'; font-size:12pt">, con el </span><span style="font-family:'Times New Roman'; font-size:12pt">trabajo remunerado</span><span style="font-family:'Times New Roman'; font-size:12pt"> representando el 62.5% del ingreso total.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El gasto corriente monetario promedio trimestral fue de </span><span style="font-family:'Times New Roman'; font-size:12pt">$49,200 pesos</span><span style="font-family:'Times New Roman'; font-size:12pt">, siendo los alimentos, bebidas y tabaco el princi</span><span style="font-family:'Times New Roman'; font-size:12pt">pal rubro (representando el 34.6</span><span style="font-family:'Times New Roman'; font-size:12pt">% del gasto total). Este patrón de consumo continúa beneficiando a las </span><span style="font-family:'Times New Roman'; font-size:12pt">tiendas de conveniencia</span><span style="font-family:'Times New Roman'; font-size:12pt">, que siguen siendo un canal clave para la adquisición rápida de productos básicos.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Empleo</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Hasta diciembre de 2024, se reportaron cifras históricas en la creación de empleos, alcanzando aproximadamente 1,200,000 puestos formales. De estos, se estima que el 115% fueron empleos permanentes, mientras que el porcentaje de empleos eventuales se redujo al 8%, representando una disminución respecto a años anteriores.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La creación de estos empleos representó un incremento anual del 5.1%, la tasa más alta en cinco años, reflejando una recuperación robusta en el mercado laboral después de los estra</span><span style="font-family:'Times New Roman'; font-size:12pt">gos causados ​​por la pandemia</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En diciembre de 2024, se registró un aumento neto en el número de puestos de trabajo afiliados al Instituto Mexicano del Seguro Social, con una variación positiva aproximada de 450,000 empleos, mostrando un crecimiento del 2.0% en comparación con el año anterior.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al cierre de 2024, la PEA </span><span style="font-family:'Times New Roman'; font-size:12pt">(Población Económicamente Activa) </span><span style="font-family:'Times New Roman'; font-size:12pt">se estimó en 63,5 millones, lo que representa un aumento de 4,5 mi</span><span style="font-family:'Times New Roman'; font-size:12pt">llones en comparación con 2021.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para 2024, las proyecciones de creación de empleos del Banco de México indican un crecimiento de entre 400,000 y 600,000 puestos de trabajo, manteniendo un enfoque optimista sobre la recuperación económica del país.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">De acuerdo con la encuesta de expectativas de los especialistas en economía del sector privado de diciembre de 2024, las expectativas han mostrado un ligero ajuste a la alza, anticipando una variación de 380,000 empleos asegurados en el IMSS al cierre de 2024.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Demografía</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El principal cliente de la Empresa es el público en general, por ello es importante entender cómo el crecimiento poblacional puede impactar de forma positiva o negativa al crecimiento de la empresa. </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">Entre los principales factores demográficos que impactan al sector se encuentra las tendencias de crecimiento y migración, así como las proyecciones de población y la dinámica demográfica de las distintas localidades y regiones de país.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La población de México ha seguido creciendo, alcanzando aproximadamente 132 millones de habitantes. Esto representa una tasa de crecimiento promedio de 0,6% anual desde 2020.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Se espera que la población total de México para 2030 sea de aproximadamente 138.8 millones de habitantes. Esto sugiere que, en los seis años restantes, la población crecerá en cerca de 6,8 millones, lo que equivale a un crecimiento promedio anual del 0,5%, un ligero ajuste respecto a las proyecciones anteriores.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">México mantiene su posición como el undécimo país más poblado del mundo, reflejando su importancia demográfica en el contexto global.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Según las últimas est</span><span style="font-family:'Times New Roman'; font-size:12pt">i</span><span style="font-family:'Times New Roman'; font-size:12pt">maciones, a</span><span style="font-family:'Times New Roman'; font-size:12pt">l cierre de 2024</span><span style="font-family:'Times New Roman'; font-size:12pt"> el número de mujeres en México sobrepasó el umbral de los 6</span><span style="font-family:'Times New Roman'; font-size:12pt">7,5</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones. El número de hombres en el país, por su parte, fue menor, situándose en torno a los 6</span><span style="font-family:'Times New Roman'; font-size:12pt">4,5</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones. En 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt">, la población mexicana se aproximó a los</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><a style="color:#000000" href="https://es.statista.com/estadisticas/572384/poblacion-en-mexico/"><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt">32</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de personas</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:8pt; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">En diciembre de 2024</span><span style="font-family:'Times New Roman'; font-size:12pt">, las mujeres representaban aproximadamente el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">46% de la población económicamente activa (PEA)</span><span style="font-family:'Times New Roman'; font-size:12pt"> de México, lo que refleja un aumento en comparación con el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">40.1% registrado en abril de 2022</span><span style="font-family:'Times New Roman'; font-size:12pt">. En términos absolutos, había </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">alrededor de 24.2 millones de mujeres trabajadoras</span><span style="font-family:'Times New Roman'; font-size:12pt">, frente a unos </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">35.3 millones de hombres</span><span style="font-family:'Times New Roman'; font-size:12pt"> en el país, de un total de 59.1 millones de personas ocupadas.</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">
<br /><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">La mujer y la participación económica</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El segmento de la población de entre 25-50 años es el más dinámico. Este segmento sigue creciendo de manera significativa como consecuencia del bono demográfico mexicano de </span><span style="font-family:'Times New Roman'; font-size:12pt">finales de los setenta. Alrededor de 52 millones de personas entrarán en esta categoría entre 2020 y 2050.</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">Mercado Minorista 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">El mercado minorista de abastos y alimentos incluye comida empaquetada y comida rápida además de bebidas alcohólicas y no alcohólicas, tabaco y productos para el hogar. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El sector minorista y de consumo es una industria que tiene el potencial de superar el crecimiento futuro promedio nacional de México. Esto será impulsado por una combinación de tendencias económicas y sociodemográficas, ofertas y modelos comerciales para atraer a los consumidores mexicanos. El sector minorista y de consumo refleja las oportunidades que surgen de la dualidad de la economía mexicana, mejor que cualquier otro sector. Las tiendas minoristas de formato moderno y las franquicias multinacionales.</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">El informe cubre un análisis completo de los antecedentes del sector minorista mexicano, que incluye una evaluación del mercado matriz, las tendencias emergentes por segmentos y mercados regionales, cambios significativos en la dinámica del mercado y una descripción general del mercado. El Mercado está Segmentado Por Producto (Alimentos y Bebidas y Productos de Tabaco, Cuidado Personal y del Hogar, Ropa, Calzado y Accesorios, Muebles, Juguetes y Hobby, Industrial y Automotriz, Electrodomésticos, y Otros Productos), Por Canal de Distribución (Hipermercados, Supermercados y Tiendas de Conveniencia, Tiendas de Especialidades, Tiendas por Departamento, Comercio Electrónico y Otros Canales de Distribución). </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">México tiene un entorno fragmentado y competitivo debido a la relevancia de los formatos tradicionales y los pequeños minoristas independientes en todos los canales.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Formatos de tienda en el Mercado </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#212121">En México, hay una amplia variedad de formatos de venta, que van desde empresas familiares independientes hasta cadenas comerciales de presencia nacional. Los puntos de venta representados por cadenas comerciales son más comunes en áreas urbanas y ciudades grandes, mientras que los formatos tradicionales (tiendas de la esquina) con un enfoque predominante en bienes básicos tienen mayor relevancia en áreas rurales y ciudades más pequeñas. La tendencia de la urbanización en México es uno de los factores que han favorecido el desarrollo y la expansión geográfica de muchas grandes cadenas comerciales, como los formatos de supermercado, las tiendas de variedades y las tiendas de conveniencia, por ejemplo. Sin embargo, el crecimiento de las cadenas comerciales ha representado una amenaza importante para los formatos tradicionales de venta al público, que a menudo carecen de la fuerza comercial de sus competidores debido a que son propiedad y son gestionados predominantemente por familias.</span>
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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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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Horarios de apertura </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#212121"> </span>
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<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#212121">Las horas de apertura al por menor en México tienden a diferir de una región a otra y según la ubicación específica de las tiendas. En las grandes ciudades, las horas de apertura estándar para la mayoría de los minoristas son 09.00hrs-21.00hrs. En las grandes áreas turísticas como Puerto Vallarta, Cancún y Acapulco, las tiendas pueden permanecer abiertas hasta las 23:00. Mientras tanto, en las ciudades y pueblos más pequeños, las pequeñas tiendas independientes cierran generalmente por una o dos horas al mediodía, permitiendo que los dueños vayan a casa para el almuerzo. Los grandes almacenes suelen abrir de 11.00hrs a 21.00hrs. Los puntos de venta de bebidas alcohólicas de 24 horas deben seguir las regulaciones relativas a la venta de dichas bebidas, incluida la prohibición de venderlas entre las 21.00hrs y las 09.00hrs. En algunos casos, la sección de las tiendas donde se colocan las bebidas alcohólicas se cierra, mientras que el resto de la tienda permanece abierto para la compra de otros artículos. Esta práctica también es común en los días de elecciones, cuando las ventas de bebidas alcohólicas están prohibidas durante todo el día. </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#212121">Esto se conoce como Ley Seca.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#212121"> </span>
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<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#212121">Hay minoristas que cierran en fechas especiales ya que se encuentran obligados por ley, por ejemplo, el Día de la Constitución de México</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#212121">,</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#212121"> el natalicio de Benito Juárez), el 1 de mayo (Día del Trabajo), 16 de septiembre (Día de la Independencia), el día de la Revolución Mexicana, 25 de diciembre (día de Navidad) y 1 de enero (día de Año Nuevo). Sin embargo, el ambiente competitivo ha animado a varios minoristas a abrir incluso en estos días como la ley permite esto mientras los empleados reciban la compensación aplicable de acuerdo con la ley.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#212121"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#212121">El comercio minorista de 24 horas existe en canales como tiendas de conveniencia, tiendas de abarrotes, farmacias y parafarmacias y, en menor medida, hipermercados. En ocasiones limitadas, como la noche anterior al Día de los Reyes Magos (6 de enero), la mayoría de los minoristas especializados en hipermercados, juguetes y juegos y grandes almacenes en las grandes ciudades pueden permanecer abiertos las 24 horas para permitir a los padres comprar juguetes para sus hijos. No hay señales de que esta práctica cambie en el futuro previsible.</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; color:#212121"> </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">El mercado hoy, ANTAD</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La Asociación Nacional de Tiendas de Autoservicio y Departamentale</span><span style="font-family:'Times New Roman'; font-size:12pt">s, A.C. (ANTAD) es un organismo que a </span><span style="font-family:'Times New Roman'; font-size:12pt">abril </span><span style="font-family:'Times New Roman'; font-size:12pt">de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> contaba con una estructura asociativa de </span><span style="font-family:'Times New Roman'; font-size:12pt">85</span><span style="font-family:'Times New Roman'; font-size:12pt"> cadenas comerciales: 2</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> de autoservicios, 1</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt"> departamentales y 5</span><span style="font-family:'Times New Roman'; font-size:12pt">0</span><span style="font-family:'Times New Roman'; font-size:12pt"> especializadas, encargada de desarrollar y realizar proyectos o programas que promuevan la competencia leal, el comercio formal y la productividad.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Fuente:</span><span style="font-family:'Times New Roman'; font-size:8pt">ANTAD </span><br /><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las ventas totales generadas en 2024 acumularon $1,613.7 miles de millones de pesos (1.6 billones de pesos).</span><span style="font-family:'Times New Roman'; font-size:12pt">, las tiendas especializadas presentaron un crecimiento de </span><span style="font-family:'Times New Roman'; font-size:12pt">8.</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">% a tiendas totales y </span><span style="font-family:'Times New Roman'; font-size:12pt">3.9</span><span style="font-family:'Times New Roman'; font-size:12pt">% a tiendas iguales.</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">Para 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, la ANTAD estima un crecimiento a tiendas iguales de </span><span style="font-family:'Times New Roman'; font-size:12pt">3.9</span><span style="font-family:'Times New Roman'; font-size:12pt">% y de </span><span style="font-family:'Times New Roman'; font-size:12pt">6.5</span><span style="font-family:'Times New Roman'; font-size:12pt">% a tiendas totales. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Ventas acumuladas de enero a diciembre </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El crecimiento anual de las ventas de los Asociados de ANTAD para 2024 a tiendas iguales fue de 4.2 por ciento y a tiendas totales de 7.1 por ciento. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El resultado se integra por: </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">• Supermercado (abarrotes y perecederos), que representó el 35.2 por ciento de la venta total ANTAD, tuvo un crecimiento de 4.1 por ciento a tiendas iguales y de 8.1 por ciento a tiendas totales. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">• Ropa y Calzado, que representó el 18.2 por ciento de la venta total de ANTAD, registró un crecimiento de 2.1 por ciento a tiendas iguales y de 4.5 por ciento a tiendas totales. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">• Mercancías Generales, que representó el 46.6 por ciento de la venta total de ANTAD, tuvo un crecimiento de 5.0 por ciento a tiendas iguales y de 7.5 por ciento a tiendas totales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Factores que influyen en el comportamiento </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Presiones inflacionarias </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Una reactivación económica menor a la esperada </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Confianza del consumidor ante la incertidumbre económica </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Problemas de inseguridad publica </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Mayor competencia de comercio informal</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">Entorno económico </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 acuerdo con estimaciones del Fondo Monetario Internacional (FMI) la economía mexicana cierra el 2024 en 1.5 por ciento. </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 2025 el pronóstico es de 1.3 por ciento. Para la economía de Estados Unidos se estimó un incremento de 2.8 por ciento para 2024 y la proyección para 2025 se registra en 2.2 por ciento.</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">Se estima para el 2025 un crecimiento nominal a tiendas iguales de 3.9 por ciento y de 6.5 por ciento a tiendas totales.</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>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Factores que podrían impactar el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">5</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </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">1. Seguridad </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2. Comercio Informal </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">3. Repunte de la Inflación</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">4. Certidumbre Jurídica </span>
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<p style="margin:0pt 0pt 12pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">5. Renegociación del T-MEC</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Tiendas de Conveniencia</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las tiendas de conveniencia son establecimientos generalmente con menos de 200m</span><span style="font-family:'Times New Roman'; font-size:5.33pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:12pt">, con un horario comercial superior a las 18 horas y un periodo de apertura de 365 días del año. Cuentan con un amplio surtido de productos centrados en bebidas, comida rápida, abarrotes, etc. A cambio de las amplitudes de horarios y la variedad de productos, sus precios suelen ser ligeramente superiores a los de supermercados. Generalmente, se ubican en el centro de las ciudades, junto a estaciones de gasolina y lugares con un amplio flujo peatonal y vial. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En México, las tiendas de conveniencia se posicionan en el segundo lugar como canal de distribución preferido por los consumidores, ya que son usados con mayor frecuencia y representan el segundo lugar en importancia en el presupuesto familiar. Al ser tiendas enfocadas a satisfacer necesidades inmediatas, los consumidores en promedio gastan $45 Pesos cada 5 minutos. De acuerdo </span><span style="font-family:'Times New Roman'; font-size:12pt">con</span><span style="font-family:'Times New Roman'; font-size:12pt"> la experiencia de la empresa, el ticket promedio convierte en defensivo a este segmento dado que en situaciones de restricción presupuestal, el consumidor favorece compras de menor escala aunque el precio sea más alto, satisfaciendo necesidades inmediatas. </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los atributos asociados a la tienda se enfocan en el aspecto físico como lo es la limpieza, fácil ubicación y el servicio al cliente, bajo una apreciación de rapidez y valor de calidad y prestigio que aporta la marca detrás de la tienda.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Perfil del consumidor</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El mercado objetivo de las tiendas de conveniencia es el público en general, sin distinción de edad, sexo o situación social, sin embargo, se puede tener una sensibilidad a distintos perfiles de usuarios. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Principales razones para comprar en tienda de conveniencia</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">- La cercanía o buena ubicación de la tienda, el 69% de los usuarios ingresan a la tienda por que se encontraba en el camino mientras que el 77% de los consumidores tienen como objetivo asistir a la tienda. </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt">-La marca cuenta con varias sucursales, el 62% de los consumidores asisten por que se encuentra en la ruta de regreso a casa, lo que genera conciencia de la marca en el individuo y un mejor y fácil reconocimiento de la marca en algún otro sitio. </span>
</p>
<p style="margin:0pt 0pt 12pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:'Times New Roman'; font-size:12pt">-Encuentra los productos que necesita, el 70% de los usuarios compran durante la tarde, principalmente entre las 15-16 horas, además el 64% de los individuos compra los días viernes.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-indent:36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Así mismo, las razones por las que un consumidor no asiste a una tienda de conveniencia son la poca oferta que pudiera existir en los establecimientos de dicha marca, la ubicación de la tienda (concretamente, que se encuentra lejos de los caminos recorridos normalmente) y los precios. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Análisis de las Perspectivas de Crecimiento para 2026 </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para pronosticar las perspectivas de crecimiento para 2026, debemos considerar las tendencias actuales, los datos históricos y las cifras proyectadas. A continuación, se presenta un desglose: </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tamaño y Crecimiento Actual del Mercado</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El mercado minorista en México está experimentando un crecimiento CACT (Crecimiento Anual Compuesto Total) proyectada del 4.2%, alcanzando los $6,787 millones de pesos en 2025. En particular, se proyecta que las tiendas de alimentos especializados, que incluyen las tiendas de conveniencia, alcancen los $2,652 millones de pesos en ventas para 2025. </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">Factores Clave de Crecimiento: </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Preferencia del Consumidor: Las tiendas de conveniencia ocupan el segundo lugar como canal de distribución preferido en México, favorecidas por su frecuencia de uso y su importancia en los presupuestos familiares. </span>
</li>
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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">Necesidades Inmediatas: Estas tiendas satisfacen eficazmente las necesidades inmediatas del consumidor, demostrando resiliencia incluso durante las restricciones económicas. </span>
</li>
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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">Ubicaciones Estratégicas: Las ubicaciones en zonas de alto tráfico, como centros urbanos y centros de transporte, mejoran la accesibilidad y la preferencia del consumidor. </span>
</li>
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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">Expansión en Ciudades Pequeñas: Los minoristas se están expandiendo a ciudades más pequeñas con potencial de crecimiento debido a una menor concentración de puntos de venta.</span>
</li>
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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">Crecimiento del Comercio Minorista Sin Tiendas: El crecimiento del comercio minorista sin tiendas (31.8% en 2022) también influye en cómo las tiendas de conveniencia se integran y compiten con estos modelos en evolución. </span>
</li>
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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">Proyección 2026 </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">Para proyectar el tamaño del mercado y el número de tiendas para 2026, se utiliza el valor del segmento de tiendas de conveniencia, proyectando que el valor de las tiendas de alimentos especializados sea de $2,652 millones de pesos en 2025. Suponiendo la misma tasa de crecimiento anual compuesta (CACT) del 4.2%, el valor proyectado para 2026 sería: $2,652 millones * 1.042 = $2,763.4 millones de pesos (aproximadamente). </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">Número de tiendas</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">Euromonitor estima más de 25,900 tiendas para el cierre de 2025. Proyectar el número de tiendas es más complejo y depende de factores como la saturación del mercado, la consolidación y las estrategias de expansión. Dada la expansión a ciudades más pequeñas, es razonable suponer un crecimiento continuo en el número de tiendas, aunque posiblemente a un ritmo ligeramente menor en comparación con años anteriores a medida que el mercado madure. Si estimamos, de forma conservadora, un aumento del 2% en el número de tiendas, la proyección para 2026 sería: 25,900 tiendas * 1.02 = 26,418 tiendas (aproximadamente). </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">Conclusión </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 segmento de tiendas de conveniencia en México está preparado para un crecimiento continuo en 2026. El valor de mercado proyectado para las tiendas especializadas en alimentos es de aproximadamente $2,763.4 millones de pesos, y el número estimado de tiendas podría alcanzar alrededor de 26,418. Este crecimiento se sustenta en las fuertes preferencias de los consumidores, las ubicaciones estratégicas y la continua expansión hacia mercados sin explotar. Sin embargo, es crucial monitorear factores como la competencia del comercio minorista sin tiendas físicas y la posible saturación del mercado en ciertas zonas.</span>
</p>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Productos y Servicios</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La oferta de productos está diseñada principalmente para ser consumidos inmediatamente, dado que ésta es la necesidad que tienen los consumidores que compran en este canal. La mayoría de los productos son de desembolso bajo y se ven complementados con nuevas ofertas de servicios, tales como pago de servicios y recargas telefónicas. El contar con esta oferta de servicios le ahorra tiempo al consumidor a cambio de un porcentaje adicional en el costo. </span>
</p>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Cotidianamente, las tiendas tienen un amplio surtido de productos, entre los cuales las categorías que destacan son: bebidas, comida rápida, abarrotes, farmacia, pago de servicios, agua, dulces, vinos y licores, lácteos y embutidos, café, tabacos, comidas rápidas, </span><span style="font-family:'Times New Roman'; font-size:12pt">telefonía, botanas, entre otros. Los productos que crean diferencias entre la preferencia de tiendas son</span><span style="font-family:'Times New Roman'; font-size:12pt">:</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Cerveza</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Es el primer producto consumido en la región norte del país y el segundo en la región centro.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> Para la cerveza, la lealtad por la marca es de suma importancia ya que 7 de cada 10 clientes prefieren ir a buscar su cerveza preferida que comprar otra en una tienda. Además, las promociones son un factor importante al momento de decidir en dónde y cómo comprar. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Comida rápida</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante 2024, la industria de comida rápida en México mostró un crecimiento sólido, con un incremento del 4.5% en la industria restaurantera, según datos de la CANIRAC. Se proyecta que el sector alcance un crecimiento de entre 5.5% y 6% en 2025, impulsado por la reactivación económica, el turismo gastronómico y la creciente reputación de la cocina mexicana.</span><span style="font-family:'Times New Roman'; font-size:12pt"> En las tiendas de conveniencia durante 2024 los alimentos preparados crecieron el 8.2% impulsado por la capacidad de gasto de los hogares y buscando más valor por su dinero</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Además del enfoque tradicional, el consumidor mexicano ha mostrado una creciente inclinación hacia la comida rápida saludable y conveniente. Se destacan opciones con ingredientes frescos, menús con valores nutricionales claros, y una mayor demanda por platillos que fusionen sabor con bienestar, como wraps, bowls y versiones más ligeras de productos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">clásicos.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Café</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las generaciones Millennial y Z valoran las cafeterías como espacios sociales y creativos. Mintel reporta que el 73% de los consumidores jóvenes prefiere cafeterías que ofrezcan experiencias estéticas. Además de poder tomar fotos bonitas para sus redes sociales, las nuevas generaciones buscan valores y personalidad en las marcas, incluyendo cafeterías que promuevan prácticas sostenibles, apoyo a la comunidad local e ingredientes de calidad. La transparencia y el compromiso social de la marca son puntos clave.</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">Les atraen las opciones personalizables en el menú (bebidas alternativas, opciones veganas, sabores personalizados) que reflejen sus preferencias individuales y sus hábitos de</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">consumo</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">consciente.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Sin perder de vista lo indulgente por eso los capuccinos son los líderes en el 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>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los 10 (diez) productos más vendidos en una tienda de conveniencia son: </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATEAAADmCAYAAAC9KbJLAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABqZSURBVHhe7Z2vryzNWoXvH4AmQWJwKBISFBgMgiCQFxSCAA4EISGoayDBAQaBAIMgQVwNCYYEg4UEg+HP+NhPZ1bd9b2nunv22Xvm9FuznmRlqutXd3VXra7qs7vPD974LoqiqKk2vvvpX/xhFEVRG+FbN21MM0VRFF1V+NZNG9NMURRFVxW+ddPGNFMURdFVhW/dtDHNFEVRdFXhWzdtTDNFURRdVfjWTRvTTFEURVcVvnXTxjRTFEXRVYVv3bQxzRRFUXRV4Vs3bUwzRVEUXVX41k0b00xRFEVXFb5108Y0UxRFj9Mv/eYffQd/9fc/nqZHx8K3btqYZnqGjvjV3/7TaZmv1c/+8u9sHQb++M//7ntpdKj/+d//29L4/a0//MvvpUfX1G/87o+++/f//K/tugHXl+s8y+v68b/8x5af6z5Lf4Y47hjY1wvfumljmumZwrCAzjVL/6jcpMBNjE4P2rc6+M//2h+MPNH1xDUEGRcirt6gZtI1/uwbZfQ84Vs3bUwzPVN7JoaR/MM//+uWBty9uPsqHX701/84Zlgwm0XRsambNPCOXuP4hd/7s78ZeaJrSTce2Jt50ad8lkY/IV4GJtTnuNF5Wp3V0U/8Rggqe28/1fEoTuXR3vFGc+FbN21MMz1TeyZGp0F0EjqULrJmSQLDIV2dbG8Wpf24icm0qol5nuhawiCg9hcXfYXrTVgGoxuczErpMkX6D+H6vErb9AnSVZ409N5+qjg//qPjjb4UvnXTxjTTMzUzMXVUvyPVWRNw8ZUuA9qbRcXE1pCu0ZGJueo1rSamvubX3I1K/Ub5VZ+XPeunmJzSFbd3/PV4oy+Fb920Mc30TM1MbHYhqwnBWRlXLY9qmbM6om8vmcSeCSCun2bmQtdUBlVNaQbpdSammZeXVd3orJ/O4si7d7zRl8K3btqYZnqmZiZW72Yep5kWfHQmRl6PUx3sS3mia4llmpil711TbVcTm/U1l0xM0OeII+3efnpkYmfHG30pfOumjWmmZ2pmYtzxgLvTvc8adCdTetXMxDQgtG91cD27iK4p/WOOP4CnH3BtZQrqF3rGpOuubZaCpCNQX/P9IJmKjMtVy7I966f3mNje8UZfCt+6aWOa6ZmSuXDxPJ5Oow4BpHtHAtLVoelIdEyvA+nOWFEnIV0GyO+ss0bXE9dP1w1kaG4EwPMq0PXm+qqc+lzta+BpFe+Lteysnx6Z2NnxRl8K37ppY5qpg6B2jij6bOkmKWPSTVEmFz1f+NZNG9NMHQQxsejRoo+BTEzLP8yt5o2eI3zrpo1ppg6CmFj0aGFevtxjKcqSj2XgLH/0eOFbN21MM0VRFF1V+NZNG9NMURRFVxW+ddPGNFMURdFVhW/dtDHNFEVRdFXhWzdtjEAIITQhJhZCaE1MLITQmphYCKE1MbEQQmtiYiGE1ixpYr/wpv9+0z9tW+vxK2/6tzfp4v3Fm37qTSG8IsuZGAP6T25a0cR+/U1cJ34B8/r9m0J4RZYzMcGgXtHE3MBm/Myb/vZNurCYuUPcD9/ETJUweTF+h1keeeCoPma8ipd+7k3Ar2aL7OvomEP4COp7GyOwACuamEzjaOmIcciUMKBqILrgmAzpLE39uhPHNr9wVp/A9MgrCHO8QJrvI4TPRH16Y6WOtrKJ7YEx1XTOAzMpQXo1IeIwM8BwdN7uqQ9kfDKtGaTLGEP4TOhbo5/WDtuZV5yJKb2qmlg1G2ZaysMMSiZ3T33Aea7LVuqgLi93ZHIhfC3qXxsjsAArmhjmxTWaLedApnME6dVMVE4zL5nkPfVpOerGqnp8P3U7hM+CvjX66QgswIomBrSL66TlH+ZBHAKeWRHem63tmQnlUH3If1QfcX4swk1Rx7e33xA+Cn0LbYxAYxiEapS0mplhCpiL2kebZTIYB8s9b78MDtiemYmMphrSUX0yK5fqZnmpOIWpK4TPRv1sYwRCCKEJMbEQQmtiYiGE1sTEQgitiYmFEFoTEwshtCYmFkJoTUwshNCamFgIoTUxsRdBrwCFsBpLmhiDlddfVvv0C0ZEu2Y6MyiuLflCWI3lTEzv6fG+JL/1hebO0DbapbbxqRttn72XSP6YWFgR+jbaGIHGMND9ZehVB+9eu/Zmocp/NEv92jTi0QyfPYbwCOjbw7tGYCH2Bnt3Zu3SZ6Bns1Bt8/ULpft3yY7Kkk9plOdGAbpJMCPUBxD9Kxh8/UL7QyE8Avod2hiBRWCQ0ybNzFaCdlUT81mo2i4IYzRKr9+93ytLHGHyA9syP48Hr1MGpzpDeBT0M/W7nwQWgMHDoPVvaa0E16qaGNBu4mVEelZW88uclA6zsgpXZvGqkzSFmY35PkL4bOhnoy/WTtkVBhAGttJD/YrMwqG9xGv55nlm+T1urywiXNmL9zp5fsYMT/WG8AjoX6MvzjplN17BwMDNAmQqtF94HsK+9NO38eGorJaF/kCffLN4xXk9wLbqC+GzoW+hjRFoCoMFA0MMGGnF5Uw1BRkIRoVBzWZiiOU1cW70Z2XJSxzb5NH/dkQcaZRBhPXQn2tBfqR/GJj9y2YIH0V9e2MEmsIgYWBVaWCtBO2q5iwDwmQUlnEQh6FgXMRjZj5jOipLPs4hcZT3eOohHvm/dnJsite+Q3gES5lYCOH1iImFEFoTEwshtCYmFkJoTUwshNCamFgIoTUxsRBCa2JiIYTWxMRCCK2Jib0geiXI/2I/hK4saWK8FsMgXfGdSbVNei96T1KvA4XQneVMzD/9wu9qX7OgXfpaKi9c00Z/Z/EMvesYwiowBoZ3jUBjMDEtkzTrWGlGhgH5hx4Jz67bbCbKNqaO+ZHu54kws7xaZlaPIH42I9RyVS+KO7P8IXyE5UzMYRCtbmJ8ccKvGwbBtmZsGJbMCoMnTumUBbYxN9IQHNUDLEWJJx2Jr/0efwhfC30JbYxAYzQLYIAwWFZcTtImb6OMAriGvrwkv38McbacpEw1qaN6ZEieH9gmXvnYVh0eD4SJC+Gj0I9GX1qhUzHAGHBIM4E62DqjdvHL9XID0+yJXwnDI6/YMzGfFZ3VI7NiNuazXJWrzOJVB2khfAT60ehfsw7YGQYKA96XX93BSNQezYhkBDIL8ri8/Xsm5mZyTz0s1TFQ5QOVq+zF1/2G8DXQj0b/mnW0TmBaddbFDGKlPyWoZuIzpL1lnnOPid1TjyCPyqucP9AnfRb/nn2EcAT9CG2MQFMYSMy8eA5DmAFLm1Z6gFxNrBoE6Zg2beYcIDePe0wMjurBeBSnB/lK49kaZUnjuZduIMSRRn2oPssL4Wuh/6GNEWgMg4qBw6DRA/CVYOD7A3egnYrDYDAP2i95fsJugsD5wgydo3rIqzjK+jmmHMdIGsflxicD9bpC+CjLmVgI4bWIiYUQWhMTCyG0JiYWQmhNTCyE0JqYWAihNTGxEEJrYmIhhNbExEIIrYmJhRBas7SJ8TpMfZ2mO7zGQ7skXud5D5TXq0AhrMCyJsZLxt9r3CLw3qG+J8ZL1LTvPe8hzl4AD6Ez3xvnqwx4Zie0ZcWvh2JA/gI3L1tjahXN1BxmpbyUjfmR5jMyzlmNA8qQpvTZzG+vLFCeNBTCI1jSxBjYiIGzuokxC/M2YhpsY1SaqTErBRkecdSjGZzMnjh+MTqhbcqpPjeko7J84UKzRhTCI6DfoY0RaAwDjIGj2cEKbXIwA4yCtum7XL6cpL0Yi6iz0dlyEnPTDKueM8LsQ+nsW98Ig72yMlOlhfAo6Gejz45AYxhwmnmsamI+u6F9GAnM2ouJEEca7D0TIx95VAcmBF4WZuVnZbXf2bfKQvhM6GdoYwSawqwDE9OA0iyE8CozAgzEl5MyC2ZjMpGKzgHMTIjZFXmIR57fw1DLH5XlGRkGq/QQHgH9C22MQFMwLQ0mpGc4hFeZDdAWNzGgncRpCecP2BUnE68mJONzk2f7HhM7KytktDU+hM+AvoU2RmARNMhWAgPRMzGEqdBGGRfpWlLrmZmWm4DRsxylLAYnkyOe/JRnW4bjYXATOyqLcfGL9I8Ps3+9DOGj0LfQxggsAoPMH0KvgExEwtBop8A8PI8/9AfSKUOanh3KgDhXCstw6jMt0t0U98pShrDS3AhD+EyWNrEQwvrExEIIrYmJhRBaExMLIbQmJhZCaE1MLITQmphYCKE1MbEQQmtiYiGE1sTEQgitWc7EeM2G125c/oLyKvAaD23L+4jh1VnOxPS+3uompi908PJ1CK/MkiaGca2Mvh7BrJMvUlQw7Toj1QvYhH32pq9MOLzITT7iV7wBhLVY0sRkZMxSVlxu8RUJvkSBwXDN6hcimKXpHJDOtvLU/OQhr+CLEypLORTClaFPD+8agcb4DITBSJv8UzIrQJuYLQGmg6EJzdI0g+J8uEmRdmRiqhe4AazQJ8La0EdHP12xwzJAGeirgMn4dcKk2JZpYVC+/V4To5yWk6jmD+Fq0EfRxggsRB2k3cGQeQ4mk9E37DErwTZtlgn5w3+290wMA/OlqMrHxMKVoY+ijRFoir4o6jAo/UukncFkuEYsH2UySMYDGA7bWlZXA8IA3fD0DAzI631A+4uJhStDHx391jtwR/Q8CNPS4EZaWnWHGdXsXyNlPjJxn6khN3a2ycsv5uUGqGdgGBvnkHrYjomFK0MfRRsj0BgGIoOdQeoPqVeAGdSeodBe0qqRa7np58JnaZwvn5mxTZr+ZZfwKjeBsCbLmdirI+Ny9IwrhBWJiS2G/vVSMzGen7FdnxWGsAoxsQXBsDAwxFIxy8GwMjGxEEJrYmIhhNbExEIIrYmJhRBaExMLIbQmJhZCaE1M7MX46DfW+Ct//wv/V+aj5/Iecr7PWdbE/HMyj+5oz8TbhfZeQ9qDa3xUhoF59Iex7FPvWq7IWfudei7fU/ZeVj/fn8FyJsYfduqlZjoAf7lO51oF2uVt45rV14yOqAOvEhOLiXWD6zC8awQao8/UrIoMTDBw6nVjIJGHtDoL1cBD5KlLlVkZ8pBXZeqg0uywvh1AmPpIQ3scHe9eHcq71w44qhe8rI57lnevfTqXwsvySxmXl92rE4gjbXa+P3quV4TrMMZAHQwdUcfSBeWir8TMxPzzPGxzDsij9yZ9ULLtM1W2fSan8yc02yMvZQj7oNL3yEjXp48Ex0U6aWjG2fHu1UG+o3ac1evton4ExHn7j9pX8/q2m1jd/1GdR+f7qNw953pVOEdoYwSawp2XNnBB6QzqEN65u0MnVkdW+7SE4W7s28AA8vaTTpzA5IkThH0g+jZoIAm/SSg/UIZwnWU4Z8d7VAfxe+04q3fWLuWt8Xvtg5q3bgtdL7FX59n5/si5XhnarnPxk0BTZheTaXf3djluYkh3ZNqs9isNKb8gvQ40j/Ow6nNUp2C/DC7tz8tzXNxQmBXNBpjqV1nV7fXv1eH7EYo7q1fpM2q9R+2rees2cNwcvx/7Xp2IsKNjh6NjOTvXK8N5GOetnsBuzO5ks47RGTo0HdhR51Vb1cklv4PX80OHJ242E5mdO+rzQcXg0TGhWj/7Jp34OrjuOV6Y1VH34+04q3fWLuH1nrXPw1C3dUw1bq9ORNghnbxnxwJH53plaO84b/UEdoQ2cIEFYQb5KqgTOzIxmTi/e5Duy7A6UyWsgTGrz5c3ddDNBq2Yxd9zvI7XQXivHWf1Kt2P5x4Tr+2rddRtzhVyjuqcHbfO91G5yl78qtDecW78JHVFdyief+iZUb2zd4YOLSNDhLlD685LmzE1fpXHOzTnw+/obPMr2Pb8GAX1aV8SaNAx0LRflSdN+6cO4nWMztHxHtVBWO2gLNvkE0f1grfLzUbHD0ftAw+Db2OKbPv+qe+szr3zfVTu6Dy9ArQXbYxAc7iw3nFWAkNW21D9p3ZgAHkeH2iasVGupoHSHc+rskIDSOUIczwKK+1oUO0d71EdGsB77YCj8wA6l96e2v699kHN69vK66ppszph73zvlVNYaUfnekWWNLGwPjKxEGJioSUxsSBiYqEldSkXXpeYWAihNTGxEEJrYmIhhNbExEIIrYmJhRBaExMLIbQmJhaeSv40Inw2S5mYv37hYuCsAK+f7L0HSjtlDrRXLzRfDfqY/5HqlY819GB5E+PlWV6WXQHaM2sLxubXLiYWXomlTGwGg95f8O0MJs01qoOeLxcggTH4kk3bmAdGOHtdhzpl/LV+XiimDqVXOL+1zlkczEzMjxV0nNThLzMfHaPqoQxhoTKz/Zy1K/RgaROjQ9Omld7qZ2bphkXbaKMParbdKNiun63h3AidJ9KU7oOaGwGfgNkb7MRRv0Mds6Uv8fXYfNv3zz4RnB0j2xwD+XV+MCjl0ydq3MjO2hV6wHVFGyOwCHTS1TqnBrNguy4xSa9G4caHCWBoIBP0/Fqekka8wntgDOSRkdblrVP35duqx9Op8+wYgbAMD1TGzZ1zQNvhnnaFHnAd0cYILEDt5KugwalZDgPXl09A+p5RAMYuE9NgrngZZjgYJfvZO5+a5YGbReXo2PaO5Z5jrPWqjGZZarPaDfe0K1wfrvPoHyOwAHRWn32sBO3CvGRo9VkPcT6g6/Z7TQwwTcoQPxvwPiMkj8+AnFqvb+8dyz3HWOtVGTcxJPMXZ+0K14drhzZGoDnqwHVwr4IPUF9CCdJ8QNdtysnEZks4zWJn1LxChorB1uWtU8v79t5y8p5jrOkqc28fqOVDH7h2oy+MQHMYoLPBvRIYBdeLGVClDsi67SYGelDOr8KqFxPQLAaDIm1vxqL0urx16rHUbZmgDFrX8egYodYD5KMuftUG5XlPu8K14dqhjRFoDh1zbzmzCsxEaOcMTMRnIHWbc1PNj8GtQe15fbCfPTvS7MjLV86ODdS2e48RZvUAbVUZNDOxs3aFa7OkiYVvA2ZQ/9QihEcTEwufBks3jCyEZxITC58GS7PZki6ERxITCyG0JiYWQmhNTCyE0JqYWAihNTGxEEJrYmIhhNbExF4QXuVZ/Y2G8DosZ2K8PsK7crwbiFb740v+FkttQ7S1vjN4Btf5vWVCuCrLmZi+7skg1bt8DPxVwLh4YZn2odnL0GeQPyYWVoH+PLxrBBpTByiDfKUvWmBi1ZQxMNqtv5Ynjy8XSec8iHqOmL1qhodBellmssRzDrkpONRBPOkohG8B/Xl41wg0hsHEbIwBzSCrA7Y7tG82s/T3FmubZVCipuucEUcdMn1+FS+jVDmMj23yE+f1hfBM6IdoYwQaw+Bi8KlhdfbQnT0T83ja7aZyZGLMutj2dx45h2wTT1gwm2OmBiqXfyAI3xr6IdoYgcYw0Jg96JtUtOk9z4uuzmebGL+z6654yknM9rwePY/jpuH7C+GZ0AdHH5515k5o4PnsQcugVcBEqolpaadZJ2E3lY+YGL+u+pUK9k395K1pITwD+t7ow7PO3AkNPDcxntl0b5dTTYy2EsfsUxBWHtLZ3jMxGaBmq2wTVrzynfGevCF8JvQ9tDECjWGw0g4NbMKrLSe1rFNbeU6F6Qj9aYnykk5YkOaGo9mq8ssAFS8TRDqXPAtTXF1mhvBM6KNoYwSao3+ZXHFm4G1Dbl6O8pGO/AE84VqObfLPloS+P6UrP8rD/fAtWdLEQgivQ0wshNCamFgIoTUxsRBCa2JiIYTWxMRCCK2JiYUQWhMTCyG0JiYWQmhNTGxB+KpE/oo+vArLmRivxfCJGN7lYzCv9j0xoS+uzsyK68jrQN8S3rH0F9VDeBRLmRjv89EGfd9KLzB/6wH9CHjpmhez/bPT4gptxsDyUnh4BvT34V0j0BQGbm0DgxxTWwlml5iYvlZRIY40GUn9ygVhzVbrN/V1AyBe520WB5oNIsLaB3VzfBwHafryBagM9dRZMvsgXnWGcA/0szEOZgOiEzIxH7ArzggwE83AaK+bBOii0nbOSf2eGNtKoy6/7iqL2ajeWRzlqAcjQoRlcJii0tmHvnxBuuLqLFmzaPZBnOJDOEP9c2MEGsNgpR38MmAUXgUNds2e6uwISMcMBHmJk7n753ZUn9IIY3BOjaM8cV6P9qG4evNQGe0HMGKOH1Re7QrhXug3aGMEmsNA0AygDqbuMINhqSa0pHRDYbvOZDyO86PlJPK0s7JAmLiK56vnXWW0T1Q/psgxkQdTrscQwh70mdEfR2AhGCS626+Azy4ltn3mxbabgGZB/CqMyZBH5qL8tSzUOJVx6gxxz8T4dbn5AvVQlrw1LYQZ9JXRH0dgEfTcZZUligyIdrkRMHPx2Rl5MDst3TAFpZOfdKVpm1/wsKhxMiw3TsJ+DNXEVKbWvcd78obXhr6CNkagMbSBwaMZix5Er4CWgBWZmxsRs0+dC371L4GYCecGw+FX58nLVvOYxekGoTqoz28W5Ced/cvsvAzxSNeHsoqjLn5DuAf6FNoYgcYwSBlAddCtAAN9b4lFe5VGPs4D28QTrhAv0/FzpbLOLA7OzvXe/lUG6Zi9Lh1XCPewnImFEF6LmFgIoTUxsRBCa2JiIYTWxMRCCK2JiYUQWhMTCyG0JiYWQmhNTCyE0JqYWAihNUuYGK+s8K6gPhTo8N5efU+vM3qxWvKXsEN4RdqbmEyKLznw68y+JIoJdIY2Ytjeppl5h/AqtDcxvSxcP/3Ci8W0Ry8YQ/1cTEdooxuxPooomJXqaxeYnb9MrY8N6lzxW1/ODqEb7U1MVBOrgxsYwJ3bCNXEapuYeZJOvD7HIwgj0jk/GLrXFUJH1K83vMN3o5pY3YYVTawuo33mySyL9mq2Rdifoc3OUQjdoF+Pcd15gM9MrC4dVzExfTSQX2ZevmQkrOUkor20GzwMMbGwAvTrMa47D/A6IGeGNVtidoM26sF+/XigngNyLkjXOZBxeRhiYmEF6NdjXI9AQ+qA1FLKl08svTCAztBG2jpDpqXlY0wsvAL0a7QxAo3QQGRpxfET1p8c6E8QlM7Sq/u/xh2ZGG2jjWorov0xsbAy9Gu0MQKNYAnFwHT5MouBXeM6Qzv84f0Mby9hQZybOOFVzkt4XdqbWAjhtYmJhRBaExMLIbTmCxOLoijqqI1ZQhRFUQeFEEJnfvCD/weWKXT7yZZCjwAAAABJRU5ErkJggg==" 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</p>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Tendencias del Mercado</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las tiendas minoristas en México alcanzaron ventas por 1.6 billones de pesos en 2024, lo que representó un crecimiento anual del 7.1% en comparación con 2023</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">​ A pesar del crecimiento anual, el sector experimentó una desaceleración en la segunda mitad del año, alineada con las tendencias generales de consumo y la evolución de la economía.</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En octubre de 2024, los ingresos por ventas minoristas registraron una caída del 1.6% en comparación interanual, reflejando una pérdida de dinamismo en 13 de las 22 categorías de mercancías y canales de comercialización.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El valor de mercado del comercio electrónico en el segmento retail alcanzó los 789,700 millones de pesos en México durante 2024, lo que representó un incremento del 20% respecto al año previo.</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El comercio electrónico representó el 15.8% de las ventas totales del sector minorista en 2024, consolidándose como un canal clave para el sector.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las proyecciones para 2025 indican una continuación de la inversión y expansión en el sector minorista.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#212121">Comercio electrónico</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante 2024 las empresas han seguido invirtiendo en plataformas de e-commerce más robustas, priorizando la experiencia del usuario, la personalización y la integración de tecnologías como inteligencia artificial y análisis predictivo. Muchos minoristas continúan explorando formas de combinar puntos de contacto digitales con la experiencia presencial en tienda, reforzando estrategias phygital (físico + digital).</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El uso de teléfonos móviles sigue consolidándose como el canal preferido para realizar compras en línea, especialmente entre los consumidores jóvenes. Además, las expectativas sobre la rapidez de entrega continúan en aumento. En México, los principales minoristas </span><span style="font-family:'Times New Roman'; font-size:12pt">en línea ya ofrecen tiempos de entrega de entre 24 y 72 horas para mercancías generales, y de 2 a 3 horas para alimentos y productos perecederos en zonas urbanas. Sin embargo, persisten desafíos para ciertos jugadores que aún presentan demoras de hasta una semana.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">De cara al corto plazo, se prevé una mejora tanto en los tiempos de entrega como en los costos de envío, impulsada por nuevas alianzas logísticas, centros de distribución más cercanos al consumidor y el uso de tecnologías automatizadas en la cadena de suministro.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#212121">Modelos de negocio emergentes </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#212121">Un modelo de negocio que se está volviendo relevante en México, es el servicio de entrega a domicilio ofrecido por diversos jugadores. Consiste en recolectar provisiones de diferentes tiendas y entregarlos al consumidor de una sola vez. Esto ofrece a los consumidores tener la posibilidad de comprar en línea incluso a minoristas que aún no han desarrollado su propia plataforma de comercio electrónico, ya que la selección de productos se realiza desde la aplicación de la empresa de recolección. Estos servicios han comenzado a asociarse con diferentes marcas para ofrecer entrega gratuita o promociones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic; color:#212121">Venta al por mayor</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#212121">La venta al por mayor se encuentra presente en México como uno de los formatos de mayoristas. Este tipo de venta tiene como mercado objetivo pequeños negocios, sin embargo, consumidores finales también pueden comprar en estos puntos de venta obteniendo los mismos beneficios que un mayorista. El mercado mayorista busca mantenerse competitivo mediante la modernización de sus puntos de venta y la eficiencia en inventarios. Algunos han invertido en sistemas de transporte y GPS, sistemas de inventario de existencias, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; color:#212121">scanners</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#212121"> y herramientas de selección de voz. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La estructura corporativa de CCK es la siguiente:</span>
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" 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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">A continuación, se enlista una breve descripción de las principales actividades de cada una: </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">1. COMERCIALIZADORA CÍRCULO CCK, S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt"> Sociedad accionista </span><span style="font-family:'Times New Roman'; font-size:12pt">de las distintas </span><span style="font-family:'Times New Roman'; font-size:12pt">sociedades </span><span style="font-family:'Times New Roman'; font-size:12pt">del grupo CCK, abajo descritas. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2. IMPULSORA CIRCULO CCK, S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad</span><span style="font-family:'Times New Roman'; font-size:12pt"> dedicada</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">a</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</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">compraventa </span><span style="font-family:'Times New Roman'; font-size:12pt">de tiempo aire y transacciones electrónicas a terceros. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">3. INMOBILIARIA CIRCULO CCK, S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">dedicada a la administración de contratos de arrendamiento de </span><span style="font-family:'Times New Roman'; font-size:12pt">inmuebles destinados en uso para </span><span style="font-family:'Times New Roman'; font-size:12pt">tiendas </span><span style="font-family:'Times New Roman'; font-size:12pt">de conveniencia </span><span style="font-family:'Times New Roman'; font-size:12pt">y </span><span style="font-family:'Times New Roman'; font-size:12pt">propietaria </span><span style="font-family:'Times New Roman'; font-size:12pt">de </span><span style="font-family:'Times New Roman'; font-size:12pt">diversos </span><span style="font-family:'Times New Roman'; font-size:12pt">inmuebles donde </span><span style="font-family:'Times New Roman'; font-size:12pt">también o</span><span style="font-family:'Times New Roman'; font-size:12pt">peran</span><span style="font-family:'Times New Roman'; font-size:12pt"> diversas</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiendas</span><span style="font-family:'Times New Roman'; font-size:12pt"> de conveniencia</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. OPERADORA CIRCULO CCK, S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">dedicada a la prestación de servicios especializados y/o compartidos de carácter administrativo, técnico, financiero, legal y contable, procesamiento y control de datos, entre otros. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">5. COMERCIO Y DISTRIBUCIÓN MODELO, S. DE R.L. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad accionista </span><span style="font-family:'Times New Roman'; font-size:12pt">de las </span><span style="font-family:'Times New Roman'; font-size:12pt">sociedades </span><span style="font-family:'Times New Roman'; font-size:12pt">Tiendas Extra S.A. de C.V., EXMOD S.A. de C.V. y EXTRASER S.A. de C.V. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">6. INMOBILIARIA EXMOD, S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">dedicada a la administración de contratos de arrendamiento </span><span style="font-family:'Times New Roman'; font-size:12pt">destinados en uso para </span><span style="font-family:'Times New Roman'; font-size:12pt">tiendas </span><span style="font-family:'Times New Roman'; font-size:12pt">de conveniencia </span><span style="font-family:'Times New Roman'; font-size:12pt">y </span><span style="font-family:'Times New Roman'; font-size:12pt">propietaria </span><span style="font-family:'Times New Roman'; font-size:12pt">de algunos inmuebles donde </span><span style="font-family:'Times New Roman'; font-size:12pt">también </span><span style="font-family:'Times New Roman'; font-size:12pt">operan </span><span style="font-family:'Times New Roman'; font-size:12pt">diversas </span><span style="font-family:'Times New Roman'; font-size:12pt">tiendas</span><span style="font-family:'Times New Roman'; font-size:12pt"> de conveniencia</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">7. EXTRASER S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">dedicada prestación de servicios especializados y/o compartidos de carácter administrativos técnico, financiero, legal y contable, procesamiento y control de datos, organización, ingeniería, mercadotecnia, investigación de mercado, planeación, recursos humanos, entre otros. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">8. TIENDAS EXTRA S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">operadora de las tiendas </span><span style="font-family:'Times New Roman'; font-size:12pt">de conveniencia bajo las marcas</span><span style="font-family:'Times New Roman'; font-size:12pt"> Circle K</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">Tiendas Extra</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Fiesta Market.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">9. ALIMENTOS CCK, S.A DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">dedicada a la elaboración y preparación de comida rápida para venta en </span><span style="font-family:'Times New Roman'; font-size:12pt">las </span><span style="font-family:'Times New Roman'; font-size:12pt">tienda</span><span style="font-family:'Times New Roman'; font-size:12pt">s de conveniencia bajo las marcas</span><span style="font-family:'Times New Roman'; font-size:12pt"> Circle K</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">Tiendas Extra</span><span style="font-family:'Times New Roman'; font-size:12pt"> y Fiesta Market</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">10. TELECOMUNICACIONES CCK, S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">de telecomunicaciones dedicada a la compra-venta de tiempo aire, líneas de telefonía celular, aparatos y accesorios telefónicos</span><span style="font-family:'Times New Roman'; font-size:12pt">, p</span><span style="font-family:'Times New Roman'; font-size:12pt">ara la comercialización en tiendas propias y con terceros. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">11. SOLUCIONES FINANCIERAS CCK, S.A. DE C.V. SOFOM, E.N.R</span><span style="font-family:'Times New Roman'; font-size:12pt"> Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">dedicada al financiamiento del grupo de compañías de CCK que otorga servicios de préstamo y factoraje con proveedores. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">12. EK CONVENIENCIA, S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">que administra los contratos con los diversos comisionistas encargados de</span><span style="font-family:'Times New Roman'; font-size:12pt"> las</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiendas</span><span style="font-family:'Times New Roman'; font-size:12pt"> de conveniencia</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">13. CONVEGAS, S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad accionista </span><span style="font-family:'Times New Roman'; font-size:12pt">que agrupa a las compañías que son creadas a partir de los distintos acuerdos con grupos gasolineros. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">14. CONVEGAS DEL VALLE DE MÉXICO, S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">creada para participar en la coinversión con grupos gasolineros del valle de México. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">15. CONVEGAS DE SAN LUIS POTOSI, S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">creada para participar en la coinversión con grupos gasolineros de San Luis Potosí. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">16. CONVEGAS DE SINALOA, S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">creada para participar en la coinversión con grupos gasolineros de Sinaloa. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">17. CONVEGAS CENTRO NORTE, S.A. DE C.V. </span><span style="font-family:'Times New Roman'; font-size:12pt">Sociedad </span><span style="font-family:'Times New Roman'; font-size:12pt">creada para participar en la coinversión con grupos gasolineros ubicados en el Centro Norte de la Repúblic</span><span style="font-family:'Times New Roman'; font-size:12pt">a.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">CCK cuenta, a 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">, con 1,</span><span style="font-family:'Times New Roman'; font-size:12pt">189</span><span style="font-family:'Times New Roman'; font-size:12pt"> ubicaciones en el territorio nacional, de los cuales es </span><span style="font-family:'Times New Roman'; font-size:12pt">propietaria de 1</span><span style="font-family:'Times New Roman'; font-size:12pt">48</span><span style="font-family:'Times New Roman'; font-size:12pt"> tiendas y </span><span style="font-family:'Times New Roman'; font-size:12pt">1,041</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ubicaciones son rentadas. Además,</span><span style="font-family:'Times New Roman'; font-size:12pt"> cuenta con </span><span style="font-family:'Times New Roman'; font-size:12pt">siete</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">CEDIS que cubren las necesidades de operación, estos CEDIS se ubican estratégicamente en el país. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A la fecha de este Reporte los activos de la compañía no se han otorgado en garantía para ningún crédito u operación relacionada. </span>
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" width="576" height="332" 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:center">
<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"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En la siguiente tabla se enlistan los </span><span style="font-family:'Times New Roman'; font-size:12pt">7</span><span style="font-family:'Times New Roman'; font-size:12pt"> CEDIS, detallando si es propiedad de la Compañía o renta, así mismo la ubicación y superficie cuadrada: </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><img 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" 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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En la siguiente tabla se enlistan por región el número de tiendas que son propiedad y las tiendas que </span><span style="font-family:'Times New Roman'; font-size:12pt">son rentadas:</span><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 Compañía presta especial atención al mantenimiento y cuidado de todos sus activos, remodelando sus instalaciones y procurando que todos los activos se encuentren en condiciones adecuadas de uso. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">CCK cuenta con distintas pólizas de seguro que protegen los activos contra riesgos a los que se encuentran expuestos los mismos como consecuencia de fenómenos naturales, accidentes y demás situaciones </span><span style="font-family:'Times New Roman'; font-size:12pt">lo que permite </span><span style="font-family:'Times New Roman'; font-size:12pt">garantiza</span><span style="font-family:'Times New Roman'; font-size:12pt">r</span><span style="font-family:'Times New Roman'; font-size:12pt"> la continuidad de las operaciones </span><span style="font-family:'Times New Roman'; font-size:12pt">y la situación económica del Emisor. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Actualmente, CCK cuenta con una póliza empresarial que ha sido actualizada para mejorar las coberturas y las sumas aseguradas. Entre los principales rubros protegidos se incluyen activos como edificios, inventarios, y la cobertura por robo en centros de distribución, así como las pérdidas consecuenciales derivadas de estos eventos. Además, debido a la ubicación geográfica de las tiendas, la compañía está asegurada contra eventos catastróficos, fenómenos hidrometeorológicos, responsabilidad civil, incendios y otros riesgos relevantes. De cara a 2025, estamos evaluando e implementando nuevos esquemas de aseguramiento no tradicionales que permitan optimizar la gestión del riesgo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía a través de sus subsidiarias Inmobiliaria Circulo CCK, S.A de C.V. e Inmobiliaria Exmod, S.A. de C.V., cuenta con 270 (doscientas sesenta) propiedades inmobiliarias. En adición a las propiedades relacionadas a la operación de tiendas de conveniencia de CCK, 40 (cuarenta) se encuentran rentadas a terceros,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">24 (veinticuatro) disponibles para la venta y el resto se encuentran disponibles para arrendamiento.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Dichas propiedades son principalmente producto de la adquisición de Inmobiliaria Exmod, S.A de C.V realizada por la Compañía en 2014 y se encuentran ubicadas a lo largo del territorio nacional de la siguiente forma: 29 (veintinueve) se encuentran en la región bajío, 180 (ciento setenta y nueve) se encuentran en la región norte, 36 (treinta y cuatro) en la región centro y 25 (veinticinco) en la región sur.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">CCK está involucrado en algunos procedimientos legales que surgen del manejo normal de su negocio. CCK no considera que las responsabilidades que pudieran derivarse del resultado de dichos procedimientos pudieran afectar de manera significativa su condición financiera o resultados de operaciones.</span><span style="font-family:'Times New Roman'; font-size:5.33pt; vertical-align:super"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A la fecha de este Reporte CCK no se encuentra dentro de los supuestos a que se refieren los artículos 9 y 10 de la Ley de Concursos Mercantiles. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A la fecha del presente Reporte, los accionistas de la Compañía se incorporan por referencia de la Sección “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Acciones Representativas del Capital Social</span><span style="font-family:'Times New Roman'; font-size:12pt">” </span><span style="font-family:'Times New Roman'; font-size:12pt">del presente Reporte.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A la fecha del presente Reporte, el capital social suscrito y pagado a valor nominal de la Compañía está integrado de la siguiente manera:</span>
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" width="563" height="206" 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><span style="font-family:Arial; font-size:8pt">En los últimos tres ejercicios sociales, no ha habido variaciones en el capital social del Emisor.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Accionistas Beneficiarios del más del 10% del capital social del Emisor</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Grupo Tribeca, S.A. de C.V.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Grupo MCM, S.A. de C.V.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Grupo Laboris, S.A. de C.V.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Accionistas con influencia significativa en el Emisor</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Grupo Tribeca, S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Grupo MCM, S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Accionistas que ejercen control o poder de mando sobre el Emisor</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Grupo Tribeca, S.A. de C.V.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Grupo MCM, S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía mediante la asamblea general de accionistas celebrada en Abril 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"> decretó el reparto de dividendos por $6</span><span style="font-family:'Times New Roman'; font-size:12pt">4</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">00,000.00 (sesenta</span><span style="font-family:'Times New Roman'; font-size:12pt"> y cuatro</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones </span><span style="font-family:'Times New Roman'; font-size:12pt">doscientos mil </span><span style="font-family:'Times New Roman'; font-size:12pt">pesos 00/100) Los supuestos para el decreto de dividendos no podrán realizarse en ningún monto, si: (i) la Compañía se encuentra en incumplimiento de sus Obligaciones de Dar, Hacer o de No Hacer conforme al Título; (ii) con el pago de dicho dividendo o distribución la Compañía incurre en un incumplimiento de sus Obligaciones de Dar, Hacer o de No Hacer conforme al Título; o (iii) exista o pueda existir (como consecuencia de dicho pago de dividendos o distribución), una Causa de Vencimiento Anticipado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La información financiera de la Compañía incluida en esta sección debe leerse conjuntamente con los estados financieros consolidados de la Compañía y sus notas, los cuales se incluyen como anexos en este Reporte. Los estados financieros consolidados al y por los años que terminaron el 31 de diciembre</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">,</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">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> y</span><span style="font-family:'Times New Roman'; font-size:12pt"> 202</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt"> han sido auditados por el Auditor Externo del Emisor. La información correspondiente a los ejercicios </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">, </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">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> y</span><span style="font-family:'Times New Roman'; font-size:12pt"> 202</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">, fue obtenida de los estados financieros auditados del Emisor, mismos que fueron preparados de conformidad con </span><span style="font-family:'Times New Roman'; font-size:12pt">IFRS</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los segmentos a inf</span><span style="font-family:'Times New Roman'; font-size:12pt">ormar de la Entidad, de acuerdo </span><span style="font-family:'Times New Roman'; font-size:12pt">con</span><span style="font-family:'Times New Roman'; font-size:12pt"> la IFRS 8 </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Segmentos de Operación</span><span style="font-family:'Times New Roman'; font-size:12pt">, son los siguientes:</span>
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<span style="font-family:Arial; font-size:8pt">i)</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:'Times New Roman'; font-size:12pt">Tiendas de conveniencia: Venta de abarrotes, vinos, licores, cerveza, alimentos, tiempo aire, equipos telefónicos, libros, revistas, entre otros, para el público en general.</span>
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<span style="font-family:Arial; font-size:8pt">ii)</span><span style="font:7.0pt 'Times New Roman'">                    </span><span style="font-family:'Times New Roman'; font-size:12pt">Combustible: Suministro de combustible marca PEMEX, CK y/o bandera blanca</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt">Los ingresos que se informan en los párrafos que anteceden representan los ingresos generados con el público en general y con clientes externos. No se registraron ventas entre segmentos en el año, ni en el anterior.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los ingresos por región han evolucionado de la sigu</span><span style="font-family:'Times New Roman'; font-size:12pt">iente manera:</span>
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<img 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<span style="font-family:'Times New Roman'; font-size:12pt">En 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> los ingresos totales de la compañía aumentaron en </span><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt">6.</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt">% en general. El </span><span style="font-family:'Times New Roman'; font-size:12pt">segmento de mercancía </span><span style="font-family:'Times New Roman'; font-size:12pt">incremento </span><span style="font-family:'Times New Roman'; font-size:12pt">un </span><span style="font-family:'Times New Roman'; font-size:12pt">6.9</span><span style="font-family:'Times New Roman'; font-size:12pt">% que </span><span style="font-family:'Times New Roman'; font-size:12pt">se generó principalmente por acuerdos con proveedores estratégicos para impulsar la venta, por otro lado </span><span style="font-family:'Times New Roman'; font-size:12pt">combustible incrementó </span><span style="font-family:'Times New Roman'; font-size:12pt">un 42.</span><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt">% por </span><span style="font-family:'Times New Roman'; font-size:12pt">la captación de nuevos clientes</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 2023 los ingresos totales de la compañía aumentaron en 6.62% en general. El incremento en mercancía se generó principalmente por acuerdos con proveedores estratégicos para impulsar la venta, por otro lado el incremento en combustible se debió a la captación de nuevos clientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En 2022 los ingresos </span><span style="font-family:'Times New Roman'; font-size:12pt">totales de la compañía</span><span style="font-family:'Times New Roman'; font-size:12pt"> aumentaron 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">2% </span><span style="font-family:'Times New Roman'; font-size:12pt">impulsados por el crecimiento en combustible y mercancías generales, debido a la normalización al 100% de las actividades laborales, académicas y recreativas lo que generó un mayor tráfico en nuestras tiendas y una demanda incremental de combustible.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El 17 de noviembre de 2022, la Compañía celebró la segunda Emisión de certificados bursátiles por un monto total de $805 millones de pesos, generando intereses a una tasa TIIE 28 más un spread promedio de 2.70 puntos porcentuales, con fecha de vencimiento a 3 años, con amortizaciones programadas de 20% el primer año, 30% el segundo año y 50% el tercer año.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">CCK cuenta con las siguientes líneas de crédito al 31 de diciembre de 2024.</span>
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" 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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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<a name="_Toc508197459" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">Obligaciones de Dar, Hacer y No Hacer del Emisor</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">Además de las obligaciones establecidas en el Suplemento y en el Título que documenta los Certificados Bursátiles, la Compañía tiene ciertas obligaciones durante su vigencia y debe cumplir con ciertas obligaciones de hacer y no hacer:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Obligaciones de Hacer</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">El Emisor conviene en y se obliga a observar las siguientes obligaciones:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">1)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Divulgación y Entrega de Información</span><span style="font-family:'Times New Roman'; font-size:12pt">. Entregar a la CNBV y a la BMV aquella información y documentación (incluyendo estados financieros internos trimestrales y estados financieros auditados anuales) que se requiera al amparo de la LMV y la Circular Única de Emisoras, y demás disposiciones legales aplicables, en los términos y a través de los medios señalados en las mismas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, el Emisor se obliga a informar al Representante Común, (i) 10 (diez) Días Hábiles después del acontecimiento ó 7 (siete) Días Hábiles después de que el Emisor tenga conocimiento del mismo, lo que ocurra primero, de cualquier evento que constituya una Causa de Vencimiento Anticipado, y (ii) mediante una notificación por escrito firmada por el Director de Finanzas (o quien realice las funciones equivalentes) del Emisor dentro de los 25 (veinticinco) Días Hábiles siguientes al cierre de cada trimestre, y dentro de los 45 (cuarenta y cinco) Días Hábiles siguientes al cierre de cada año; el resultado del cálculo correspondiente de cada una de las siguientes Obligaciones de No Hacer y de Hacer: (i) Apalancamiento Neto y (ii) Razón de Cobertura de Intereses.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Notificación</span><span style="font-family:'Times New Roman'; font-size:12pt">. Durante la vigencia de la Emisión, el Emisor deberá notificar por escrito al Representante Común, a cada una de las Agencias Calificadoras, a la CNBV y a la BMV dentro de los 3 (tres) Días Hábiles siguientes a que el Emisor tenga conocimiento de la existencia de una Causa de Vencimiento Anticipado, estableciendo los detalles del evento a que se refiere la notificación y estableciendo los actos que el Emisor propone llevar a cabo para remediarlo, en su caso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">3)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Existencia Corporativa; Contabilidad y Autorizaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">(a) Conservar su existencia legal y mantenerse como negocio en marcha, salvo por lo permitido en los párrafos Fusiones; Escisiones y Ventas de Activos de la Sección “Obligaciones de No Hacer” más adelante.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">(b) Mantener su contabilidad de conformidad con las IFRS o cualesquiera otros principios contables aplicables de conformidad con la legislación aplicable.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">(c) Realizar todos los actos necesarios o convenientes para mantener vigentes todos sus derechos, prerrogativas, permisos, contratos, licencias, concesiones o autorizaciones que sean necesarios para la realización de sus actividades de conformidad con la legislación aplicable, salvo por aquellos que, de no mantenerse vigentes, no afecten en forma adversa y significativa las operaciones o la situación financiera del Emisor.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">4)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Inscripción y Listado</span><span style="font-family:'Times New Roman'; font-size:12pt">. Mantener la inscripción de los Certificados Bursátiles en el RNV y en el listado de valores de la BMV.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">5)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Destino de Fondos</span><span style="font-family:'Times New Roman'; font-size:12pt">. Usar los recursos de la colocación para los fines estipulados en el Suplemento.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">6)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Prelación de Pago</span><span style="font-family:'Times New Roman'; font-size:12pt">. Realizar todos los actos que sean necesarios a efecto de asegurar que, en todo momento, las obligaciones del Emisor de conformidad con los Certificados Bursátiles constituyan obligaciones directas, quirografarias y no subordinadas a cargo del Emisor y tengan una prelación de pago por lo menos equivalente con respecto del pago de cualesquiera otras obligaciones presentes o futuras, directas, quirografarias y no subordinadas del Emisor, según sea el caso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">7)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Impuestos</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span><span style="font-family:'Times New Roman'; font-size:12pt">El Emisor deberá cumplir y estar al corriente en el pago de todas las contribuciones fiscales de relevancia a que estén obligadas conforme a las leyes aplicables, excepto por contribuciones fiscales cuya constitucionalidad o determinación se encuentre pendiente de resolver por ser motivo de controversia con, o de diferimiento solicitado ante, la autoridad fiscal competente, siempre que el Emisor: (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">a</span><span style="font-family:'Times New Roman'; font-size:12pt">) haya interpuesto de buena fe los medios de defensa que establecen las leyes fiscales aplicables, (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">b</span><span style="font-family:'Times New Roman'; font-size:12pt">) haya establecido o mantenga reservas suficientes para el caso de que se declarare por sentencia ejecutoria la procedencia del pago, y (</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">) haya procedido a garantizar el interés fiscal en los términos que exigen las disposiciones fiscales aplicables, de ser el caso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">8)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Activos y Seguros</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) Mantener, y hacer que sus Subsidiarias mantengan, todos sus activos útiles, necesarios para su negocio y de relevancia en buenas condiciones de uso, salvo por desgaste normal; mantener con aseguradoras de buena reputación y solidez financiera los seguros sobre sus activos de relevancia por los montos y contra los riesgos por lo menos en la forma en que actualmente están cubiertos y entregar al Representante Común, si así lo solicitare por escrito, un reporte completo respecto a los seguros contratados de forma anual, durante los 45 (cuarenta y cinco) Días Hábiles siguientes al cierre de cada año.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">(b) Realizar, y hacer que sus Subsidiarias realicen, todos los actos razonablemente necesarios para mantener todos sus registros y derechos sobre marcas, patentes y otros derechos intangibles y de propiedad intelectual que sean de relevancia y necesarios para el cumplimiento de sus fines y el buen manejo de sus negocios.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">9)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Contratos Materiales</span><span style="font-family:'Times New Roman'; font-size:12pt">. El Emisor deberá mantener vigentes y hacer que sus Subsidiarias mantengan los contratos de distribución o licencia celebrados con los distintos proveedores, incluyendo los contratos que tengan celebrados a través de Asociadas (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">joint ventures</span><span style="font-family:'Times New Roman'; font-size:12pt">) que representen, cuando menos, el 80% (ochenta por ciento) de las ventas totales consolidadas del Emisor por los últimos 12 (doce) meses, de conformidad con los estados financieros consolidados, trimestrales internos o anuales auditados del Emisor y/o sus Subsidiarias más recientes que se tengan disponibles.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">10)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Dividendos de Subsidiarias. </span><span style="font-family:'Times New Roman'; font-size:12pt">El Emisor se obliga a hacer que sus Subsidiarias no asuman obligaciones en virtud de las cuales se restrinja o limite el pago de dividendos o distribuciones a sus accionistas, salvo que se establezcan en la política de dividendos del Emisor.</span>
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<p style="margin:0pt 0pt 12pt; text-indent:35.45pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">11)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Razón de Cobertura de Intereses. </span><span style="font-family:'Times New Roman'; font-size:12pt">El Emisor se obliga a mantener una Razón de Cobertura de Intereses mayor a 3.5 (tres punto cinco) durante la vigencia de los Certificados Bursátiles.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Obligaciones de No Hacer</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El Emisor conviene en y se obliga a no:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">1)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Giro del Negocio</span><span style="font-family:'Times New Roman'; font-size:12pt">. Hacer o permitir, ni permitir que sus Subsidiarias (consideradas en su conjunto), realicen cualquier cambio importante en la naturaleza de sus negocios, considerando la naturaleza de sus negocios a la fecha de la presente Emisión,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en el entendido que el Emisor (o cualquiera de sus Subsidiarias) podrá suspender o cancelar cualquier negocio u operación con autorización de su Consejo de Administración, si en la opinión razonable de dicho consejo dicha suspensión o cancelación es recomendable en la realización de los negocios del Emisor (o cualquiera 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"> y no sea desventajosa en cualquier aspecto importante para los Tenedores o afecte de manera significativa las operaciones o la situación financiera del Emisor, en el entendido, además, que esta restricción no constituye una limitante a cualquier operación expresamente permitida conforme a los párrafos </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Fusiones; Escisiones y Ventas de Activos </span><span style="font-family:'Times New Roman'; font-size:12pt">siguientes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">2)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Fusiones; Escisiones</span><span style="font-family:'Times New Roman'; font-size:12pt">. El Emisor no podrá fusionarse o escindirse (o consolidarse de cualquier otra forma con cualquier tercero) ni permitir que sus Subsidiarias </span><span style="font-family:'Times New Roman'; font-size:12pt">se fusionen o escindan, salvo que (i) el Emisor o sus Subsidiarias sean la sociedad fusionante; (ii) el Emisor sea la sociedad fusionada o escindida y que la sociedad o entidad que resulte de la fusión o escisión o consolidación asuma expresamente las obligaciones del Emisor conforme a los Certificados Bursátiles; (iii) con motivo de dicha fusión o escisión o consolidación no tuviere lugar una Causa de Vencimiento Anticipado o cualquier otro evento que, con el transcurso del tiempo o mediante notificación o ambos, se convertirá en una Causa de Vencimiento Anticipado, o (iv) la fusión sea de una Subsidiaria con el Emisor, o bien, cualquier fusión de cualquiera de las Subsidiarias con sus empresas filiales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">3)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Operaciones con Partes Relacionadas</span><span style="font-family:'Times New Roman'; font-size:12pt">. Celebrar cualquier operación o grupo de operaciones o la prestación de cualquier servicio con cualquier Parte Relacionada del Emisor, salvo en el curso ordinario de sus negocios y con base en términos razonables y justos, que no sean menos favorables al Emisor de lo que podría obtenerse en una operación comparable con cualquier tercero que no fuere una Parte Relacionada del Emisor.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">4)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Apalancamiento Neto</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span><span style="font-family:'Times New Roman'; font-size:12pt">El Emisor no incurrirá, o permitirá que sus Subsidiarias incurran, directa o indirectamente, en Deuda Financiera alguna, salvo que al momento de incurrirse e inmediatamente después de reconocer sus efectos proforma y la aplicación de los recursos derivados del mismo durante los 12 (doce) meses previos al último reporte trimestral presentado por el Emisor, el Apalancamiento Neto del Emisor no exceda de 3.25 (tres punto veinticinco) a 1 (uno).</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">5)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Venta de Activos</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span><span style="font-family:'Times New Roman'; font-size:12pt">El Emisor no podrá vender, enajenar o de cualquier otra manera transmitir a terceros (distintos a Subsidiarias del propio Emisor), ni permitirá que sus Subsidiarias vendan, enajenen o de cualquier otra manera transmitan a terceros (distintos a Subsidiarias del propio Emisor), en una o en una serie de operaciones relacionadas, activos de su propiedad fuera del curso ordinario de sus negocios, salvo por (i) ventas, enajenaciones o transmisiones de activos que representen menos del 5% (cinco por ciento) de sus activos totales consolidados, en una o más operaciones en el transcurso de 12 (doce) meses calendario, (ii) ventas, enajenaciones o transmisiones de activos que no resulten en una Causa de Vencimiento Anticipado o cualquier otro evento que, con el transcurso del tiempo o mediante notificación, o ambos, se convierta en una Causa de Vencimiento Anticipado, (iii) ventas, enajenaciones o transmisiones de activos que se lleven a cabo para dar cumplimiento a compromisos contractuales contraídos con anterioridad a la fecha de la Emisión, (iv) ventas cuyo producto sea reinvertido por el Emisor en otros activos dentro de los 360 (trescientos sesenta) días siguientes a la recepción de dicho producto, (v) ventas, enajenaciones o transmisiones que, junto con otras ventas, enajenaciones o transmisiones realizadas fuera del curso ordinario de sus negocios, en un mismo ejercicio, no tengan un efecto adverso significativo sobre la solvencia del Emisor, o (vi) ventas, enajenaciones o transmisiones de activos no operativos realizadas por Inmobiliaria Exmod, S.A. de C.V. e Inmobiliaria Círculo CCK, S.A. de C.V. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">6)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Pago de Dividendos</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span><span style="font-family:'Times New Roman'; font-size:12pt">Pagar dividendos o realizar cualquier otra distribución a sus accionistas por más del 10% (diez por ciento) del UAFIDA por ejercicio social. Dichas distribuciones no podrán realizarse en ningún monto, si: (i) el Emisor se encuentra en incumplimiento de sus Obligaciones de Dar, Hacer o de No Hacer conforme al Título y </span><span style="font-family:'Times New Roman'; font-size:12pt">que se reproducen en el Suplemento; (ii) con el pago de dicho dividendo o distribución el Emisor incurre en un incumplimiento de sus Obligaciones de Dar, Hacer o de No Hacer conforme al Título o el presente Suplemento; o (iii) exista o pueda existir (como consecuencia de dicho pago de dividendos o distribución), una Causa de Vencimiento Anticipado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los siguientes comentarios deben leerse en conjunto con los Estados Financieros Consolidados Auditados contenidos en este Reporte. Los Estados Financieros Auditados fueron preparados de conformidad con las NIIF (IFRS). A menos que se especifique lo contrario, la información financiera contenida en esta sección se presenta en miles de Pesos para cada período. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Esta sección contiene declaraciones a futuro las cuales reflejan los planes, estimaciones y consideraciones de la Compañía, las cuales pudiesen implicar riesgos e incertidumbres. Los resultados reales de la Compañía pueden diferir significativamente de aquellos discutidos en las declaraciones a futuro como resultado de diversos factores. Los factores que podrían hacer o contribuir a estas diferencias incluyen, entre otros, aquellos que se detallan más adelante y en otras secciones de este Reporte, particularmente en la sección “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Factores de Riesgo</span><span style="font-family:'Times New Roman'; font-size:12pt">”, del presente Reporte. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La siguiente tabla representa el cambio porcentual del año completo term</span><span style="font-family:'Times New Roman'; font-size:12pt">inado 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"> en comparación con el</span><span style="font-family:'Times New Roman'; font-size:12pt"> mismo periodo de 202</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"> y el año 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> en comparación al mismo periodo del año 20</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
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" width="576" height="304" 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 0pt 12pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Factores que afectan los resultados de la Compañía </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; text-decoration:underline">Ventas </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los ingresos de la Compañía que provienen de la venta de mercancías que se da en tienda.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Ingresos por combustibles:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los ingresos por combustibles se refieren a la ganancia obtenida de los servicios ofrecidos por la subsidiaria Convegas, mismos que representan, el </span><span style="font-family:'Times New Roman'; font-size:12pt">32.7</span><span style="font-family:'Times New Roman'; font-size:12pt">% de las ventas 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">. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<img src="data:image/png;base64,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" 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</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic; text-decoration:underline">Ingresos por servicios</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los ingresos por servicios se refieren a la ganancia obtenida de los servicios ofrecidos en tienda, mismos que representan, en promedio, el </span><span style="font-family:'Times New Roman'; font-size:12pt">0.4</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">% de las ventas 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">4</span><span style="font-family:'Times New Roman'; font-size:12pt">. El desglose de ingresos por servicios es el siguiente:</span>
</p>
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Comisiones por transacción electrónica:</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 0pt 0pt 54pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1)Facturas o recibos tales como Telmex, IZZI, Telcel, AT&T, CFE, entre otros;</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2)Recaudación de pagos servicios privados o públicos;</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:'Times New Roman'; font-size:12pt">3)Recargas a dispositivos electrónicos de cobro de peaje</span><span style="font-family:'Times New Roman'; font-size:12pt"> IAVE, TAG y Via-pass, y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:'Times New Roman'; font-size:12pt">4)Activación de tarjetas pre-pagadas.</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-indent:36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Ingresos por tiempo aire</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 0pt 0pt 54pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1)Venta de recarga de tiempo aire de las diferentes marcas y montos </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Telcel, Movistar, Iusacell </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:'Times New Roman'; font-size:12pt">2)Venta de datos de diferentes importes como Internet, </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Plan amigo</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Ingresos por corresponsalías</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 53.4pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1)Recepción pago de tarjetas de crédito de los bancos </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Banorte y Santander</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><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">2)Recepción de depósito a tarjeta de débito de los bancos mencionados</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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<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal; font-style:italic">Renta de espacios servicios</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"> </span>
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<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ingreso recibido por la renta física de espacio (2m2 aprox.) en la tienda para la instalación de equipos tales como cajeros automáticos de diversos bancos. </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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<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Retiro de efectivo</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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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Transacción electrónica realizada en punto de venta. El cliente </span><span style="font-family:'Times New Roman'; font-size:12pt">cuenta con dos opciones para retirar efectivo con una tarjeta de débito (recibimos la mayoría de los bancos de México), realizando una compra o sin compra solicitándolo directamente en el punto de venta. </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"> </span>
</p>
<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Ingreso por Arrendamiento: </span>
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<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Inmuebles propios arrendados a terceros y subarrendamientos a terceros.</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-indent:36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Venta de Desperdicios terceros:</span>
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<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Venta de cartón generado en los CEDIS, chatarra de equipo obsoleto.</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-indent:36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Otros ingresos Telecom:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ventas a terceros</span><span style="font-family:'Times New Roman'; font-size:12pt"> de</span><span style="font-family:'Times New Roman'; font-size:12pt">: equipos móviles, tiempo aire, activaciones de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Chips</span><span style="font-family:'Times New Roman'; font-size:12pt">, portabilidad y renovación /activación de contrato.</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 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Costo de Ventas y Gastos de Operación </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El costo de ventas se conforma principalmente por los costos que se generan en tienda, combustibles y la distribución. </span>
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" 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</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los gastos de operación se conforman por los gastos controlables originados por el manejo del día a día del negocio y por los gastos fijos que se tienen como energía, </span><span style="font-family:'Times New Roman'; font-size:12pt">agua</span><span style="font-family:'Times New Roman'; font-size:12pt">, pago de derecho sobre licencias</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> etc. </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
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" 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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">UAFIDA </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Ingresos y costos financieros</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Gastos por intereses se refiere a los intereses devengados por los créditos contratados con Actinver, BBVA, </span><span style="font-family:'Times New Roman'; font-size:12pt">y Banco del Bajío </span><span style="font-family:'Times New Roman'; font-size:12pt">así como los Certificados Bursátiles emitidos al amparo del Programa.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los ingresos por intereses se refieren a los rendimientos de los excesos de efectivo que se invierten </span><span style="font-family:'Times New Roman'; font-size:12pt">en deuda gubernamental </span><span style="font-family:'Times New Roman'; font-size:12pt">sin riesgo</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de manera </span><span style="font-family:'Times New Roman'; font-size:12pt">periódica.</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 </span><span style="font-family:'Times New Roman'; font-size:12pt">(</span><span style="font-family:'Times New Roman'; font-size:12pt">pérdida</span><span style="font-family:'Times New Roman'; font-size:12pt">) / ganancia</span><span style="font-family:'Times New Roman'; font-size:12pt"> cambiaria se refiere al incremento de</span><span style="font-family:'Times New Roman'; font-size:12pt"> pasivos en moneda extranjera</span><span style="font-family:'Times New Roman'; font-size:12pt">, derivado del aumento en el tipo de cambio a lo largo del periodo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La cuenta de utilidad/pérdida neta en valuación </span><span style="font-family:'Times New Roman'; font-size:12pt">activos</span><span style="font-family:'Times New Roman'; font-size:12pt"> financieros se refiere al portafolio de inversión en acciones sin fines especulativos que CCK mantiene, el cual genera rendimiento o pérdida </span><span style="font-family:'Times New Roman'; font-size:12pt">de acuerdo con</span><span style="font-family:'Times New Roman'; font-size:12pt"> las variaciones del mercado</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; text-decoration:underline">Periodo de doce meses terminado el 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">4</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">, comparado con el periodo de doce meses terminados el 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">3</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">.</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline"> </span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Ventas </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Las ventas</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">aumentaron en </span><span style="font-family:'Times New Roman'; font-size:12pt">16.5</span><span style="font-family:'Times New Roman'; font-size:12pt">% para llegar a $</span><span style="font-family:'Times New Roman'; font-size:12pt">15,8</span><span style="font-family:'Times New Roman'; font-size:12pt">34</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos 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"> en comparación con los $</span><span style="font-family:'Times New Roman'; font-size:12pt">13,590</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos al término del mismo </span><span style="font-family:'Times New Roman'; font-size:12pt">periodo del año 202</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 incremento </span><span style="font-family:'Times New Roman'; font-size:12pt">se generó principalmente por: </span><span style="font-family:'Times New Roman'; font-size:12pt"> mercancía</span><span style="font-family:'Times New Roman'; font-size:12pt">s que</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">incrementó un 7% </span><span style="font-family:'Times New Roman'; font-size:12pt">principalmente por acuerdos con proveedores estratégicos para impulsar la venta</span><span style="font-family:'Times New Roman'; font-size:12pt"> y promociones realizadas en cada temporalidad </span><span style="font-family:'Times New Roman'; font-size:12pt">del año</span><span style="font-family:'Times New Roman'; font-size:12pt">, por otro lado </span><span style="font-family:'Times New Roman'; font-size:12pt">el </span><span style="font-family:'Times New Roman'; font-size:12pt">combustible </span><span style="font-family:'Times New Roman'; font-size:12pt">incrementó un 42.1% generado por </span><span style="font-family:'Times New Roman'; font-size:12pt">la captación de nuevos clientes</span><span style="font-family:'Times New Roman'; font-size:12pt"> y la incorporación de nuevas zonas de distribución a través de la subsidiaria Convegas Centro Norte</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Ingresos por Servicios</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los ingresos por servicios</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">decrecieron</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">un </span><span style="font-family:'Times New Roman'; font-size:12pt">6.3</span><span style="font-family:'Times New Roman'; font-size:12pt">% para llegar a $</span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos 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"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en comparación con los $</span><span style="font-family:'Times New Roman'; font-size:12pt">68</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos al térmi</span><span style="font-family:'Times New Roman'; font-size:12pt">no del mismo </span><span style="font-family:'Times New Roman'; font-size:12pt">periodo del año 202</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">La disminución en ingresos se debe principalmente a</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">la</span><span style="font-family:'Times New Roman'; font-size:12pt"> disminución </span><span style="font-family:'Times New Roman'; font-size:12pt">de ingresos por arrendamiento </span><span style="font-family:'Times New Roman'; font-size:12pt">de locales a terceros por $4 millones de Pesos.</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Costo de Ventas de Mercancía y C</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ombustible</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La variación d</span><span style="font-family:'Times New Roman'; font-size:12pt">el costo de ventas representó </span><span style="font-family:'Times New Roman'; font-size:12pt">un incremento del </span><span style="font-family:'Times New Roman'; font-size:12pt">21.5</span><span style="font-family:'Times New Roman'; font-size:12pt">% respecto </span><span style="font-family:'Times New Roman'; font-size:12pt">al 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">. Dicho costo de ventas se divide en mercancía y combustible. Para mercancías representó un</span><span style="font-family:'Times New Roman'; font-size:12pt"> incremento </span><span style="font-family:'Times New Roman'; font-size:12pt">en el margen del 1.8%,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">que</span><span style="font-family:'Times New Roman'; font-size:12pt"> se debió principalmente a las actividades promocionales realizadas durante el año. El costo de ventas de combustible</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">obtuvo un </span><span style="font-family:'Times New Roman'; font-size:12pt">98.7% </span><span style="font-family:'Times New Roman'; font-size:12pt">de </span><span style="font-family:'Times New Roman'; font-size:12pt">margen, </span><span style="font-family:'Times New Roman'; font-size:12pt">que </span><span style="font-family:'Times New Roman'; font-size:12pt">representó</span><span style="font-family:'Times New Roman'; font-size:12pt"> un 0.2% de incremento respecto</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">al año anterior</span><span style="font-family:'Times New Roman'; font-size:12pt">. El margen en el mercado de combustibles es muy bajo, por lo que nuestro objetivo es incrementar sustancialmente el volumen</span><span style="font-family:'Times New Roman'; font-size:12pt"> de ventas</span><span style="font-family:'Times New Roman'; font-size:12pt">, mismo que alcanzó un 42% en </span><span style="font-family:'Times New Roman'; font-size:12pt">2024</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">Gastos de Operación </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los gastos de operación </span><span style="font-family:'Times New Roman'; font-size:12pt">tuvieron un incremento del </span><span style="font-family:'Times New Roman'; font-size:12pt">5.7</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">respecto al</span><span style="font-family:'Times New Roman'; font-size:12pt"> periodo 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">, lo cual representa </span><span style="font-family:'Times New Roman'; font-size:12pt">un </span><span style="font-family:'Times New Roman'; font-size:12pt">decremento</span><span style="font-family:'Times New Roman'; font-size:12pt"> del </span><span style="font-family:'Times New Roman'; font-size:12pt">1.</span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt">% respecto a la venta</span><span style="font-family:'Times New Roman'; font-size:12pt">. Esto </span><span style="font-family:'Times New Roman'; font-size:12pt">debido principalmente a los gastos relacionados directamente a las ventas, </span><span style="font-family:'Times New Roman'; font-size:12pt">sin embargo </span><span style="font-family:'Times New Roman'; font-size:12pt">la empresa continúa c</span><span style="font-family:'Times New Roman'; font-size:12pt">on acciones</span><span style="font-family:'Times New Roman'; font-size:12pt"> de control</span><span style="font-family:'Times New Roman'; font-size:12pt"> e indicadores en temas de administración </span><span style="font-family:'Times New Roman'; font-size:12pt">de </span><span style="font-family:'Times New Roman'; font-size:12pt">algunos gastos como </span><span style="font-family:'Times New Roman'; font-size:12pt">comisiones</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">e</span><span style="font-family:'Times New Roman'; font-size:12pt">nergía, comunicaciones, etc</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span><span style="font-family:'Times New Roman'; font-size:12pt">, que hacen que el impacto no sea relevante</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Utilidad de Operación </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante el año 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"> la </span><span style="font-family:'Times New Roman'; font-size:12pt">utilidad</span><span style="font-family:'Times New Roman'; font-size:12pt"> de operación presentó un</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">decremento </span><span style="font-family:'Times New Roman'; font-size:12pt">del </span><span style="font-family:'Times New Roman'; font-size:12pt">12</span><span style="font-family:'Times New Roman'; font-size:12pt">% el </span><span style="font-family:'Times New Roman'; font-size:12pt">equivalente a $</span><span style="font-family:'Times New Roman'; font-size:12pt">92</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">millones de Pesos al cerrar en $</span><span style="font-family:'Times New Roman'; font-size:12pt">677</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">millones de Peso</span><span style="font-family:'Times New Roman'; font-size:12pt">s en comparación con los $</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">millones d</span><span style="font-family:'Times New Roman'; font-size:12pt">e Pesos del mismo periodo en 202</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">Dicha variación se debe principalmente</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">por efecto entre un</span><span style="font-family:'Times New Roman'; font-size:12pt"> incremento de los ingresos</span><span style="font-family:'Times New Roman'; font-size:12pt"> derivados</span><span style="font-family:'Times New Roman'; font-size:12pt"> por los acuerdos con proveedores estratégicos</span><span style="font-family:'Times New Roman'; font-size:12pt"> y promociones realizadas</span><span style="font-family:'Times New Roman'; font-size:12pt">, así como la captación de nuevos clientes de combustible, y </span><span style="font-family:'Times New Roman'; font-size:12pt">el incremento en el gasto operativo principalmente </span><span style="font-family:'Times New Roman'; font-size:12pt">sobre los rubros relacionados con la venta</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 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gastos por Intereses</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante los doce meses 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"> el </span><span style="font-family:'Times New Roman'; font-size:12pt">gasto</span><span style="font-family:'Times New Roman'; font-size:12pt"> por interés </span><span style="font-family:'Times New Roman'; font-size:12pt">presentó una variación </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">20</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos, derivada principalmente de los siguientes conceptos:</span>
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<img 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EREREREREREREREREREROQO/PJJfunr6VPzGeYgIiIid+ZHJ/nuJL93kj/ejtdC8vQoHBn/I41XREREvjG/eBKSn/rWhIQIfuEkJAoIehWuU05bbHBNm5C2ldquQjvKUl/pdqputwNJgFY2p/FyXm2t+uh6nPcyOKonIiIiH8CPT/JbX09/vkkjQKJAMoEkYQCOPzsJ5SRLtM8bJNqQPPAmqQr0dhXqeptzdjjH1k8oaGAfql76hTreH54EHc7Rybh6HxlL1Zvmc1RPREREPhA29yQRbM5s0iQHeSPEhs4G/jsnqXq/e5L6NoM2oSZVgE1sTO1CEo7A+W+eZLLTdTvoAXokHswB6hhzzlgZE7q/ehL0ofcx6U3zOaonIiIiH0iSnkpNNPLmgmN925J2KavJRU2qgCQGW9DbBerrODj/5yeZ7HTdTuq63pQAYT9zREhUoLdd6fX5HNUTERGRD4Y3Hf2tBW+A2KxTXjfv/KoMXcqBhILrvDHCJtds/NijfGoXKMcG+hnDr5xkspPxrEhd1+sJEHbTB7pI3nz1tlx3vWk+R/VERETkgyGpILlhc0b4NQ5Qzq++KKOeJATyNoPkKAlDyvJrnnM6tSwkcUh/JAswteFYfzXWSV3Xw06o4805smoLXW81n6N6IiIi8uKQAJEkiIiIiLwMl97qiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIyLeAzx3wIUo+fXCvL2O/x/Y9xyV/At/g4ttfxEI+vgr8NShlCN/QgpVu4H6lTeRcm6mPR+caf/ENtzxnfe75vluvm+yfs/OZYH6R6dlf1XffP7K/uL+MbbW2JSYyF6BN5sI5sD76F9ufEIKVADnHpXq5DIvsZ8TYeDt8fJWFOV9LZyPheWTx7UR3BQs1C3altjnSx6NzyV/U8+FVQKc+c2xg1EPVq8T+OTufiUvP7lQ/+f6R/cVY6//pWSEmMu66DybGSIiYWxI8+YQQBLm5CQiCGklQ5BoSDFxz5Do2KOO/2ej1eVAQdCcbXSdwnnICuVNtpW3Xr+P7yydho4hOHozUTz/B0B6/pF3qe5vaD+chZRwpT5+xS13sUpbrOv6uB9PcsX3JBuNFj/MsVmkL0/2ZxlD7hlxPPpQ93JtsuvWNDPek+y+6K6ivNqC2OdLHo3PJX5SjA/kpfoLNLXqVav+InWeH5/UcU/3k+39ykkf2F2NGOoyV8XPkvucND7o1AWLdQ0c+IWxsCXTOCQg2vCwEUB+EWs45QbJql3quOQ9HdCboo0Ob1avJ6Nfx0U8e4NRjIw8wgU/AV7L510RgalP76VQfZ+5VH3spD9P4q16fe7UdJhu0yXwYF3W1be/j3D3OvCg750P5E/AZmwT+ZGHFl/g35J5A153gnpB0coSpzbk+Hp2j/qIuP6TkOIGdmvx1+0ftPDvMK3PMmliZ6iff1x8qH9FfjBmZYF6MGcmzQmxkLqyVtM28oiOfBIKZIAbOEyj1PPVAGYEQ4brqTvUszGyO2OH8iE4gGBN8SIe29YGc9Ov4CPjUpazbqPOF2h6on9p0vUpsVp3p/NL46zlHrsNRGxy7jV6ftkh0Ul/PM6/ohO5D2YO/uE/4rm5AU7IT3Qna535UapsjfTw61/iLNWTyF2tMbVuZfLyy85lg3lknJmr9Jd8/or9Wz0f9QS1rZoV5Ey+0RReZ7MgTw02+tDkT5IGf9JFK1Z3qAw8Oekd0AueU8WDVcQTs1Lcgk34dH0cCuVJtUJc3GYH2eWOSh2ZqU/vpHE2AkHPjr+d97kdtRAc4UtftIpVaX89j/5IPZQ9+ZNHlXhEf3K9pIYbodmjD5sSxU9sc6ePRueQvriPEX302KKMNbVfE/jk7n5FVbIVLcfTo/mKtynpVoSzrFElcTQKZS9Z89FjTkMmOPDEEMQENBHpucD1nk0twEBDoc42gV3Wneuo452GhvyM6gbroIZ3JVtev4+MBTh19EfjVRsoqtOdhSH2fQ9rUfjroQtWZzjlmfAis2qz8eMkGyUrOo3/Jbq2v54mNSz6Ur7CI4p/4CV9C9V3if6XLdSCea7K5agNTH4/ONf7iSBmCT4hJ4Jp2qYvAZH9l5zNR10Ge4RoPlJ2r775/ZH9lXBHWJcYNnGcuSP2hj3lkzuhRTzvXNXlqSGQSxAR53SBWoJMNX+QjyaItx9Bf16G/RD4x9ScbHvQjP62YAMmjUH8ylcvor+vQXyIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiItfAn6Me+RP9b8V7xvNoc3kE8Ef1Cd+j4S8N+SvFCr6bykPq+YZJ/qIRu6s2lFH3bPej+wuYL3PBB5B5V+lMdqCXX/L7M9LnWP00+WSKrdBtwSPF1jS+qazTY4q51xig/jPFxMtz5Ia++g2/dv638BcPKg/io/Ce8bCYXFp4Jj5r3PGlXD6qFn9mo0H46Fw+yMafI0eP8u5/2lGPPb5vxWcd8DOfeECX6/pVXq6R9PUsdH8F5kJ5YisxGsEPlZWdXn7J78/INPdcI/35nGIrTLYeKbam8U1lEzWmWH8yd35AAT8T8MngRie4s1GxAGcRJgh64GShyUNDOwKENrFR64E6yqiHIzoQe4wjYwqxkY2yj6MSXQR6W0hftE9fff61jx+eJDbzUHT9qR+gPeWrcaIfG5ByjhXaU45kDHWMnPfrbitl1COV6GY86E79pT16JNWc0yekHmIv16u+j/rxGcEv8WEndYBv8pM3889zGvAXC3tgw/8HJ0l72iYJyKb+jEz+Yu5c45PEUoU4YbOqrPzeyy/5/RmZ5n5uXlNsxSfd1qPF1jTX1b2v9JjinGPOiam6RsknoD7gnBPoBH5+Ep02olznE+m1Xf5n4FqPHTJpyrLhXdIJ0cV26oE29Mk14+dYxzHZQAeZ2kJtf27+0akJEDpQ9Vf9rObKefR7n7mOvwJtKE8b6H6o19P9meYN03gu9Ud7yjmnLP2jz/Fo30f8+MwwhzoP5pv51fsbqItvAmX4L9D2758kfiMBwG9AW3zMkTruyzPBmBFg7Dw/wJyrD0Liq1PtVM6Vd78/K32OiRNiL8lNoLzHVr2uth4xtur4wlQWpphiPpRxnXN89VniQU5wo7nBwDmBDJwnWFIPlLGw1mNtN9WTfdcH6IhOqOPgIc1Y0gZSXsdRqbowtYXavvabeuh9ZONiMQnnxgiruaKPPaj9c+z+qvQx9DHW68lWre/9TuM51x/l0aOMurRFjvYNl/z4zDCnOtf4lLnVcmAjZ0PvoIfPQmIqtjgmAeI6Gx7+TvmzwLgRYCNK/DAnzuumiw9WMVLtVKbyld+flT7HXOOr7i/Kp9gK1RbHR4utOr4wlYVVTJHsIMw/SVASIfkE1MWC8wRIPa8PB2UJFAS9qjvVQzJsNrIjOqHaPpIARbdSdWFqC7V9Pa/zr+V5ILhOMgDnxhimuaKfB6v2w3HyF0xjqG3hkq1a33X7eC71x7GeV/vI0b7hiB+flfhgom4g+IT5Mu8O7ZM8Qt940ha4j1X32Tb26i/mkuu6WQXmzNwnqp1KLz/n92dlNXfosYPeudiqth4xtqa5TmXhXEwxt6xNHHMun4A86FBvbD0n+Gs5Ac41QpD0dqt6Nk420CM6gXICkiBknOhAyrmmnACOjU7VRaa2UNvX8z7/nCcZYGx1gYj+pX76XOuvetIO0O/+CtMY6hihXk+2en3Op/Fc6o9jPacu9RyP9g2X/PisZB5I5scx5Sy+EP/j69RDjvgv9bkntOGY+4NtYCPHh5Rjn/vwLMQv8VeFsswRmD/zrFS/TXZ6+crvz0yfY4855hoom2IrdFuPFlt9fDCVMe66/gZ0ElP84BV91h18gTz7GiQbBEFuZjYkqOcEQQ2U+vCgV3Wh1+e6Bs0RHUg5/a/qpvF3an8w9Vfb1/M6/1qeBygSqv7Uz1QW8sCxCKcfSBuEMYRpDN0P/brbqvVdt4/nUn913By7fY7X9J0+0m7y2bOR+UfyDPb54Y+uC2xMofsl94cy2ldij3r0noXMPVJh3nWe+KPGEMRfKzu9fOX3Z6bPhzkmTnjOKvHX6pmrdhB4pNiaxjeV5Vnp1Jjqc0e/l4ncjTyEIvJ18fV5OI7+ug79JfJAkIn3n+hEXhV/+rwO/XUd+ktERERERERERERERERERERE5PngLzdvAX9Vlb+eEpENHwyRt8Gzwx8BnHt+Vs8X7ajrrMo/C+f8Rd204a/afHZf9b/6WsXbOf/En9TzDZ1HYno26phX9Pmi3+3cKnGUB4CbOwX5LW4yNi79dYHBJPJ9eBbz8Ta+zdK/1wKUUdf/dJmP0lHOM11ZlX8G8Bcf5Jv8xUaYuny0D861+cy+CnzUL2v+FG8r/+BPPniIVH+iF3sfTX82VmOuTPPl/lOGZJ/ye0CfCL7eWW96biw3m2AhAJJJU8Y5cKSuBjz10Q9pC9VOgqn2E2I7dmo7zns99L6P6IToTnXQ67suxzo+zqNT516vRY7CQjx9n4VFnPJaR4yxsfE8cx5W5Z8Fnj0E8BfzDMw3X9jmOUzdqs1n91VgvZ9IvK38wx5R/Rk7tHmUxKA/G6sxV6b50p4YqD6JHXlyuKk86KEGRn4CyiJAkkSiQgBEjzqO2EGSSCWIgLYJQs6Thadd7QdIEHKNvSQT6f8vnKTX974nG6vxAdeUI/RRqbbStuvW8f317Zx62vHgTf4SuQSxlmdmFTN1kSfOiLEcaQur8s8Kz1z9CT/zppz1btqk0+ZVfJV1rHIu3qpPibdaHz+hk1h8BOqzsRrzisw3NjjnzQ/t8BMiTw43ti8GNTDygHBdEyXa5TPiJAjocZ0FpEJb9KHaIRhTnn6AMiTtsFvbTfW97yM6HeaBfk+AaN991HVX40t9xgDxl8gliFdiBTmSAKFfY4+YI95X5Z8R5sUPIH1+zJ+f3Cdf1jav4ivm19ehVbx1n8Y/AX2uEeq+NVmP65iAsWQ8qzFP1PkirO3EDkfigTpk1V6ehBoggYeegII8INzoqjcFE5Ao0L5mx7Xt6jztgTJsUIZgs+pO9VD7PqJT4WEnoNHlDU0FW3Wuk24dH32k3ywi3QZ1IkdhEe5xGYitxF7dwNBPrK/KPxv4iTn2ubFp4QPI5hZ6m1fxFesRc5yo8Tb5lHjDpwF/olfXwW9JXXMr9dlYjbkzzRdoi2CHeX7UXOWGkOgQ6ARQbmgNIoJkutkJOMpZMKhLFs551a1tV+fpB7BNts010h+sqb73fUSnkrIkN5U619q+6qYcUk9ZEsnJXyLnSLwmtvJcch04J84T65XEW2dV/uzgL9YyNinmlzlypCzz5lnM5r5qEz6rr4A1keQuTPF2zqesfayB8S1k7XsEGGN9NlZjhiQ7q/lSjx2gLvPkXJ4cbjKv9ggINmcejMA1dQQAC0clDwmBQZts8rkOte3qPP2E2EbQ6/33+qnvIzqBwKf/SKfamnTr+DiysKDLw0QddH+JnIO4IVYSM8QdZPOGxGSkwjOV2Kusyp8d5jT5A3/xvOX545mtG9vUJnxWX4X6wx7z7PF2zj/TesZ5fPvRTOOexpz1HFbzpV30OaJfbYjIBg8NP2UksXyUBUGeH2KJhVeOob/OQ4LHWnUr6hslEXlB+CmCxIdEiJ8cRG5F/UlULqO/zsPbj1v9God1z18JiYiIiMj18DtbRVGUt8rEpKd8lYlJT/kqE5OesmbSVUREREREREREREREREREzsOfOtbvGiD8i/23QltsnoM+jsJfafDXA7R55j8bP+IXESBW8hwS/3lG+7dF8u0qnovpme3fNYl+lcCfO3O9svXIVH9BnV++vwXdHx3qq/7KX/W66j8rmWf1y6V4mNrA1I7ryKP5q8dOhb+CY37U5y/YmCtzq/NGj9iRJ4QbT1LBNxq4yZxPi0MgGM5B+0s61/xjLsZFwGGXh+st35K4NJ5vAT6dHrLOI4xVPg7ihBhH8ixyRFh0s9ASS9HJDwgVNprUk0DxDLFQxxbPUp5DbNWv4NYP4D063V+Qc4Q5w+SPCv5D6ka28tdk/1lhDllfiS/kUjxMbWDV7lH9NcVOhfETD9QxJ2BelBFDSeaIG2zJE8NNrEHADc+ikJvPTWcRoIxgR6LDQ5DFmusOQUM5x5oApZ+0r6SuEp2pb4RzyhKcfczTvKZ2gTYEPXZqG5hsRR97HAPl2ICqU9uuxpr5wWS/663mc1RPPg5iIPepL8rc72zQxAE6wHnf0NGLLtRnDmo9xxqrLPzPsrFP/opfKpf8wXy7TqXWTfaflawrgP+II+Z5Lh6mNrBq96j+Ovescb2KI+poxzk2elt5QmoQcCQr5iYjLBYEMgst59RnA+Uc4SEg+DnvgRN7HAmaLD61nLbnFnE2aOwiq74RNnTK8sDWMf/KSaZ5Te0CZejRf9qk78lW1afvQHn8Eh36RY9zmMbKefVNt89115vmc1RPPg7uAwsq1OeRMq65f8ReIAbYZJBaDrQlTmhHfWIs1E0ti3qofT8yK39l3sR2nsFL/oC63nSqvyb7nwHWBNaya+IhbWDV7hH9xbim2AnMhbkh1GeOHIkFJOsngl5/BuWJqEHQF4Ka5daFgxuOHm0JiDwAXFe6vdigjHboI31Roj5BmuQim/jUNzrUE5B1Q6/9ISHzWrWDPh/OKVvZ6vqhlnedOu9LvultJ71pPkf15OPgvnA/cn84Z8NIoss9pA4o45z7xkKMboc62nFM/ACJE/c8YDcLPGD3GTb2lb+Yc/xFzIeVPwL6SKf7a2X/malzPBoPR+PoEf21ip3AWKlj3MypxkvmRD3PHroI5/Kk5GYDNzKJB1CX4KiBgB6ZL+14EAiCBEal2iNxiY3aHukPWRaqWp5xTn2HPoba32pe0NsBZXVzyYOysjXZgFq+Gh9c8k1ve86HVfeonnwciR+EOOOe1Z8q67OTRTec21hy7wO6PFuB+mxktY9H5xp/Vbo/Qvdp6P4Kz+SrczDnmsgciYfeBi61eyR/XYodkp46v/58ET/EBH6InSl25ElgA+QmAoHADScwONZAQC9JQDJjyjgmGPpmmkSGcuwlmNIP5UhNKAI/ZaQt/XJOu6lvdKPXkxPKfniSaV6rdsB8sJ926MHKR9P8oZZ3HeyHjCNj5RrJuHrbyYfTfI7qyWPAfeFeE+e5Z8QJCzVQl/jnvmZD5xqo574mPrOBx16F2MBWdImLZ4M5MefENMKcMpeVP+ILjpQjKYPur5X9Z6XGUeRcPFA/tYGp3TP4i7ExJ2KiJsY1XuoeyF5DXADtEjecy5NCQkMAV7ihlFfQqTeaoOGacs459jaQdlM95VNfIW2RSu8715fG3HVW7YByHpDodHq7aX5Qy7tOtTuNtfaxsl/1Ls3niJ58LNwT7jXkPnGsJFZy/7hmIQ6UU1/BRrcDsTXVPQPVX5l3rkP3R/UX5VXC5K+V/Wck973PPeV17vHXqg1M7R7dXz12Koy7l03Xz/rciJyFByA/4Yg8MvUnU7mM/roO/SXyYvCTQc/4RR4R4/Q69Nd16C8RERER+fbwD6kURVHeKhOTnvJVJiY95atMTHrKmklXERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERGRHT/4wf8H8eSUlUvYiLkAAAAASUVORK5CYII=" 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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 incremento </span><span style="font-family:'Times New Roman'; font-size:12pt">en el gasto de interés se debe principalmente a la</span><span style="font-family:'Times New Roman'; font-size:12pt">s renovaciones de contratos de arrendamiento que se encuentran bajo</span><span style="font-family:'Times New Roman'; font-size:12pt"> las IFRS.</span><span style="font-family:'Times New Roman'; font-size:12pt"> En menor medida al incremento en los intereses por </span><span style="font-family:'Times New Roman'; font-size:12pt">financiamientos obtenidos durante 2024.</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Impuesto a la Utilidad</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt; 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">monto del impuesto a la </span><span style="font-family:'Times New Roman'; font-size:12pt">utilidad aplicado para los doce meses 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"> asciende </span><span style="font-family:'Times New Roman'; font-size:12pt">a un</span><span style="font-family:'Times New Roman'; font-size:12pt"> total de $</span><span style="font-family:'Times New Roman'; font-size:12pt">48</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">millones de </span><span style="font-family:'Times New Roman'; font-size:12pt">p</span><span style="font-family:'Times New Roman'; font-size:12pt">esos, y se integra </span><span style="font-family:'Times New Roman'; font-size:12pt">por </span><span style="font-family:'Times New Roman'; font-size:12pt">el impuesto corriente del periodo causado y el beneficio del impuesto diferido</span><span style="font-family:'Times New Roman'; font-size:12pt"> generado principalmente </span><span style="font-family:'Times New Roman'; font-size:12pt">por</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">el valor de activos fijos de algunas subsidiarias</span><span style="font-family:'Times New Roman'; font-size:12pt"> y </span><span style="font-family:'Times New Roman'; font-size:12pt">la estimación de cuentas incobrables</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; font-weight:bold">Utilidad Integral Neta Consolidada</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La utilidad neta consolidada de los doce meses 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"> </span><span style="font-family:'Times New Roman'; font-size:12pt">disminuyó </span><span style="font-family:'Times New Roman'; font-size:12pt">$</span><span style="font-family:'Times New Roman'; font-size:12pt">144</span><span style="font-family:'Times New Roman'; font-size:12pt">millones de pesos para cerrar en $</span><span style="font-family:'Times New Roman'; font-size:12pt">250</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">millones de pesos en comparación con la </span><span style="font-family:'Times New Roman'; font-size:12pt">utilidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$</span><span style="font-family:'Times New Roman'; font-size:12pt">395</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">millones de pesos del mismo </span><span style="font-family:'Times New Roman'; font-size:12pt">periodo del año 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">. Dicha </span><span style="font-family:'Times New Roman'; font-size:12pt">variación se explica principalmente </span><span style="font-family:'Times New Roman'; font-size:12pt">por el </span><span style="font-family:'Times New Roman'; font-size:12pt">decremento </span><span style="font-family:'Times New Roman'; font-size:12pt">en la utilidad de operación,</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">un incremento </span><span style="font-family:'Times New Roman'; font-size:12pt">del resultado de financiamiento y el impuesto causado a la utilidad. </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">UAFIDA </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La UAFIDA </span><span style="font-family:'Times New Roman'; font-size:12pt">disminuyó $105</span><span style="font-family:'Times New Roman'; font-size:12pt">Millones para terminar con $1,</span><span style="font-family:'Times New Roman'; font-size:12pt">223</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">millones de Pesos en los doce meses 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">, en </span><span style="font-family:'Times New Roman'; font-size:12pt">comparación con la UAFIDA de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> por $1,</span><span style="font-family:'Times New Roman'; font-size:12pt">328</span><span style="font-family:'Times New Roman'; font-size:12pt"> </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">. El </span><span style="font-family:'Times New Roman'; font-size:12pt">decremento </span><span style="font-family:'Times New Roman'; font-size:12pt">en </span><span style="font-family:'Times New Roman'; font-size:12pt">la </span><span style="font-family:'Times New Roman'; font-size:12pt">UAFIDA </span><span style="font-family:'Times New Roman'; font-size:12pt">es atribuible principalmente a</span><span style="font-family:'Times New Roman'; font-size:12pt">l decremento en la utilidad de operación</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Estado</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">s Consolidados </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">de Situación F</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">inanciera</span><img 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" 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<span style="font-family:'Times New Roman'; font-size:12pt">Al </span><span style="font-family:'Times New Roman'; font-size:12pt">cierre de diciembre de 2024 CCK presenta un incremento </span><span style="font-family:'Times New Roman'; font-size:12pt">un incremento en los activos por derecho de uso por </span><span style="font-family:'Times New Roman'; font-size:12pt">$193 millones de pesos principalmente por la renovación de contratos de arrendamiento de inmuebles.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Propiedades, mejoras a locales arrendados, mobiliario y equipo (neto) </span>
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<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">4</span><span style="font-family:'Times New Roman'; font-size:12pt">, la partida de Propiedades, mejoras a locales arrendados, mobiliario y equipo (neto) </span><span style="font-family:'Times New Roman'; font-size:12pt">incremento</span><span style="font-family:'Times New Roman'; font-size:12pt"> en $</span><span style="font-family:'Times New Roman'; font-size:12pt">34</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos en compa</span><span style="font-family:'Times New Roman'; font-size:12pt">ración con la misma fecha en 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> cerrando en $</span><span style="font-family:'Times New Roman'; font-size:12pt">1,</span><span style="font-family:'Times New Roman'; font-size:12pt">699</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 variación se debió principalmente al </span><span style="font-family:'Times New Roman'; font-size:12pt">reconocimiento de los avalúos de los inmuebles propiedad de la empresa por $</span><span style="font-family:'Times New Roman'; font-size:12pt">198 millones de Pesos</span><span style="font-family:'Times New Roman'; font-size:12pt">, así como al </span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt">umento </span><span style="font-family:'Times New Roman'; font-size:12pt">de inversiones principalmente </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt"> equipos de tienda y mejoras a locales arrendados</span><span style="font-family:'Times New Roman'; font-size:12pt"> por </span><span style="font-family:'Times New Roman'; font-size:12pt">$256 millones de pesos</span><span style="font-family:'Times New Roman'; font-size:12pt">, y por otro lado la depreciación del ejercicio</span><span style="font-family:'Times New Roman'; font-size:12pt"> que fue de </span><span style="font-family:'Times New Roman'; font-size:12pt">$111 millones de pesos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<img 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" width="576" height="289" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'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 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Impuesto a la Utilidad Diferidos – Neto</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La variación del sald</span><span style="font-family:'Times New Roman'; font-size:12pt">o de la cuenta de impuestos a la utilidad diferidos (neto) 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"> asciende a $</span><span style="font-family:'Times New Roman'; font-size:12pt">73</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">y está integrado principalmente por </span><span style="font-family:'Times New Roman'; font-size:12pt">el avalúo de activos que se realiza cada dos años, así como </span><span style="font-family:'Times New Roman'; font-size:12pt">la estimación de cuentas incobrables y la amortización del pasivo contractual.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cuentas por Pagar </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">4</span><span style="font-family:'Times New Roman'; font-size:12pt">, el total de las cuentas por pagar y otros pasivos acumulados de la Compañía incrementaron en $</span><span style="font-family:'Times New Roman'; font-size:12pt">606</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos, al cerrar en </span><span style="font-family:'Times New Roman'; font-size:12pt">$2,</span><span style="font-family:'Times New Roman'; font-size:12pt">989</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos en comparación con los $2,</span><span style="font-family:'Times New Roman'; font-size:12pt">383</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos del mismo periodo del año anterior. </span><span style="font-family:'Times New Roman'; font-size:12pt">Dicha variación se debió principalmente al incremento </span><span style="font-family:'Times New Roman'; font-size:12pt">de </span><span style="font-family:'Times New Roman'; font-size:12pt">proveedores de mercancías</span><span style="font-family:'Times New Roman'; font-size:12pt"> y combustible derivado del incremento en las ventas totales</span><span style="font-family:'Times New Roman'; font-size:12pt"> por la implementación de </span><span style="font-family:'Times New Roman'; font-size:12pt">las estrategias comerciales del ejercicio</span><span style="font-family:'Times New Roman'; font-size:12pt"> y la incorporación de nuevos clientes de combustibl</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">adicionalmente, </span><span style="font-family:'Times New Roman'; font-size:12pt">también se realizó un incremento en las </span><span style="font-family:'Times New Roman'; font-size:12pt">operaciones con </span><span style="font-family:'Times New Roman'; font-size:12pt">acreedores </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt"> servicios dentro del curso normal de las operaciones del negocio</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cuentas por Cobrar </span>
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<p style="margin:0pt 0pt 12pt; 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">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> la Compañía presenta un</span><span style="font-family:'Times New Roman'; font-size:12pt"> incremento en sus cuentas por cobrar de $</span><span style="font-family:'Times New Roman'; font-size:12pt">477</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones </span><span style="font-family:'Times New Roman'; font-size:12pt">de Pesos, pasando de $</span><span style="font-family:'Times New Roman'; font-size:12pt">810</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de P</span><span style="font-family:'Times New Roman'; font-size:12pt">esos en 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> a $</span><span style="font-family:'Times New Roman'; font-size:12pt">1,28</span><span style="font-family:'Times New Roman'; font-size:12pt">7</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos al cierre 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">. Dich</span><span style="font-family:'Times New Roman'; font-size:12pt">o incremento</span><span style="font-family:'Times New Roman'; font-size:12pt"> se explica </span><span style="font-family:'Times New Roman'; font-size:12pt">principalmente por la incorporación de nuevos clientes de combustible por $203 millones de pesos, así como el incremento en sus impuestos a favor y por acreditar por $164 millones de pesos, y el reconocimiento de siniestros por recuperar por $68 millones de pesos.</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Deuda Financiera </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al </span><span style="font-family:'Times New Roman'; font-size:12pt">cierre 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"> la deuda financiera de la Compañía está representada en su mayoría por </span><span style="font-family:'Times New Roman'; font-size:12pt">la deuda </span><span style="font-family:'Times New Roman'; font-size:12pt">emitid</span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt"> al amparo del Programa</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles, así como líneas bancarias con BBVA Bancomer</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">Actinver</span><span style="font-family:'Times New Roman'; font-size:12pt"> y BanBajío</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">Periodo de doce meses ter</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">minado el 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">3</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">, comparado con el periodo de doce meses terminados el 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">2</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">2</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline">.</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; text-decoration:underline"> </span>
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" 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</p>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Ventas </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las ventas</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">aumentaron en </span><span style="font-family:'Times New Roman'; font-size:12pt">6.8% para llegar a $13,590</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos al 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">23</span><span style="font-family:'Times New Roman'; font-size:12pt"> en comparación con los $</span><span style="font-family:'Times New Roman'; font-size:12pt">12,729 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones de Pesos al término del mismo </span><span style="font-family:'Times New Roman'; font-size:12pt">periodo del año 2022</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span><span style="font-family:'Times New Roman'; font-size:12pt">El incremento en mercancía se generó principalmente por acuerdos con proveedores estratégicos para impulsar la venta</span><span style="font-family:'Times New Roman'; font-size:12pt"> y promociones realizadas en cada temporalidad del año</span><span style="font-family:'Times New Roman'; font-size:12pt">, por otro lado el incremento en combustible se debió a la captación de nuevos clientes.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Ingresos por Servicios</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los ingresos por servicios </span><span style="font-family:'Times New Roman'; font-size:12pt">decrecieron</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">un 16 </span><span style="font-family:'Times New Roman'; font-size:12pt">% para llegar a $</span><span style="font-family:'Times New Roman'; font-size:12pt">68</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos al 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">23 </span><span style="font-family:'Times New Roman'; font-size:12pt">en comparación con los $</span><span style="font-family:'Times New Roman'; font-size:12pt">81</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos al térmi</span><span style="font-family:'Times New Roman'; font-size:12pt">no del mismo periodo del año 2022. </span><span style="font-family:'Times New Roman'; font-size:12pt">La disminución en ingresos se debe principalmente a</span><span style="font-family:'Times New Roman'; font-size:12pt"> las recargas de tiempo aire derivado del incremento en la tendencia del mercado por la oferta en los planes de renta de telefonía celular</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Costo de Ventas de Mercancía y C</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ombustible</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La variación d</span><span style="font-family:'Times New Roman'; font-size:12pt">el costo de ventas representó </span><span style="font-family:'Times New Roman'; font-size:12pt">un incremento del 5.8</span><span style="font-family:'Times New Roman'; font-size:12pt">% respecto </span><span style="font-family:'Times New Roman'; font-size:12pt">al 2022</span><span style="font-family:'Times New Roman'; font-size:12pt">. Dicho costo de ventas se divide en mercancía y combustible. Para mercancías representó un</span><span style="font-family:'Times New Roman'; font-size:12pt"> incremento en el margen del 0.1</span><span style="font-family:'Times New Roman'; font-size:12pt">%. Dicha variación se debió principalmente a las actividades promocionales realizadas durante el año. El costo de ventas de combustible representó el 98.4% respecto a las ventas de combustible</span><span style="font-family:'Times New Roman'; font-size:12pt">, una </span><span style="font-family:'Times New Roman'; font-size:12pt">disminución </span><span style="font-family:'Times New Roman'; font-size:12pt">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">0.</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt">%</span><span style="font-family:'Times New Roman'; font-size:12pt"> respecto al año anterior. El margen en el mercado de combustibles es muy bajo, por lo que nuestro objetivo es incrementar sustancialmente el volumen</span><span style="font-family:'Times New Roman'; font-size:12pt"> de ventas</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gastos de Operación </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los gastos de operación </span><span style="font-family:'Times New Roman'; font-size:12pt">tuvieron un incremento del 10.4</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">respecto al</span><span style="font-family:'Times New Roman'; font-size:12pt"> periodo 20</span><span style="font-family:'Times New Roman'; font-size:12pt">22</span><span style="font-family:'Times New Roman'; font-size:12pt">, lo cual representa </span><span style="font-family:'Times New Roman'; font-size:12pt">un incremento del 0.7% respecto a la venta</span><span style="font-family:'Times New Roman'; font-size:12pt">. Esto </span><span style="font-family:'Times New Roman'; font-size:12pt">debido principalmente a los gastos relacionados directamente a las ventas, por otro lado la empresa continúa c</span><span style="font-family:'Times New Roman'; font-size:12pt">on acciones</span><span style="font-family:'Times New Roman'; font-size:12pt"> de control</span><span style="font-family:'Times New Roman'; font-size:12pt"> e indicadores en temas de administración </span><span style="font-family:'Times New Roman'; font-size:12pt">de comisiones Energía, comunicaciones, etc.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Utilidad de Operación </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante el año de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">23</span><span style="font-family:'Times New Roman'; font-size:12pt"> la </span><span style="font-family:'Times New Roman'; font-size:12pt">utilidad</span><span style="font-family:'Times New Roman'; font-size:12pt"> de operación presentó un</span><span style="font-family:'Times New Roman'; font-size:12pt"> incremento del 4% el </span><span style="font-family:'Times New Roman'; font-size:12pt">equivalente a $</span><span style="font-family:'Times New Roman'; font-size:12pt">29 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones de Pesos al cerrar en $</span><span style="font-family:'Times New Roman'; font-size:12pt">770</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Peso</span><span style="font-family:'Times New Roman'; font-size:12pt">s en comparación con los $740</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones d</span><span style="font-family:'Times New Roman'; font-size:12pt">e Pesos del mismo periodo en 2022</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span><span style="font-family:'Times New Roman'; font-size:12pt">Dicha variación se debe principalmente por efecto entre un incremento de los ingresos derivados por los acuerdos con proveedores estratégicos y promociones realizadas, así como la captación de nuevos clientes de combustible, y el incremento en el gasto operativo principalmente sobre los rubros relacionados con la venta. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gastos por Intereses</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante los doce meses de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">23</span><span style="font-family:'Times New Roman'; font-size:12pt"> el </span><span style="font-family:'Times New Roman'; font-size:12pt">gasto por interés </span><span style="font-family:'Times New Roman'; font-size:12pt">presentó una variación por $</span><span style="font-family:'Times New Roman'; font-size:12pt">6 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones de Pesos, derivada principalmente de los siguientes conceptos:</span>
</p>
<p style="margin:0pt 0pt 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; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La variación del gasto por interés se explica principalmente por un efecto neto entre la disminución del interés pagado a terceros, y el incremento en los valores de arrendamiento derivado de renovaciones de contratos bajo las IFRS.</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Impuesto a la Utilidad</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt; 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">monto del impuesto a la </span><span style="font-family:'Times New Roman'; font-size:12pt">utilidad aplicado para los doce meses de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">23</span><span style="font-family:'Times New Roman'; font-size:12pt"> asciende </span><span style="font-family:'Times New Roman'; font-size:12pt">a un</span><span style="font-family:'Times New Roman'; font-size:12pt"> total de $</span><span style="font-family:'Times New Roman'; font-size:12pt">27 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones de </span><span style="font-family:'Times New Roman'; font-size:12pt">p</span><span style="font-family:'Times New Roman'; font-size:12pt">esos, y se integra </span><span style="font-family:'Times New Roman'; font-size:12pt">por </span><span style="font-family:'Times New Roman'; font-size:12pt">el impuesto corriente del periodo causado y el beneficio del impuesto diferido</span><span style="font-family:'Times New Roman'; font-size:12pt"> generado principalmente </span><span style="font-family:'Times New Roman'; font-size:12pt">por </span><span style="font-family:'Times New Roman'; font-size:12pt">el valor de activos fijos</span><span style="font-family:'Times New Roman'; font-size:12pt"> de algunas subsidiarias</span><span style="font-family:'Times New Roman'; font-size:12pt">, la estimación de cuentas incobrables y la amortización del pasivo contractual. </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Utilidad Integral Neta Consolidada</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La utilidad neta consolidada de los doce meses de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">23</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">incrementó </span><span style="font-family:'Times New Roman'; font-size:12pt">$</span><span style="font-family:'Times New Roman'; font-size:12pt">59</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de pesos para cerrar en $</span><span style="font-family:'Times New Roman'; font-size:12pt">395</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de pesos en comparación con la </span><span style="font-family:'Times New Roman'; font-size:12pt">utilidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$</span><span style="font-family:'Times New Roman'; font-size:12pt">336</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de pesos del mismo </span><span style="font-family:'Times New Roman'; font-size:12pt">periodo del año 2022</span><span style="font-family:'Times New Roman'; font-size:12pt">. Dicha </span><span style="font-family:'Times New Roman'; font-size:12pt">variación se explica principalmente </span><span style="font-family:'Times New Roman'; font-size:12pt">por el incremento en la utilidad de operación, una disminución del resultado de financiamiento y en el impuesto causado a la utilidad. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">UAFIDA </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La UAFIDA incrementó 20 Millones para terminar con $1,328</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos en los doce meses de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">23</span><span style="font-family:'Times New Roman'; font-size:12pt">, en </span><span style="font-family:'Times New Roman'; font-size:12pt">comparación con la UAFIDA de 2022 por $1,308</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">. El incremento en </span><span style="font-family:'Times New Roman'; font-size:12pt">la </span><span style="font-family:'Times New Roman'; font-size:12pt">UAFIDA </span><span style="font-family:'Times New Roman'; font-size:12pt">es </span><span style="font-family:'Times New Roman'; font-size:12pt">atribuible </span><span style="font-family:'Times New Roman'; font-size:12pt">principalmente al impulso de la venta al donde se obtuvo una mejora en márgenes brutos lo anterior, a pesar de haber incrementos en gastos relacionados con la venta.</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"> </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"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Estado</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">s</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">Consolidado</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">s</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">de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">S</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">ituación</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">F</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">inanciera</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<img 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</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante los doce meses terminados el 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">, CCK realizó inversiones en activos por $</span><span style="font-family:'Times New Roman'; font-size:12pt">170</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos y $</span><span style="font-family:'Times New Roman'; font-size:12pt">657</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos en activos </span><span style="font-family:'Times New Roman'; font-size:12pt">por derecho de uso</span><span style="font-family:'Times New Roman'; font-size:12pt">, correspondientes a la apertura, conversión de tiendas y </span><span style="font-family:'Times New Roman'; font-size:12pt">arrendamiento </span><span style="font-family:'Times New Roman'; font-size:12pt">de inmuebles.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Propiedades, mejoras a locales arrendados, mobiliario y equipo (neto) </span>
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<p style="margin:0pt 0pt 12pt; 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">23</span><span style="font-family:'Times New Roman'; font-size:12pt">, la partida de Propiedades, mejoras a locales arrendados, mobiliario y equipo (neto) </span><span style="font-family:'Times New Roman'; font-size:12pt">incremento</span><span style="font-family:'Times New Roman'; font-size:12pt"> en $</span><span style="font-family:'Times New Roman'; font-size:12pt">74</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos en compa</span><span style="font-family:'Times New Roman'; font-size:12pt">ración con la misma fecha en 2022</span><span style="font-family:'Times New Roman'; font-size:12pt"> cerrando en $</span><span style="font-family:'Times New Roman'; font-size:12pt">1,357</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 variación se debió principalmente al a</span><span style="font-family:'Times New Roman'; font-size:12pt">umento </span><span style="font-family:'Times New Roman'; font-size:12pt">de inversiones principalmente </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt"> equipos de tienda y mejoras a locales arrendados, y por otro lado la depreciación del ejercicio.</span>
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" 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<a name="_Hlk68796206" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Impuesto a la Utilidad Diferidos – Neto</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">La variación del sald</span><span style="font-family:'Times New Roman'; font-size:12pt">o de la cuenta de impuestos a la utilidad diferidos (neto) al 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">23</span><span style="font-family:'Times New Roman'; font-size:12pt"> asciende a $</span><span style="font-family:'Times New Roman'; font-size:12pt">43</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos, y está integrado principalmente por la actualización fiscal de los activos </span><span style="font-family:'Times New Roman'; font-size:12pt">la estimación de cuentas incobrables y la amortización del pasivo contractual. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cuentas por Pagar </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 2023, el total de las cuentas por pagar y otros pasivos acumulados de la Compañía incrementaron en $</span><span style="font-family:'Times New Roman'; font-size:12pt">358 millones de Pesos, al cerrar en </span><span style="font-family:'Times New Roman'; font-size:12pt">$2,383 millones de Pesos en comparación con los $2,025 millones de Pesos del mismo periodo del año anterior. </span><span style="font-family:'Times New Roman'; font-size:12pt">Dicha variación se debió principalmente al incremento de proveedores de mercancías y combustible derivado del incremento en las ventas totales por la implementación de las estrategias comerciales del ejercicio, adicionalmente, también se realizó un incremento en las operaciones con acreedores de servicios dentro del curso normal de las operaciones del negocio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cuentas por Cobrar </span>
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<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">23</span><span style="font-family:'Times New Roman'; font-size:12pt"> la Compañía presenta un</span><span style="font-family:'Times New Roman'; font-size:12pt"> incremento en sus cuentas por cobrar de $ 197</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones </span><span style="font-family:'Times New Roman'; font-size:12pt">de Pesos, pasando de $</span><span style="font-family:'Times New Roman'; font-size:12pt">613</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de P</span><span style="font-family:'Times New Roman'; font-size:12pt">esos en 2022</span><span style="font-family:'Times New Roman'; font-size:12pt"> a $</span><span style="font-family:'Times New Roman'; font-size:12pt">810</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos al cierre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">23</span><span style="font-family:'Times New Roman'; font-size:12pt">. Dich</span><span style="font-family:'Times New Roman'; font-size:12pt">o incremento</span><span style="font-family:'Times New Roman'; font-size:12pt"> se explica </span><span style="font-family:'Times New Roman'; font-size:12pt">por dos efectos, el primero por el aumento de impuestos acreditables y a favor derivado del incremento de la operación, la segunda se debe </span><span style="font-family:'Times New Roman'; font-size:12pt">por </span><span style="font-family:'Times New Roman'; font-size:12pt">el incremento en la</span><span style="font-family:'Times New Roman'; font-size:12pt"> cartera de clientes</span><span style="font-family:'Times New Roman'; font-size:12pt"> del segmento de combustible y de proveedores de mercadería por la actividad promocional que se ha llevado a cabo</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Deuda Financiera </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Al </span><span style="font-family:'Times New Roman'; font-size:12pt">cierre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">23</span><span style="font-family:'Times New Roman'; font-size:12pt"> la deuda financiera de la Compañía está representada en su mayoría por </span><span style="font-family:'Times New Roman'; font-size:12pt">la deuda </span><span style="font-family:'Times New Roman'; font-size:12pt">emitid</span><span style="font-family:'Times New Roman'; font-size:12pt">a</span><span style="font-family:'Times New Roman'; font-size:12pt"> al amparo del Programa</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles, así como líneas bancarias con BBVA Bancomer</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">Actinver</span><span style="font-family:'Times New Roman'; font-size:12pt"> y BanBajío</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="-aw-bookmark-end:_Hlk68796206"></span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Razones Financieras</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">Al 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"> las razones financieras establecidas para la métrica del desempeño del negocio se muestran de la siguiente forma. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La razón Deuda Neta definida como Deuda Neta entre el UAFIDA de los doce meses, resultó en </span><span style="font-family:'Times New Roman'; font-size:12pt">0.</span><span style="font-family:'Times New Roman'; font-size:12pt">38</span><span style="font-family:'Times New Roman'; font-size:12pt"> veces.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El Índice de Cobertura de Intereses, definido como la UAFIDA de los doce meses entre los intereses pagados menos los intereses cobrados del mismo periodo, resultó en </span><span style="font-family:'Times New Roman'; font-size:12pt">7.9</span><span style="font-family:'Times New Roman'; font-size:12pt">0</span><span style="font-family:'Times New Roman'; font-size:12pt"> veces.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El ROE determinado como Utilidad Neta de los doce meses terminados el 31 de </span><span style="font-family:'Times New Roman'; font-size:12pt">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">/ Capital Contable fue de </span><span style="font-family:'Times New Roman'; font-size:12pt">15</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 Rotación de Inventario definida como costo de ventas de los doce meses entre el promedio de inventario de los doce meses, resultó en </span><span style="font-family:'Times New Roman'; font-size:12pt">17</span><span style="font-family:'Times New Roman'; font-size:12pt"> días.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Rotación de Cuentas por pagar a proveedores definida como costo de ventas de los doce meses entre el promedio de proveedores de los doce meses, resultó en </span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">0</span><span style="font-family:'Times New Roman'; font-size:12pt"> días.</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">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> las razones financieras establecidas para la métrica del desempeño del negocio se muestran de la siguiente forma. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La razón Deuda Neta definida como Deuda Neta entre el UAFIDA de los doce meses, resultó en </span><span style="font-family:'Times New Roman'; font-size:12pt">0.42</span><span style="font-family:'Times New Roman'; font-size:12pt"> veces.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El Índice de Cobertura de Intereses, definido como la UAFIDA de los doce meses entre los intereses pagados menos los intereses cobrados del mismo periodo, resultó en </span><span style="font-family:'Times New Roman'; font-size:12pt">9.11</span><span style="font-family:'Times New Roman'; font-size:12pt"> veces.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El ROE determinado como Utilidad Neta de los doce meses terminados el 31 de </span><span style="font-family:'Times New Roman'; font-size:12pt">diciembre de 2023/ Capital Contable fue de </span><span style="font-family:'Times New Roman'; font-size:12pt">24</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 Rotación de Inventario definida como costo de ventas de los doce meses entre el promedio de inventario de los doce meses, resultó en </span><span style="font-family:'Times New Roman'; font-size:12pt">46</span><span style="font-family:'Times New Roman'; font-size:12pt"> días.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Rotación de Cuentas por pagar a proveedores definida como costo de ventas de los doce meses entre el promedio de proveedores de los doce meses, resultó en </span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">1 días.</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">2</span><span style="font-family:'Times New Roman'; font-size:12pt"> las razones financieras establecidas para la métrica del desempeño del negocio se muestran de la siguiente forma. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La razón Deuda Neta definida como Deuda Neta entre el UAFIDA de los doce meses, resultó en </span><span style="font-family:'Times New Roman'; font-size:12pt">0.66</span><span style="font-family:'Times New Roman'; font-size:12pt"> veces.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El Índice de Cobertura de Intereses, definido como la UAFIDA de los doce meses entre los intereses pagados menos los intereses cobrados del mismo periodo, resultó en </span><span style="font-family:'Times New Roman'; font-size:12pt">8.78</span><span style="font-family:'Times New Roman'; font-size:12pt"> veces.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El ROE determinado como Utilidad Neta de los doce meses terminados el 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">22</span><span style="font-family:'Times New Roman'; font-size:12pt">/ Capital Contable </span><span style="font-family:'Times New Roman'; font-size:12pt">fue de 30</span><span style="font-family:'Times New Roman'; font-size:12pt">%. </span>
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<li style="margin:0pt 0pt 12pt 24.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:11.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La Rotación de Inventario definida como costo de ventas de los doce meses entre el promedio de inventario de los doce meses, resultó en </span><span style="font-family:'Times New Roman'; font-size:12pt">34</span><span style="font-family:'Times New Roman'; font-size:12pt"> días.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Rotación de Cuentas por pagar a proveedores definida como costo de ventas de los doce meses entre el promedio de proveedores de los doce meses, resultó en </span><span style="font-family:'Times New Roman'; font-size:12pt">41</span><span style="font-family:'Times New Roman'; font-size:12pt"> días.</span>
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<a name="_Hlk68798997" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Datos Relevantes </span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Análisis Comparativo de los ejercicios terminados el 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">2</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">4</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">, 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">3</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">, 20</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">2</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">2</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">Las siguientes tablas resumen las principales cuentas del estado de resultados, incluyendo la tasa de crecimiento observado en los ejercicios concluidos. </span>
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<img 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<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">24</span><span style="font-family:'Times New Roman'; font-size:12pt">, los activos totales</span><span style="font-family:'Times New Roman'; font-size:12pt"> de la Compañía ascendieron a $7,409</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos, comparado con $</span><span style="font-family:'Times New Roman'; font-size:12pt">6,417</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de</span><span style="font-family:'Times New Roman'; font-size:12pt"> Pesos al 31 de diciembre de 202</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">La variación </span><span style="font-family:'Times New Roman'; font-size:12pt">se explica </span><span style="font-family:'Times New Roman'; font-size:12pt">principalmente por </span><span style="font-family:'Times New Roman'; font-size:12pt">el aumento en cuentas por cobrar, así como el incremento en Activos fijos y Activos por derecho de uso.</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 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:12pt">23</span><span style="font-family:'Times New Roman'; font-size:12pt">, los activos totales</span><span style="font-family:'Times New Roman'; font-size:12pt"> de la Compañía ascendieron a $6</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">417</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos, comparado con $5,</span><span style="font-family:'Times New Roman'; font-size:12pt">858</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de</span><span style="font-family:'Times New Roman'; font-size:12pt"> Pesos al 31 de diciembre de 2022</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span><span style="font-family:'Times New Roman'; font-size:12pt">El aumento</span><span style="font-family:'Times New Roman'; font-size:12pt"> se explica </span><span style="font-family:'Times New Roman'; font-size:12pt">principalmente por </span><span style="font-family:'Times New Roman'; font-size:12pt">el aumento en cuentas por cobrar y pagos anticipados, así como el incremento en Activos fijos y Activos por derecho de uso.</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 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">2</span><span style="font-family:'Times New Roman'; font-size:12pt">, los activos totales</span><span style="font-family:'Times New Roman'; font-size:12pt"> de la Compañía ascendieron a $5</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt">858</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos, comparado con $5,</span><span style="font-family:'Times New Roman'; font-size:12pt">464</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de</span><span style="font-family:'Times New Roman'; font-size:12pt"> Pesos al 31 de diciembre de 202</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">El aumento</span><span style="font-family:'Times New Roman'; font-size:12pt"> se explica </span><span style="font-family:'Times New Roman'; font-size:12pt">principalmente por </span><span style="font-family:'Times New Roman'; font-size:12pt">el aumento de efectivo y equivalentes de </span><span style="font-family:'Times New Roman'; font-size:12pt">efectivo</span><span style="font-family:'Times New Roman'; font-size:12pt">, el incremento en inventarios</span><span style="font-family:'Times New Roman'; font-size:12pt">, incremento en cuentas por cobrar</span><span style="font-family:'Times New Roman'; font-size:12pt"> y disminución en el activo a largo plazo por el efecto de la depreciación y amortización de activos</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">Pasivos Totales </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La siguiente tabla muestra por los años conc</span><span style="font-family:'Times New Roman'; font-size:12pt">luidos al 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">, 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</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">2</span><span style="font-family:'Times New Roman'; font-size:12pt"> el monto de los pasivos totales del Emisor. </span>
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N1EWlGGOVPQ6beqDJOmoNNvVRkmHaLrv6oMk6ai03NFGeaEEI7STaQVZZgzBZ1+q8owaQo6/VaVYdIhuv6ryjBpKjo9V5RhTgjhKN1EWlGGOVPQ6beqDJOmoNNvVRkmHaLrv6oMk6ai03NFGeaEEI7STaQVZZgzBZ1+q8owaQo6/VaVYdIhuv6ryjBpKjo9V5RhTgghhBBCeF187CQfeZ4MISzEB0/ynSHh5RG/hpdJ4ukgvA6SvE1BgYPKJ58n70GZH2JIaxwOOK8CHio66j7n2NJdVJ2rTSG8bD56EsXchygYePmHh7w/8tTVPLxxEvUhbuvYPl+25iTl6gNaOLmKz5yEesbSfb50EqC/9HlMqu2iljPHlcce/Era5331K9BPa0kdo6P6FZ/W9t5mVr9usefXb1t6L8ZrHtzPj00XGyAd9+xxu8HHqvOSujq3KxrXhXnpeN3HT8JYq8QTVH+CxwO+U73bUvu5r72uPpMXcAMa+4PAYaAH9da4Us8DVB9BGuEm9NEiovZSRAbRVosBdZ84id/b2wvG9DxUnalnseHBS/dfPUm1C6rO0qvqTjl52nQ+CuFSiB1iTRBbxCFlxBuLG7GmxbLmwePUJ7fGph4B+lXoUw87tNeiCczDzz1Pvoh/7kk77jPbHEAv96uo/iZNGbZp3gvGcL/KB7RzNEal+pUr4yGMBbXN7H7dovrbfVLraozX/JafH4suNlzHqr/oYtDHoh4Bnn83tzuoZxzgvko7arNiPJ2LB9lCG/kPaj/3taB9fSYvUGOuehByriujSawyH5C06lGytkcBhLHVV0pxr188id/b2wv6VarO5PWwGZt8bSOqzrSjrOoO1KtNN1YIR1HseGwr5th0iTFfCEnXvKO4BB+bMsUxc6lCmQ7z/mnSx6ecxQW8HH3J05f0DMh/0ld0/iavucxV89xxv2otcbbm/5Zf8ZPG2Gszm1+36Pwtn3R12KNy/FDz0Pn5MUCHrdiQjp3+nd11LK60Q4gDn1eermguqm+Nc/D5CivF07l4YP5iC+Jz2fv9+Unqc1Nd5687/MHUzV3lCAPgYJXpBkDa87U9cNXCQ1r1vhjVeysNBAvi1H6uF1fy3dhAvdqC+nJ13VUGW2OFcARih7ghfhzl2XSJcdrQljjkjUzNO34w97EpY3GgT7ewUk9s+5ge66DFRmMDacZlfnDl/rOAbq5/9QlgIzprY0A6/+wdgDRGR+dXoFx9ujYz+3UL93f1SX0WNcZrHqqfH4u92JCOnf5Q7a5jUefzcm9uC+5BH8H9qp9qm9Xi6Vw84Cd8RDv3k/d79yTdc6vP5B5UcCMaqbOcxQ3JvzmuvLaVUlwFac/jcG+vIKCf96Wee9V7e3uBoSpHoPbzsaX7p8ZVbUTVWX2r7pST596dj0I4imIJUbwx2RHFGHHucUYbz6u9+uhPKXVsxT/iC6NQnPPpiPG9P/dkkdE99AmKdhqLesq1AD0mzEXpjo7ya/UJoLfrTDnt67OQXyk/N4ZT/ao1iwWcfvKht5nVr1tUf4N8svUs5FfFeM13fn5samy4jvpaiPTfsltorDovaas89RXa68MHMUk73VPx5G2AspXiCc7Fg/uXtPxb+4F83cVpCGESmKiXLkzX9Lk14td5eAp+TTzNR/wbQgghhBBCCCGEEEIIIYQQwhzoC0whhLXgb+58ERMJL4/4NbxMEk8H0Tek9S3qCgcVvmxUocwPMaQ1DgecVwH3eJkHp6pztSmEVwFxVueUxyK/3tAvGxDFZO2nXxIh/ApkL7/1CwjV81NZYA0gzy9HBHWUUYcujKt65g35Gej8Sl42an1Tu+pzR7/Mkb1q1/m5Q/XyK5B2v4LKZvbrFu5v98lPWNr9U5+F98Hftf6xcfscxcbPjav0r/aIWo7wqyzy1Hn9kXgiNpR3vM2K8dT5wZ/B1nz1tdKfSZ2r/kzuwQ0Y3B8MDgMtiDP8S9C6h/B78A8pctrlgbvR9O/sgqozbT97Eo0pO8lTvzVOCEchNvm5qsc1EMvEFLFI2mNbE7nrB/TzeaE8MUtf0l0/QRvG9nbcF3Rf0BxAL+k7yzzY8w9gG7p6u+pzR23cr7TxvPy8hfwKupfr52Wz+nWLvTiWT7b8Qxl1W/Gp+sdkL55U/vcncf237KnlHFB43uwv1IkaXxXaf/Uk7HOkOxRzq8WTo7ipz0C2YCNpQdrXStAYW8/kHlSogR4MNwaVoww3QVTGVZBWPTev7VES0aFCZVy515F/CZq2iPB7/PpJ9JDpR5le/3V2AWOpP31p5ydI3Ys61XfjhHAJxBWx5BBTTFbEY15xB1v9iEX18bzmBwtD7ScU6ywSWjQRzR0Way0qvlgzNnnakp6Bzj+iznva4aPO59ThC65aA7DTF1j3c4f8SHueIT7iqvG6MpjRr0J6SV/5UbiP9vyjZ4F96uPj+LN6TKp94LGhvUL6b9lTy/GjUNp9twVzkX/Tjna0J+9QhvgYM8eT8LiqcePPgDLaIl1caa30MbaeyT2o0I3qBq9yBMfq9Zr6CNKer+2BK+Oqr+pV1t1baSCvscDvwQFIdd4HurGhG49xXG+EctgaJ4RL8JgSxBNxR2z5n0k0qaH2IxbpRx+oeV0Zgw8FW1DHuGpPWu212GhsIM3Cwhzhyvgz0PkVKHcd1W7L51qQEdICu+lX/byF/KoNy8frymb16xadv7GB/3txyz/+LFTv8Vmf1WPS2eex8XUKTkj/zh6o5fgGPxF7HneKrwp6EBOqJ1/7CsUcrBZP6Fvjxp/B1nwV2Fdjb+uZ3ENORQE9XDmLG5Kf4V+Cpo/akPZ7+AEI51CuE3VnF9BefYB76VTvdpJHn61xQjgKMaUY0jxgYhJPHluUkSYOmcTej1jXQqcy0jWvMYhdX1QEY3u95g0LJpDXGD6XmHdAPeXd2K+bLb8CekpHb/f7lsbn3gc0jj8b7K9+rlS/ChZmdGEMQRnM6tctqr/dR2xCXrf1LLr49PrHpNrXxYa+LiH9qz3qU8t9H6FNja8K/VTvb51oq3iqMbdaPAE+lZ3yuefdTz5f5V98wF+SvE/1/U2A0RhLAOCEEGaF+Lx0Yl7T59aIX+fhKfg18TQf8e8GegXGKZHDUAghhBDCHXpNFIncshyl67uqzESn36oyE51+q8oldP1XldnodFxVQgghhBDCEfibGxJCCCGEsDT6ljSiX3+8DPx1E1LhG9x8M7sjB63wlNGvGZgDwn/pQZr4V17t+G6bz5lzfboxnjKdX/VLUYS0579gaf1iBmof8LG7+lvDY6vzUY1V4eXn/PyYbM0dvluqeadfRiPo733811y13Mdg/93qd2vIJwhpfKE8cVHzzl7s7cYUzqexfu5eH7w604Y6hJ/UqU4/sVNfR+0B5b2djFUb0gjjer8QnhIsfswDfrLZTUjFfp0DLJR8QPGJLbb61PxTZsuv+It1SmtVzQMLpvuptqljd2PcKvKd+4ifh3exWmP4nJ8fk625g/7YDPw7QF0coH/34xuV+xjYLLb63RryPT7lyuGSWKl5sRd7Z2OKAXX4oKOfyqnjQXFjDkjkEdpxpfzPTsJD40b0cdQeGMfbaSGBek/vF8JTgnmgCVwnpCYrV+Jfc4L24HNG7PXpxniqbPmVNUc+oK7m9cGM9U3UNnXsWn+ruO+qj7pYBS8/5+fHZGvuoBs2U67/Hkr6ozNp6vGNqOU+BvfZ6neL+HomnyKka17sxd7ZmOIB+GCkOdHqkAPk9bAQHhInKsq+chICGYXJO2oPHJa8nStZ7+n9QnhKEOvEP+LzDoh55oDDBGbuQJ34cK4P1PxTZMuvrDeAj/CD5/FJt+nUPnXsWn+L4DP3XfVRF6vg5ef8PAN17pBnzrGp6l+CrnFQ+wiV+xhu51a/W8LXM3zhfqp5UeOmni12Y4oB3ekMTmMOONRpAN0cAYKfMiaAbqA64e1rO/+TW72n9wvhKaKJyocC5hGbAXNAbyKIf/LaZJRH3j3JJX26Tf6pUv2qtwz4AD95noWWNEK/rT7Cx+7qbwmPR/wiSPMvlXud/Fr7nPPzY1LnjmxAL9nw+XGV/uitPHua+tRyH4MP/rX+Vqnrmfup+s39K/BjjT1B+rFjKoRQ4FPfpYeTa/rcGvHrPDwFvyae5iP+DSGEEEK4BL0mikRuWY7S9V1VZqLTb1WZiU6/VeUSuv6rymx0Oi4oH3j2/+xxrcj0KZP/AAAAAElFTkSuQmCC" width="576" height="86" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt; 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">4</span><span style="font-family:'Times New Roman'; font-size:12pt">, los pasivos totales de la Compañía ascendieron a $</span><span style="font-family:'Times New Roman'; font-size:12pt">5,693</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos, comparado con $</span><span style="font-family:'Times New Roman'; font-size:12pt">4,</span><span style="font-family:'Times New Roman'; font-size:12pt">992</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos al 31 de diciem</span><span style="font-family:'Times New Roman'; font-size:12pt">bre de 202</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 aumento se </span><span style="font-family:'Times New Roman'; font-size:12pt">explica </span><span style="font-family:'Times New Roman'; font-size:12pt">por efecto neto entre el aumento de proveedores, otras cuentas por pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">pasivos por arrendamiento</span><span style="font-family:'Times New Roman'; font-size:12pt"> y el impuesto diferido;</span><span style="font-family:'Times New Roman'; font-size:12pt"> y </span><span style="font-family:'Times New Roman'; font-size:12pt">a </span><span style="font-family:'Times New Roman'; font-size:12pt">la disminución </span><span style="font-family:'Times New Roman'; font-size:12pt">por </span><span style="font-family:'Times New Roman'; font-size:12pt">pago de deuda bancaria</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y la aplicación del pasivo contractual.</span>
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<p style="margin:0pt 0pt 12pt; 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">23</span><span style="font-family:'Times New Roman'; font-size:12pt">, los pasivos totales de la Compañía ascendieron a $</span><span style="font-family:'Times New Roman'; font-size:12pt">4,993</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos, comparado con $</span><span style="font-family:'Times New Roman'; font-size:12pt">4,752</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos al 31 de diciem</span><span style="font-family:'Times New Roman'; font-size:12pt">bre de 2022</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span><span style="font-family:'Times New Roman'; font-size:12pt">El aumento se </span><span style="font-family:'Times New Roman'; font-size:12pt">explica </span><span style="font-family:'Times New Roman'; font-size:12pt">por efecto neto entre el aumento de proveedores, otras cuentas por pagar, y pasivos por arrendamiento y la disminución del pago de deuda bancaria, del impuesto diferido y la aplicación del pasivo contractual.</span>
</p>
<p style="margin:0pt 0pt 12pt; 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">22</span><span style="font-family:'Times New Roman'; font-size:12pt">, los pasivos totales de la Compañía ascendieron a $</span><span style="font-family:'Times New Roman'; font-size:12pt">4,752</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos, comparado con $</span><span style="font-family:'Times New Roman'; font-size:12pt">4,661</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de Pesos al 31 de diciem</span><span style="font-family:'Times New Roman'; font-size:12pt">bre de 2021</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span><span style="font-family:'Times New Roman'; font-size:12pt">La reducción </span><span style="font-family:'Times New Roman'; font-size:12pt">se explica </span><span style="font-family:'Times New Roman'; font-size:12pt">por una disminución de la valuación del derivado, el pago de deuda bancaria, la baja del valor del pasivo por arrendamiento y un aumento en el reconocimiento del pasivo contractual.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Capital Contable</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 12pt; 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">4</span><span style="font-family:'Times New Roman'; font-size:12pt">, el capital contable de la Compañía ascendía a $</span><span style="font-family:'Times New Roman'; font-size:12pt">1,715,979,68</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">61</span><span style="font-family:'Times New Roman'; font-size:12pt"> pesos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Capital de Trabajo </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En seguimiento puntual de los principales indicadores operativos encaminados a logar eficiencias en la gestión de administración en la gestión de cobranza y la administración de inventarios ha sido fundamental para la operación diaria. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía calcula su capital de trabajo de manera consolidada de la siguiente manera:</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Calibri; font-size:12pt">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Inventario de mercancías en tienda (neto) [más]</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Calibri; font-size:12pt">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Cuentas por</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cobrar (neto) [más]</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Calibri; font-size:12pt">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Cuentas y documentos por pagar a proveedores [menos] </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:'Times 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 siguiente tabla contiene una reconciliación del cálculo de capital de tr</span><span style="font-family:'Times New Roman'; font-size:12pt">abajo 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">2</span><span style="font-family:'Times New Roman'; font-size:12pt">, 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt">. </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" 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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Inversión de Capital </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante los doce meses terminados 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"> </span><span style="font-family:'Times New Roman'; font-size:12pt">se realizaro</span><span style="font-family:'Times New Roman'; font-size:12pt">n inversiones en capital por $</span><span style="font-family:'Times New Roman'; font-size:12pt">289.1</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de pesos.</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Liquidez</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El seguimiento puntual de los principales indicadores operativos encaminados a lograr eficiencias en la gestión de la cobranza</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> la administración de los inventarios</span><span style="font-family:'Times New Roman'; font-size:12pt"> y el fortalecimiento de la caja operativa</span><span style="font-family:'Times New Roman'; font-size:12pt"> ha sido fundamental para la operación diaria de la empresa. </span>
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<li style="margin:0pt 0pt 0pt 24.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:11.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía obtuvo financiamientos de corto y mediano plazo por </span><span style="font-family:'Times New Roman'; font-size:12pt">733 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones de pesos con amortizaciones programadas y mejores condiciones en tasa</span><span style="font-family:'Times New Roman'; font-size:12pt">, sobre los cuales se realizaron pagos por </span><span style="font-family:'Times New Roman'; font-size:12pt">$</span><span style="font-family:'Times New Roman'; font-size:12pt">397</span><span style="font-family:'Times New Roman'; font-size:12pt"> millones de pesos</span>
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<li style="margin:0pt 0pt 0pt 24.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:11.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">CCK pagó anticipadamente la emisión de CEBURES realizada en marzo 2018 por 1,282.5 millones con vencimiento el 23 de marzo de 2023 mediante una nueva emisión en noviembre de 2022 por 804.9 millones de pesos y recursos propios, de los cuales en noviembre del 2023 se realizó el primer pago del principal por 161 millones de pesos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> En noviembre del 2024 se realizó el </span><span style="font-family:'Times New Roman'; font-size:12pt">segundo pago por </span><span style="font-family:'Times New Roman'; font-size:12pt">241.5 millones de pesos.</span>
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</ul>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">INFORME DE CRÉDITOS RELEVANTES</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La siguiente tabla presenta el nivel de endeudamiento, tipo de tasa de interés y esquema de amortización al cierre del periodo concluido 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">4</span><span style="font-family:'Times New Roman'; font-size:12pt">:</span>
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<p style="margin:0pt 0pt 12pt; text-align:justify">
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" 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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">A la fecha del presente Reporte la Emisora se encuentra en cumplimiento de todas las restricciones y condiciones establecidas en los contratos de financiamiento, así como con el pago de principal e intereses de los mismos.</span><br style="page-break-before:always; clear:both" />
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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">4</span><span style="font-family:'Times New Roman'; font-size:12pt">, se tienen contratados los siguientes planes de </span><span style="font-family:'Times New Roman'; font-size:12pt">arrendamiento:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<img 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" 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" 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<a name="_Hlk511663690" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt">Los procesos de Control Interno de la Compañía constan de componentes interrelacionados los cuales derivan de la manera en que la organización administra el negocio y forma parte del proceso de administración. </span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">El marco integrado de control que utiliza la Compañía toma como referencia el </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Committee of Sponsoring Organizations</span><span style="font-family:'Times New Roman'; font-size:12pt"> (COSO). Plantea un marco para la definición de procesos para ambiente y actividades de control, evaluación de riesgos, monitoreo e información y comunicación; derivados del estilo de la dirección, e integrados al proceso de gestión.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, a partir de abril de 2018 la Compañía aplica de manera estricta la Circular Única de Auditores Externos que se refiere</span><span style="font-family:'Times New Roman'; font-size:12pt"> a disposiciones de carácter general aplicables a las entidades y emisoras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Metodología y Aplicación al Control Interno</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El control interno de la Compañía consiste en determinar las políticas y procedimientos óptimos apegados a las mejores prácticas, dando y proporcionando la seguridad, razonabilidad del mismo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Documentación de procesos, riesgos y controles.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Se identifica la naturaleza del proceso y se documentan las actividades relevantes de este. </span><span style="font-family:'Times New Roman'; font-size:12pt">(actividades, sistemas involucrados, personal, estructura organizacional etc.)</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Obtención de información del proceso:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Se realiza un análisis preliminar de cada uno de los componentes del proceso y de la normatividad para comprender las actividades y detectar posibles desviaciones, se verifica la documentación existente, su vigencia y actualizaciones. (políticas, procedimientos y flujogramas) , </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Se entrevista a los dueños de los procesos de manera concreta para obtener información relevante, aclarando observaciones, detallando actividades, obtener documentación y evidencia de la veracidad de la información.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Se documentan los resultados de las entrevistas y/o cuestionarios con los dueños de los procesos. Paso a paso de las actividades desarrolladas, desde el inicio hasta el final del proceso, incluyendo los riesgos que pueden afectar el objetivo del proceso y las actividades de control que los mitigan, ya sean controles manuales o automáticos y cualquier otra anotación que se considere necesaria.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Se realiza un diagrama de flujo identificando los elementos de entrada, proceso y elementos de salida.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Se identifican los tipos y naturaleza de controles de los procesos o subprocesos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Evaluación de controles y mejoras.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Se evalúa la </span><span style="font-family:'Times New Roman'; font-size:12pt">adecuada </span><span style="font-family:'Times New Roman'; font-size:12pt">segregación de funciones</span><span style="font-family:'Times New Roman'; font-size:12pt"> al momento de asignar los permisos a un nuevo usuar</span><span style="font-family:'Times New Roman'; font-size:12pt">io o por cualquier cambio en la</span><span style="font-family:'Times New Roman'; font-size:12pt"> responsabilidad del personal que se presente, validando que las transacciones asignadas se encuentran acordes a su posición y actividades a desempeñar.</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">Se elabora la matriz de riesgos y controles que permitan identificar los riesgos y su impacto en el Emisor.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Se ejecutan auditor</span><span style="font-family:'Times New Roman'; font-size:12pt">í</span><span style="font-family:'Times New Roman'; font-size:12pt">as de cumplimiento para evaluar la efectividad de los controles y el desempeño de los procesos en materia de control interno, en las áreas de oportunidad detectadas, se definen planes de mejora y los debe ejecutar el dueño del proceso.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 63.8pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 35.45pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Descripción de las políticas que rigen la Tesorería</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El objetivo de la Tesorería es establecer la normatividad para controlar y garantizar la salvaguarda los recursos financieros de la Compañía disminuyendo los riesgos financieros, aficionando y controlando centralmente su concentración y distribución. El alcance de las políticas aplica a CCK y Subsidiarias. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El área responsable de hacer seguir y aplicar la política es la Dirección de Finanzas. </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 14pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El área de Tesorería es responsable de:</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 35.45pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.1.Administrar y custodiar los recursos financieros obtenidos por las operaciones realizadas por el Emisor.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.2.Asegurar que todas las entradas y salidas de efectivo hayan sido registradas con exactitud y oportunidad en SAP.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.3.Realizar las transacciones bancarias y garantizar su aplicación en bancos.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.4.Validar que las inversiones realizadas hayan sido ejecutadas en su totalidad y por el monto, cantidad, fecha y vencimiento acordado.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.5.Llevar un control de la secuencia numérica de los cheques emitidos.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.6.Liberar o en su caso cancelar los cheques emitidos en el sistema de banca electrónica.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.7.Controlar y actualizar el catálogo de firmas para emisión de cheques; chequeras cuentas bancarias y accesos a banca electrónica, así como garantizar su confidencialidad y buen uso.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.8.Administración y control de los cheques en tránsito.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.9.Registrar a los proveedores en el portal bancario para poder generar el pago mediante transferencia electrónica.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.10.Determinar diariamente el flujo de efectivo.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.11.Vigilar que las cuentas bancarias mantengan liquidez suficiente para hacer frente a los compromisos y obligaciones del Emisor.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.12.Guardar evidencia durante el periodo que establezca la ley vigente, de todos los movimientos de efectivos realizados.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<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 14pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El área de Contabilidad es responsable de: </span>
<ol type="1" class="awlist1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 17.6pt; text-indent:-21.6pt; text-align:justify; line-height:115%; font-family:'Times New Roman'; font-size:12pt; list-style-position:inside">
<span style="font-family:'Times New Roman'; font-size:12pt">Efectuar conciliaciones bancarias confiables y efectivas de forma diaria.</span>
</li>
<li style="margin:0pt 0pt 0pt 17.6pt; text-indent:-21.6pt; text-align:justify; line-height:115%; font-family:'Times New Roman'; font-size:12pt; list-style-position:inside">
<span style="font-family:'Times New Roman'; font-size:12pt">Reportar las partidas en conciliación a las diferentes áreas para garantizar su registro, en tiempo y forma, todas las operaciones bancarias realizadas por el Emisor.</span>
</li>
</ol>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Además, la Compañía cuenta con las siguientes fuentes de liquidez:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:11.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Fuentes internas de recursos: Principalmente de las aportaciones de Capital de los accionistas y los recursos obtenidos por la operación misma del negocio.</span>
</li>
<li style="margin:0pt 0pt 0pt 42.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:11.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Fuentes Externas de Recursos: Financiamiento con Proveedores de Mercancías y Servicios, arrendamiento de equipos para la expansión y conversión de Tiendas contratados a plazos de 48 y 60 meses prorrogables a 36 más.</span>
</li>
<li style="margin:0pt 0pt 0pt 42.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:11.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Fuente importante de Recursos a través de deuda bancaria.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Normatividad</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 14pt; text-indent:0pt; text-align:justify; line-height:12pt; padding-left:8pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Generales</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 18pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; line-height:12pt; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.1.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Deben existir cuentas bancarias para el control de ingresos (cuentas concentradoras) y otras para egresos (cuentas pagadoras).</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; line-height:12pt; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.2.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Todos los recursos financieros deberán estar resguardados en instituciones financieras autorizadas por la CNBV.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; line-height:12pt; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.3.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Los fondos de inversión deberán realizarse conforme a los lineamientos establecidos por la Presidencia del Emisor.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; line-height:12pt; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.4.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Aclarar las partidas reportadas por el área de Conciliaciones Bancarias.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; line-height:12pt; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.5.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Las altas y bajas de servicios, cuentas bancarias y asignación de funcionarios facultados para firmar en las cuentas de cheques, serán autorizados por la Vicepresidencia y por Dirección de Administración y Finanzas.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; line-height:12pt; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.6.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Será obligación de todas las personas que validan autorizaciones, procesos y conciliaciones, dejar evidencia mediante su nombre, firma y fecha</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; line-height:12pt; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.7.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">No se emitirán cheques sin contar con los fondos necesarios para cubrirlos.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; line-height:12pt; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.8.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Los cheques que se emitan, tendrán una caducidad de 60 días naturales contados a partir de la fecha de liberación, los cheques liberados que no sean entregados y/o hayan caducado, deberán ser cancelados.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-21.6pt; text-align:justify; line-height:12pt; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.9.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Las cuentas de cheques deberán ser mancomunadas de acuerdo a los niveles de autorización que designe la Presidencia y Vicepresidencia en su caso.</span>
</p>
<p style="margin:0pt 0pt 12pt 18pt; text-indent:-21.6pt; text-align:justify; line-height:12pt; padding-left:21.6pt">
<span style="font-family:'Times New Roman'; font-size:12pt">1.10.Cualquier operación distinta a los establecidos en esta política, deberá ser autorizados únicamente por la Vicepresidencia.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Sanciones</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El cumplimiento de la presente política es de carácter obligatorio, cualquier falta a esta, será sancionada conforme a lo establecido en la norma 42 de la </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">PO-RT-DH-001 Política de Recursos Humanos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">S</span><span style="font-family:'Times New Roman'; font-size:12pt">e desarrolló un Plan de Auditoría 20</span><span style="font-family:'Times New Roman'; font-size:12pt">20</span><span style="font-family:'Times New Roman'; font-size:12pt"> con base en riesgos y que cubre un modelo de prevención de pérdidas y riesgos. Algunas de las acciones realizadas fue mejorar los procesos. A través de la revista Hola y Comunicación CCK se dio mayor difusión de la línea de denuncia y la certificación de código de ética y disciplina. Además fue impartido un curso de anticorrupción. </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Derivado de las acciones del plan de auditoría se atendieron distintos tipos de situaciones en el área laboral, relación con terceros y protección de bienes y activos. Además de aplicar las sanciones correspondientes a la falta. </span>
</p>
<p style="margin:0pt 0pt 12pt 35.45pt; text-indent:-28.35pt; text-align:justify; padding-left:28.35pt">
<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Auditoría</span><span style="font-family:'Times New Roman'; font-size:12pt"> Interna.</span>
</p>
<p style="margin:0pt 0pt 12pt 63.8pt; text-indent:-35.45pt; text-align:justify; padding-left:35.45pt">
<span style="font-family:'Times New Roman'; font-size:12pt">3.2.3.1.Es responsable de efectuar evaluación y revisiones periódicas:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 88.32pt; text-indent:0pt; line-height:115%; padding-left:11.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Seleccionar y revisar transacciones representativas de la población por los procesos definidos en el Plan Anual de Auditoría.</span>
</li>
<li style="margin:0pt 0pt 0pt 88.32pt; text-indent:0pt; line-height:115%; padding-left:11.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Confirmar que se estén ejecutando los controles y puntos clave en los procesos contemplados para su revisión.</span>
</li>
<li style="margin:0pt 0pt 0pt 88.32pt; text-indent:0pt; line-height:115%; padding-left:11.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Revisar controles manuales y automáticos.</span>
</li>
<li style="margin:0pt 0pt 0pt 88.32pt; text-indent:0pt; line-height:115%; padding-left:11.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ejecutar revisiones a las Tecnologías de la información utilizadas por la Compañía, con base en un margo generalmente aceptado.</span>
</li>
<li style="margin:0pt 0pt 0pt 88.32pt; text-indent:0pt; line-height:115%; padding-left:11.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Las revisiones de las transacciones se harán de la mano con los dueños del proceso.</span>
</li>
<li style="margin:0pt 0pt 0pt 88.32pt; text-indent:0pt; line-height:115%; padding-left:11.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Todas las revisiones deberán ser documentadas con la evidencia de cada paso del proceso</span>
</li>
</ul>
<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">Mediante la ejecución de un proceso de minería de datos y estructuras de KPIs, el área desarrolla mensualmente cuatro tableros de control con la finalidad de tener identificados en tiempo y forma los riesgos asociados a la Compañía. </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 12pt; text-indent:0pt; line-height:115%; padding-left:26pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Mapa de riesgos corporativo: tiene como objetivo medir el comportamiento de los riesgos macro. </span>
</li>
<li style="margin:0pt 0pt 0pt 15.99pt; text-indent:0pt; line-height:115%; padding-left:26pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Tablero de riesgos por tienda: busca clasificar con base en la evaluación de 10 criterios operativos el nivel de riesgo que representa cada tienda. </span>
</li>
<li style="margin:0pt 0pt 0pt 19.99pt; text-indent:0pt; line-height:115%; padding-left:26pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Tablero general</span>
</li>
<li style="margin:0pt 0pt 0pt 20.66pt; text-indent:0pt; line-height:115%; padding-left:26pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Análisis financiero </span>
</li>
<li style="margin:0pt 0pt 0pt 16.67pt; text-indent:0pt; line-height:115%; padding-left:26pt; font-family:'Times New Roman'; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Contralor Operativo</span>
</li>
</ol>
<p style="margin:0pt 0pt 12pt 63.8pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt 63.8pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:12pt">3.2.4.1.Es responsable de promover y asegurar la Cultura de Gobierno Corporativo / Ambiente de Control Interno a través de:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 105.77pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.73pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Vigilar la correcta ejecución de los procesos, así como el cumplimiento de las políticas vigentes.</span>
</li>
<li style="margin:0pt 0pt 0pt 105.77pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.73pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Monitorear la MRC.</span>
</li>
<li style="margin:0pt 0pt 0pt 105.77pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.73pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Apoyar la implementación de las iniciativas de Control Interno.</span>
</li>
<li style="margin:0pt 0pt 0pt 105.77pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.73pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Dar seguimiento a la Certificación de empleados en Políticas y procedimientos.</span>
</li>
<li style="margin:0pt 0pt 12pt 105.77pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.73pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Identificar y proponer nuevas políticas y procedimientos.</span><span style="-aw-bookmark-end:_Hlk511663690"></span>
</li>
</ul>
<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">La Entidad tiene litigios en proceso ante las autoridades competentes por diversos motivos, principalmente de carácter laboral. El pasivo registrado por este concepto al 31 de diciembre de 2024, 2023 y 2022 es de $24,372, $34,263 y $40,194, respectivamente, el cual ha sido calculado por la Administración con base en su experiencia y en opinión de sus asesores legales. Mientras que los resultados de estos procedimientos legales no se puedan predecir con certeza, la Administración de la Entidad no cree que existan casos que tengan un efecto adverso en su situación financiera o resultados de operación.</span>
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<a name="_Hlk511664113" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt">El comité de auditoría de la Compañía conoce, analiza y opina sobre los informes periódicos de auditoría externa. Dicho comité supervisa el proceso de contratación del Auditor Externo. </span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">La firma de contadores públicos que presta servicios de auditoría externa al Emisor, desde 2011, es Galaz, Yamazaki, Ruiz Urquiza, S.C. (Miembro de Deloitte Touche Tohmatsu Limited), quienes han emitido dictámenes sobre los estados financieros de la Compañía correspondientes a los ejercicios termi</span><span style="font-family:'Times New Roman'; font-size:12pt">nados 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">, 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</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">2</span><span style="font-family:'Times New Roman'; font-size:12pt"> de conformidad con las NIIF.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El Auditor Externo presta servicios distintos a los de auditoría al Emisor, los cuales no causan conflicto de interés alguno. Estos servicios son los siguientes:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Estudios de precios de transferencia</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Dictamen de contribuciones locales </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#1f497d">-</span><span style="font-family:'Times New Roman'; font-size:12pt">Dictamen de seguridad social </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, en los últimos tres ejercicios fiscales, el Auditor Externo de la Compañía no ha emitido, a la fecha, alguna opinión con salvedad, una opinión negativa o se han abstenido de rendir su opinión en relación con la información financiera del Emisor</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span><span style="-aw-bookmark-end:_Hlk511664113"></span>
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<a name="_Hlk511664310" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt">La Compañía registra saldos y transacciones con sus subsidiarias, las cuales son consideradas partes relacionadas. Dichos saldos y transacciones se realizan en términos de mercado, han sido eliminados en la consolidación y no generan conflicto de interés. </span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">La dirección y administración del Emisor está confiada a un consejo de administración. La operación ordinaria de la Compañía está a cargo del Director General</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt"> Direcciones Sr. </span><span style="font-family:'Times New Roman'; font-size:12pt">y </span><span style="font-family:'Times New Roman'; font-size:12pt">8</span><span style="font-family:'Times New Roman'; font-size:12pt"> direcciones</span><span style="font-family:'Times New Roman'; font-size:12pt"> operativas</span><span style="font-family:'Times New Roman'; font-size:12pt">. A continuación, se incluye una lista de los directivos actuales del Emisor, de los cuales el </span><span style="font-family:'Times New Roman'; font-size:12pt">71</span><span style="font-family:'Times New Roman'; font-size:12pt">% son de sexo masculino y </span><span style="font-family:'Times New Roman'; font-size:12pt">29</span><span style="font-family:'Times New Roman'; font-size:12pt">%</span><span style="font-family:'Times New Roman'; font-size:12pt"> son de sexo femenino:</span><span style="font-family:'Times New Roman'; font-size:5.33pt; vertical-align:super"> </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">Carlos Kalach Balas </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Director General / Presidente del Consejo de Administración </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Sexo Masculino</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo trabajando en la Compañía 1</span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Experiencia 2</span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt"> años </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Empresario mexicano. Ingeniero Industrial egresado de la Universidad Iberoamericana, MBA por el Instituto de Empresa de Madrid. Fundador y actualmente, VP de Comercializadora Círculo CCK, S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Ricardo Carlos Kolteniuk Stolarski </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Director de Administración y Finanzas </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo trabajando en la Compañía 1</span><span style="font-family:'Times New Roman'; font-size:12pt"> mes</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Experiencia 2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> años </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Licenciado en Administración de Empresas </span><span style="font-family:'Times New Roman'; font-size:12pt">egresado de la Universidad </span><span style="font-family:'Times New Roman'; font-size:12pt">Iberoamericana</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">MBA en Universidad de Boston,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> con experiencia en distintos ramos</span><span style="font-family:'Times New Roman'; font-size:12pt"> de telecomunicaciones, </span><span style="font-family:'Times New Roman'; font-size:12pt">comercio electrónico</span><span style="font-family:'Times New Roman'; font-size:12pt"> e infraestructura</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"> </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">María Elisa Cornejo Mirabal</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Director de </span><span style="font-family:'Times New Roman'; font-size:12pt">Riesgos</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">Tiempo trabajando en la Compañía 1</span><span style="font-family:'Times New Roman'; font-size:12pt"> mes</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Experiencia 32</span><span style="font-family:'Times New Roman'; font-size:12pt"> años </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Licenciado y maestro </span><span style="font-family:'Times New Roman'; font-size:12pt">en Derecho egresado de la Universidad </span><span style="font-family:'Times New Roman'; font-size:12pt">Anáhuac</span><span style="font-family:'Times New Roman'; font-size:12pt">, con más de 30 años de experiencia en el mundo financiero y corporativo en despachos de abogados, posteriormente en el sector financiero en las áreas jurídicas y de negocios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Mario González Padilla </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Director de Tiendas Extra</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo trabajando en la Compañía </span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Experiencia 2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> años como Administrador General</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">Licenciado en Administración de Negocios con especializaciones en Alta Dirección por el ITAM, Finanzas y Six Sigma. Experiencia laboral en la comercialización, retail, recursos humanos, expansión de negocios y canales, logística y venta de productos al mayoreo, ocupando diferentes posiciones gerenciales y directivas. </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">Amor Ramírez Olvera </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Director Jurídico </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo trabajando en la Compañía 1</span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Experiencia </span><span style="font-family:'Times New Roman'; font-size:12pt">20</span><span style="font-family:'Times New Roman'; font-size:12pt"> años </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Licenciado y Maestro en Derecho, egresada de la Universidad Nacional Autónoma de México, con experiencia en Derecho Corporativo, Civil, Mercantil y Administrativo.</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">Eibar</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">Almazán Ruíz</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Director Administración y Control Interno</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo trabajando en la Compañía 1</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Experiencia </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"> años </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Contador Público egresado del Instituto Polit</span><span style="font-family:'Times New Roman'; font-size:12pt">écnico Nacional</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">experiencia</span><span style="font-family:'Times New Roman'; font-size:12pt"> laboral en segmentos de consultoría, </span><span style="font-family:'Times New Roman'; font-size:12pt">industrias de comercialización</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">transformación </span><span style="font-family:'Times New Roman'; font-size:12pt">y retail.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Lisbeth Andaya Torres</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Director de Auditoría Interna</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo trabajando en la Compañía </span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Experiencia 2</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Contador Público egresado del Instituto Politécnico Nacional con experiencia en distintos giros como es: Retail, telecomunicaciones, minería y productos de consumo.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Experiencia en auditorías de estados financieros (externa), en compañías con certificación en Ley Sarbanes Oxley y COSO 2013, auditorías operativas y tecnologías de la información.</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 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Actualmente el consejo de administración de CCK se encuentra integrado </span><span style="font-family:'Times New Roman'; font-size:12pt">por 11</span><span style="font-family:'Times New Roman'; font-size:12pt"> miembros, de los cuales, 1 de ellos es mujer y 5 son consejeros independientes, lo que representa el 45% de sus miembros. </span><span style="font-family:'Times New Roman'; font-size:12pt">Conforme a los estatutos sociales del Emisor, su Consejo de Administración cuenta con facultades amplias para actos de administración, administración en materia laboral, pleitos y cobranzas, y facultades amplias para suscribir, otorgar y endosar títulos de crédito y otorgar poderes. Además, el consejo de administración tiene facultades para nombrar y remover a los funcionarios y empleados del</span><span style="font-family:'Times New Roman'; font-size:12pt"> Emisor, entre otros.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Conforme a los estatutos sociales del Emisor, los miembros del consejo de administración de la Compañía durarán en sus cargos un ejercicio social (un año) y pueden ser ratificados o destituidos en cualquier momento, sin perjuicio del derecho de la asamblea de accionistas de la Compañía de revocar en cualquier tiempo los nombramientos de dichos consejeros, </span><span style="font-family:'Times New Roman'; font-size:12pt">los cuales no cesarán en el desempeño de sus funciones mientras no tomen posesión de sus cargos quienes hayan de sustituirlos. El Presidente y Secretario del consejo de administración de la Compañía serán electos por el propio consejo anualmente.</span><span style="font-family:'Times New Roman'; font-size:5.33pt; vertical-align:super"> </span><span style="font-family:'Times New Roman'; font-size:12pt">A continuación, se incluye una lista de los consejeros propietarios actuales del Emisor, de los cuales el 92% son de sexo masculino y 8% son de sexo femenino:</span><span style="font-family:'Times New Roman'; font-size:5.33pt; vertical-align:super"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; 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">Rafael M. Kalach Mizrahi</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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Presidente Honorario Vitalicio</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ratificación Asamblea General Ordinaria de Accionistas de fecha 27 de abril 2020</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Sexo Masculino</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo trabajando en la Compañía 1</span><span style="font-family:'Times New Roman'; font-size:12pt">8</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Experiencia 5</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Empresario mexicano. Contador Público egresado de la Universidad Nacional Autónoma de México. Hoy es CEO de Grupo Kaltex, S.A. de C.V., participando en los Consejos de Administración de diferentes empresas, tales como: Grupo Carso, Sears Roebuck, Grupo Sanborns y América Móvil.</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">
<a name="_Hlk165363938" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Carlos Kalach Balas </span></a>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Presidente del Consejo de Administración </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ratificación Asamblea General Ordinaria de Accionistas de fecha 27 de abril 2020</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Sexo Masculino</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo trabajando en la Compañía 1</span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Experiencia 2</span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt"> años </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Empresario mexicano. Ingeniero Industrial egresado de la Universidad Iberoamericana, MBA por el Instituto de Empresa de Madrid. Fundador y actualmente, VP de Comercializadora Círculo CCK, S.A. de C.V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk165363938"></span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Moisés Kalach Balas </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ratificación Asamblea General Ordinaria de Accionistas de fecha 27 de abril 2020</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Sexo Masculino</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo trabajando en la Compañía 1</span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Contador Público Egresado del Instituto Tecnológico Autónomo de México. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">David Kalach Mizrahi</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ratificación Asamblea General Ordinaria de Accionistas de fecha 27 de abril 2020</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Sexo Masculino</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo trabajando en la Compañía </span><span style="font-family:'Times New Roman'; font-size:12pt">10</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Empresario mexicano. Contador Público, actualmente ocupa el cargo de Gerente de Finanzas en Grupo Kaltex, S.A. de C.V. También es miembro del consejo de varias empresas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">José Kalach Atri</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ratificación Asamblea General Ordinaria de Accionistas de fecha 27 de abril 2020</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Sexo Masculino</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo trabajando en la Compañía 1</span><span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt"> años</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Experiencia 3</span><span style="font-family:'Times New Roman'; font-size:12pt">7</span><span style="font-family:'Times New Roman'; font-size:12pt"> años </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Empresario mexicano. Ingeniero Industrial egresado de la Universidad </span><span style="font-family:'Times New Roman'; font-size:12pt">Anáhuac</span><span style="font-family:'Times New Roman'; font-size:12pt">. Actualmente es Vicepresidente en Grupo Kaltex, S.A. de C.V. y representante en la Comisión de Energía de Concamín de la Cámara Nacional de la Industria Textil (CANAINTEX).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Moisés </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Adolfo </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Kalach </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Mussali</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nombrado en la Asamblea General Ordinaria de Accionistas de fecha 27 de abril 2020</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Sexo Masculino</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo trabajando en la Compañía </span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">años</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">Catherine </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Alice </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Austin </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Thomas</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero Independiente </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ratificación Asamblea General Ordinaria de Accionistas de fecha 27 de abril 2020</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Sexo Femenino</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Licenciada en Historia del Arte y Biología en la Universidad de Boston, consultor en varias empresas y campos. En la actualidad ocupa el puesto de Coordinadora en el Área de Implementación INOMA (por ti mismo) A.C. Consejera en diversas empresas.</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">Luis Javier Solloa Hernández</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero Independiente</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ratificación Asamblea General Ordinaria de Accionistas de fecha</span><span style="font-family:'Times New Roman'; font-size:12pt"> 23 de agosto de 2021.</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">Sexo Masculino</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Contador Público Certificado y Licenciado en Administración de empresas, con más de 30 años de experiencia profesional. CEO de la firma Solloa-Nexia S.C., miembro de Nexia Internacional, Presidente de diversos comités de Auditoría y miembro del Consejo de Administración de varias entidades públicas y privadas.</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">Gilberto de Hoyos Santos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero Independiente</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ratificación Asamblea General Ordinaria de Accionistas de fecha 23 de agosto de 2021.</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">Sexo Masculino</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Director General de diversas compañías de retail durante 33 años, Director de Operaciones Comerciales Grupo Pulsar, Director Relaciones Industriales Asarco Mexicana (minería) Recursos Humanos de Grupo México y Empresario Independiente, </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">Juan José Suárez Coppel</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero Independiente</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ratificación Asamblea General Ordinaria de Accio</span><span style="font-family:'Times New Roman'; font-size:12pt">nistas de fecha 27 de abril 2020</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">Sexo Masculino</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Licenciado en economía por el Instituto Tecnológico Autónomo de México y posteriormente realizó un Doctorado en economía por la Universidad de Chicago. fue director general de PEMEX y previamente fue CFO de Grupo Modelo. </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">Francisco Ruenes Escoto</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero Independiente</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nombrado en la Asamblea General Ordinaria de Accionistas de fecha 26 de abril del 2023</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">Sexo Masculino</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Experiencia de 46 años en el ramo cervecero.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Licenciado en Derecho, egresado de la Universidad Autónoma de Guadalajara, IPADI por el Tecnológico de Monterrey, Top Managment Executive Program Wharton, San Francisco, C.A., miembro del consejo Regional del Bajío, en Bancomer y Banamex.</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">Elsa Alarcón </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gutiérrez</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Comisario </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nombramiento en </span><span style="font-family:'Times New Roman'; font-size:12pt">Asamblea General Ordinaria de Accionistas de fecha 2</span><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">octubre </span><span style="font-family:'Times New Roman'; font-size:12pt">2020</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Sexo </span><span style="font-family:'Times New Roman'; font-size:12pt">Femenino</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Contador Público por </span><span style="font-family:'Times New Roman'; font-size:12pt">la Universidad Tecnológica de México</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">cuenta con </span><span style="font-family:'Times New Roman'; font-size:12pt">un posgrado en Finanzas Corporativas por la misma institución.</span><span style="font-family:'Times New Roman'; font-size:12pt"> Con </span><span style="font-family:'Times New Roman'; font-size:12pt">amplia </span><span style="font-family:'Times New Roman'; font-size:12pt">experiencia en </span><span style="font-family:'Times New Roman'; font-size:12pt">auditoría corporativa de empresas públicas e internacionales, así como, experiencia directa con clientes de carácter público en la elaboración y emisión de reportes.</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">Rafael Robles Miaja</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Secretario No Miembro </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ratificación Asamblea General Ordinaria de Accionistas de fecha </span><span style="font-family:'Times New Roman'; font-size:12pt">27</span><span style="font-family:'Times New Roman'; font-size:12pt"> de abril 20</span><span style="font-family:'Times New Roman'; font-size:12pt">20</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Sexo Masculino</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Socio fundador del despacho Bufete Robles Miaja, S.C. Licenciado en derecho por la Escuela Libre de Derecho y realizó un posgrado en negocios internacionales. Es secretario miembro del Consejo de Administración de varias empresas mexicanas, tanto privadas como públicas. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En CCK existen </span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt"> órganos intermedios de la administración, todos ellos integrados y presididos por consejeros independientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="square" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.49pt; text-indent:0pt; text-align:justify; padding-left:7.51pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Comité de Auditoría. </span>
</li>
<li style="margin:0pt 0pt 0pt 28.49pt; text-indent:0pt; text-align:justify; padding-left:7.51pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Comité de Prácticas Societarias.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.49pt; text-indent:0pt; text-align:justify; padding-left:7.51pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Comité de Evaluación y Compensaciones.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.49pt; text-indent:0pt; text-align:justify; padding-left:7.51pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Comité de </span><span style="font-family:'Times New Roman'; font-size:12pt">Finanzas</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">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, es importante señalar que CCK no es controlado por ningún gobierno extranjero o por alguna persona física.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ninguno de los principales funcionarios de la Compañía y/o miembros del consejo de administración anteriormente mencionados son accionistas y/o tienen una tenencia accionaria de la misma. Asimismo, ninguno de los miembros del consejo de administración de la Compañía ni sus principales funcionarios tienen parentesco alguno.</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 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">, el importe total pagado por la Compañía por concepto de compensación a miembros del consejo de administración </span><span style="font-family:'Times New Roman'; font-size:12pt">ascendió a</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">884,615.00 </span><span style="font-family:'Times New Roman'; font-size:12pt">Pesos</span><span style="font-family:'Times New Roman'; font-size:12pt">. La Compañía no otorga pensiones por jubilación u otras prestaciones similares por su desempeño como tales ni a sus consejeros ni a sus directivos relevantes. </span>
</p>
<p style="margin:0pt; text-align:justify">
<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 14pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4.2pt; font-family:'Times New Roman'; font-size:12pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cumplimiento y Vigilancia</span>
</li>
</ol>
<p style="margin:0pt 0pt 9pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En cumplimiento con lo dispuesto por el artículo 42 de la Ley Mercado de Valores y al Código de Principios y Mejores Prácticas de Gobierno Corporativo del Consejo Coordinador Empresarial, CCK cuenta con órganos colegiados que auxilian al Consejo de Administración en sus actividades de vigilancia, estos órganos intermedios de administración son:</span>
</p>
<p style="margin:0pt 0pt 9pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comité de Auditoría:</span>
</p>
<p style="margin:0pt 0pt 9pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">CCK cuenta con un Comité de Auditoría Interna que sesiona trimestralmente y es el responsable de supervisar y gestionar el cumplimiento del marco normativo de la Compañía tanto de manera interna como en el entorno externo, incluyendo las disposiciones aplicables de la Circular Única de Auditores Externos. Dicho comité es presidido por un tercero independiente e integrado con miembros del Consejo de Administración conforme a lo siguiente:</span>
</p>
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<tr style="height:16.75pt">
<td style="background-color:#002060; 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:4.9pt; padding-right:4.9pt; vertical-align:top">
<p style="margin:0pt; text-align:justify; background-color:#002060">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">NOMBRE</span>
</p>
</td>
<td style="background-color:#002060; 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:4.9pt; padding-right:4.9pt; vertical-align:top">
<p style="margin:0pt; text-align:justify; background-color:#002060">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">CARGO</span>
</p>
</td>
</tr>
<tr style="height:2.75pt">
<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:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Luis Javier Solloa Hernández</span>
</p>
</td>
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Presidente</span>
</p>
</td>
</tr>
<tr style="height:7.3pt">
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">David Kalach Mizrahi</span>
</p>
</td>
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero</span>
</p>
</td>
</tr>
<tr style="height:2.75pt">
<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:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Carlos Avelar Guerrero</span>
</p>
</td>
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero</span>
</p>
</td>
</tr>
<tr style="height:5.6pt">
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Gilberto de Hoyos Santos</span>
</p>
</td>
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero</span>
</p>
</td>
</tr>
<tr style="height:5.6pt">
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Elsa Alarcón Gutiérrez</span>
</p>
</td>
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Comisario</span><span style="font-family:'Times New Roman'; font-size:12pt"> *Miembro hasta </span><span style="font-family:'Times New Roman'; font-size:12pt">el</span><span style="font-family:'Times New Roman'; font-size:12pt"> 30 de </span><span style="font-family:'Times New Roman'; font-size:12pt">abril</span><span style="font-family:'Times New Roman'; font-size:12pt"> 25.</span>
</p>
</td>
</tr>
<tr style="height:5.6pt">
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Carlos A. Torres Villagomez</span>
</p>
</td>
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Comisario</span><span style="font-family:'Times New Roman'; font-size:12pt"> *</span><span style="font-family:'Times New Roman'; font-size:12pt">Miembro</span><span style="font-family:'Times New Roman'; font-size:12pt"> a </span><span style="font-family:'Times New Roman'; font-size:12pt">partir</span><span style="font-family:'Times New Roman'; font-size:12pt"> del 1 de mayo 25.</span>
</p>
</td>
</tr>
<tr style="height:5.1pt">
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Rafael Robles Miaja</span>
</p>
</td>
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Secretario No Miembro</span>
</p>
</td>
</tr>
<tr style="height:5.1pt">
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Amor Ramírez Olvera</span>
</p>
</td>
<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:4.9pt; padding-right:4.9pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Secretario</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Suplente</span><span style="font-family:'Times New Roman'; font-size:12pt"> No </span><span style="font-family:'Times New Roman'; font-size:12pt">Miembro</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 9pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Área de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cumplimiento</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">:</span>
</p>
<p style="margin:0pt 0pt 9pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Es la responsable de supervisar y gestionar el cumplimiento del marco normativo de la Compañía tanto de manera interna como en el entorno externo. Identifica los riesgos, analiza los cambios estatutarios y reguladores, determina medidas preventivas y correctivas, informa la normatividad al Emisor para su conocimiento y aplicación. Identifica y reporta los riesgos al Gobierno Corporativo para prevenir incumplimientos legales, regulatorios, pérdidas financieras, apegándose al Código de Ética y Conducta y a los estándares de buenas prácticas de negocio.</span>
</p>
<p style="margin:0pt 0pt 9pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Para lograr satisfactoriamente la aplicación de las normas, el área implementó los medios necesarios para poder denunciar cualquier acto de corrupción o prácticas ilegales a través de una línea de denuncia y un e-mail. Además de impartir cursos periódicos de diversos temas de cumplimiento para todos los empleados. </span>
</p>
<p style="margin:0pt 0pt 9pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El área de Cumplimiento reporta directamente a Auditoría Interna </span>
</p>
<p style="margin:0pt 0pt 9pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comité Ejecutivo de Cumplimiento</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">:</span>
</p>
<p style="margin:0pt 0pt 0pt 27.1pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:362pt">
<tr style="height:12.8pt">
<td style="background-color:#d9d9d9; 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:0.25pt; padding-right:0.25pt; vertical-align:middle; width:204.6pt">
<p style="margin:0pt 0pt 0pt 27.1pt; text-align:justify; background-color:#d9d9d9">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Nombre</span>
</p>
</td>
<td style="background-color:#d9d9d9; 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:0.25pt; padding-right:0.25pt; vertical-align:middle; width:153.4pt">
<p style="margin:0pt 0pt 0pt 27.1pt; text-align:justify; background-color:#d9d9d9">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Cargo</span>
</p>
</td>
</tr>
<tr style="height:12.8pt">
<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:0.25pt; padding-right:0.25pt; vertical-align:middle; width:204.6pt">
<p style="margin:0pt 0pt 0pt 27.1pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Carlos Kalach Balas</span>
</p>
</td>
<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:0.25pt; padding-right:0.25pt; vertical-align:middle; width:153.4pt">
<p style="margin:0pt 0pt 0pt 27.1pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Presidente</span>
</p>
</td>
</tr>
<tr style="height:12.8pt">
<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:0.25pt; padding-right:0.25pt; vertical-align:middle; width:204.6pt">
<p style="margin:0pt 0pt 0pt 27.1pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Mario Gonzalez </span>
</p>
</td>
<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:0.25pt; padding-right:0.25pt; vertical-align:middle; width:153.4pt">
<p style="margin:0pt 0pt 0pt 27.1pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro</span>
</p>
</td>
</tr>
<tr style="height:12.8pt">
<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:0.25pt; padding-right:0.25pt; vertical-align:middle; width:204.6pt">
<p style="margin:0pt 0pt 0pt 27.1pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ricardo Carlos Kolteniuk</span><span style="font-family:'Times New Roman'; font-size:10pt"> Stolarski</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<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:0.25pt; padding-right:0.25pt; vertical-align:middle; width:153.4pt">
<p style="margin:0pt 0pt 0pt 27.1pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro</span>
</p>
</td>
</tr>
<tr style="height:12.8pt">
<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:0.25pt; padding-right:0.25pt; vertical-align:middle; width:204.6pt">
<p style="margin:0pt 0pt 0pt 27.1pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Lisbeth Andaya</span>
</p>
</td>
<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:0.25pt; padding-right:0.25pt; vertical-align:middle; width:153.4pt">
<p style="margin:0pt 0pt 0pt 27.1pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Secretario</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt 0pt 0pt 99.8pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El área de cumplimiento busca prevenir el fraude en la empresa mediante cuatro pilares: Código de Ética, comité de Ética y disciplina, línea de denuncia y altos directivos como voceros de ética. </span>
</p>
<p style="margin:0pt 0pt 9pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comité de Prácticas Societarias</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Este órgano realiza las funciones a que se refieren la fracción I del artículo 42 de la LMV y se encarga de emitir su opinión e informar al Consejo de Administración sobre las irregularidades o riesgos estratégicos y operativos no financieros detectados, así como los planes de remediación; así como de investigar sobre los posibles incumplimientos de los que tenga conocimiento a las políticas, procesos y procedimientos de la Sociedad, por parte del Director General, funcionarios de alto nivel y empleados de la Sociedad.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El Comité de Prácticas Societaria sesiona al cierre de cada trimestre y presentará al Consejo de Administración de la Sociedad, el informe a que se refiere el artículo 43 de la LMV.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Este comité es presidido por miembros independiente del Consejo de Administración y se encuentra integrado de la siguiente manera:</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:369.6pt">
<tr style="height:15pt">
<td colspan="2" style="background-color:#215c98; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:middle; width:354.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">Comité de Prácticas Societarias</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:23.05pt">
<td rowspan="2" style="background-color:#215c98; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:169.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">Nombre</span>
</p>
</td>
<td rowspan="2" style="background-color:#215c98; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:0.75pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:177.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">Cargo</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:8.25pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:169.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Catharine Alice Austin Thomas</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:177.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Presidente (Miembro Independiente)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:1pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:169.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Maria Elisa Cornejo Maralba</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:177.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro</span><span style="font-family:'Times New Roman'; font-size:12pt"> *</span><span style="font-family:'Times New Roman'; font-size:12pt">miembro</span><span style="font-family:'Times New Roman'; font-size:12pt"> a </span><span style="font-family:'Times New Roman'; font-size:12pt">partir</span><span style="font-family:'Times New Roman'; font-size:12pt"> del 1 de mayo 25.</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:1pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:169.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Lisbeth Andaya Torres</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:177.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:1pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:169.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Mario González Padilla</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:top; width:177.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:1pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:169.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Edgar José de la Parra Escamilla</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:top; width:177.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:1pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:169.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Eduardo José Cervera</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:top; width:177.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:1pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:169.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Amor Ramírez Olvera</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:top; width:177.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Secretario</span><span style="font-family:'Times New Roman'; font-size:12pt"> No </span><span style="font-family:'Times New Roman'; font-size:12pt">Miembro</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:1pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:176.95pt; border:none">
</td>
<td style="width:184.3pt; border:none">
</td>
<td style="width:8pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 9pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comité de Compensaciones</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Se encuentra integrado por tres Consejeros Independientes, los cuales podrán ser o no miembros del Consejo de Administración de la Sociedad y actuaran invariablemente como órgano colegiado sin que sus facultades puedan ser delegadas. Este comité se encarga de emitir su opinión e informar al Consejo de Administración sobre la compensación fija y variable del Director General y demás funcionarios de alto nivel de la Sociedad hasta el cuarto nivel jerárquico de Sociedad, así como de aprobar las políticas de remuneración, los </span><span style="font-family:'Times New Roman'; font-size:12pt">criterios para la evaluación y beneficios de los empleados y funcionarios de alto nivel de la sociedad. Actualmente se encuentra integrado de la siguiente manera:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:390.9pt">
<tr style="height:15pt">
<td colspan="2" style="background-color:#215c98; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:middle; width:354.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">Comité de Compensaciones</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:23.05pt">
<td rowspan="2" style="background-color:#215c98; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:148.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">Nombre</span>
</p>
</td>
<td rowspan="2" style="background-color:#215c98; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:0.75pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:198.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">Cargo</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:8.25pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:22.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:148.7pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Catharine Alice Austin Thomas</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:198.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Presidente (Miembro Independiente)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:22.25pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:148.7pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Juan José Suárez Coppel</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:198.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero Independiente</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:22.25pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:148.7pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Luis Javier Solloa Hernández</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:198.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Consejero Independiente</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:22.25pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:148.7pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Amor Ramírez Olvera</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:198.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">Secretario No Miembro</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:22.25pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:155.7pt; border:none">
</td>
<td style="width:205.55pt; border:none">
</td>
<td style="width:29.25pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 9pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comité de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Finanzas</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El Presidente del Consejo de Administración, propuso la necesidad de formalizar el </span><a name="_Hlk165371969" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt">Comité de Finanzas y Planeación</span></a><span style="font-family:'Times New Roman'; font-size:12pt">, como un órgano auxiliar del Consejo de Administración, esto implicaría realizar una reforma a los Estatutos Social a fin de definir las facultades que dicho órgano tendría; en este sentido y con base en lo dispuesto por el artículo 42 de la Ley del Mercado de Valores (“LMV”) el Comité de Finanzas y Planeación es el órgano colegiado que auxiliará al Consejo de Administración de la Sociedad, y será el responsable de:</span>
</p>
<ul type="square" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 64.49pt; text-indent:0pt; text-align:justify; padding-left:7.51pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Desarrollar el Plan Financiero de CCK</span>
</li>
<li style="margin:0pt 0pt 0pt 64.49pt; text-indent:0pt; text-align:justify; padding-left:7.51pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Establecer los objetivos financieros de corto, mediano y largo plazo</span>
</li>
<li style="margin:0pt 0pt 0pt 64.49pt; text-indent:0pt; text-align:justify; padding-left:7.51pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Diseñar las estrategias financieras que permitan cumplir con los objetivos</span>
</li>
<li style="margin:0pt 0pt 0pt 64.49pt; text-indent:0pt; text-align:justify; padding-left:7.51pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Monitorear el desempeño financiero de CCK, e</span>
</li>
<li style="margin:0pt 0pt 0pt 64.49pt; text-indent:0pt; text-align:justify; padding-left:7.51pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Identificar los riesgos y oportunidades.</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">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:403.3pt">
<tr style="height:15pt">
<td colspan="2" style="background-color:#215c98; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:middle; width:366.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">Comité de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">Finanzas</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:23.05pt">
<td rowspan="2" style="background-color:#215c98; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:160.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">Nombre</span>
</p>
</td>
<td rowspan="2" style="background-color:#215c98; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:0.75pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:198.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff">Cargo</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:8.25pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:22.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; color:#ffffff"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:160.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:11pt">Juan José Suárez Coppel</span>
</p>
</td>
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<span style="font-family:'Times New Roman'; font-size:11pt">Presidente (</span><span style="font-family:'Times New Roman'; font-size:11pt">Miembro</span><span style="font-family:'Times New Roman'; font-size:11pt"> Independiente)</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:11pt">Isaac Cañas Davidovich</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Consejero</span><span style="font-family:'Times New Roman'; font-size:11pt"> Independiente</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Carlos Kalach Balas</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Miembro</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:11pt">Ricardo Carlos Kolteniuk Stolarski</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Miembro</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:11pt">Mario González Padilla</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Miembro</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:11pt">Eibar Almazan Ruiz</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Miembro</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:11pt">Ricardo Jesús Villalobos Martínez</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Miembro</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:11pt">Maria Elisa Cornejo Mirabal</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Secretario</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Miembro</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía cuenta con un Consejo de Administración el cual se encargará de la administración y representación del Emisor.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Conforme a los estatutos sociales del Emisor, el Consejo de Administración no cuenta con la facultad de establecer planes de compensación para los consejeros del Emisor, así como para tomar decisiones respecto a cualquier otro asunto en donde puedan tener algún interés personal.</span><span style="font-family:'Times New Roman'; font-size:5.33pt; vertical-align:super"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los derechos de los accionistas de la Compañía son aquellos consignados en sus estatutos sociales, sin que existan acuerdos o convenios relativos a cambio de control o que otorguen derechos adicionales a los accionistas del Emisor. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">De conformidad con la Ley General de Sociedades Mercantiles (LGSM), cualquier accionista o grupo de accionistas que represente por lo menos el 25% del capital social tendrá derecho de nombrar a un consejero propietario y a su respectivo suplente. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La asamblea de accionistas de la Compañía es el órgano supremo y sus resoluciones serán obligatorias para todos los accionistas, aún para los ausentes o disidentes. En todo caso, los accionistas ausentes o disidentes gozarán de los derechos que les concede la LGSM.</span><span style="font-family:'Times New Roman'; font-size:5.33pt; vertical-align:super"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">De conformidad con los estatutos sociales de la Compañía las Asambleas Generales Ordinarias se considerarán legalmente reunidas, en primera o ulterior convocatorio, cuando esté representada por lo menos el, el 51% de todas las acciones emitidas y con derecho a voto representativas del capital social del Emisor. Por su parte, las Asambleas Generales Extraordinarias se considerarán legalmente reunidas en primera o ulterior convocatoria, cuando esté representado cuando menos, el 75% de todas las acciones emitidas y con derecho a voto representativas del capital social del Emisor. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para la validez de las resoluciones adoptadas en cualquier Asamblea Ordinaria de Accionistas celebrada en primera o ulterior convocatoria, se requerirá el voto favorable de cuando menos el 51% de las acciones con derecho a voto y para las resoluciones adoptadas en cualquier Asamblea Extraordinaria de Accionistas celebrada en primera o ulterior </span><span style="font-family:'Times New Roman'; font-size:12pt">convocatoria, se requerirá el voto favorable de cuando menos el 75% de las acciones con derecho a voto</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Otras prácticas de gobierno corporativo</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">CCK se apega a las recomendaciones y principios del Código de Mejores Prácticas Corporativas, expedido a iniciativa del Consejo Coordinador Empresarial. Favor de notar que los principios recomendados por el Código de Mejores Prácticas no son de facto obligatorios. No obstante, dichos principios han sido en gran medida adoptados por la LMV, la cual es de observancia obligatoria para el Emisor.</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:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Compañía cuenta con un Código de Ética propio, el cual es difundido y fomentado de manera constante a lo largo de la organización, y bajo el cual se establecen los parámetros de conducta corporativa institucional de CCK. Dicho Código tiene como uno de sus principales objetivos el llevar a nivel de compromiso los principios y valores de la organización.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Respecto de la suplencia de los miembros del Consejo de Administración, ésta no es indistinta, es decir, cada consejero suplente podrá suplir únicamente a su respectivo consejero propietario, en el entendido de que los consejeros suplentes son designados a propuesta del consejero propietario de que se trate.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El Consejo de Administración sesiona por lo menos cuatro veces al año, es decir, por lo menos una vez posterior al cierre de cada trimestre. Pudiendo llevarse a cabo sesiones extraordinarias en caso de así requerirse o bien, en determinadas circunstancias pudiendo adoptarse acuerdos a través de resoluciones unánimes no presenciales. CCK busca mantener una participación de miembros independientes en el Consejo de Administración de por lo menos 50%.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En cada una de las reuniones del consejo de administración se revisan los resultados del trimestre anterior, a fin de aprobar su correspondiente divulgación ante la BMV.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Previo a cada sesión del Consejo de Administración, así como previo a los comités conformados por los miembros del mismo, el material e información respectivos son puestos a disposición y consideración de los consejeros o miembros de dichos órganos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El Consejo de Administración cuenta con órganos intermedios para llevar a cabo sus funciones, tal como el Comité de Auditoría</span><span style="font-family:'Times New Roman'; font-size:12pt">, el cual conoce, analiza y opina sobre los informes periódicos de auditoría externa. Dicho Comité da seguimiento a los avances y observaciones de auditoría externa y mantiene constante y efectiva comunicación con los auditores externos.</span>
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<a name="WC_Sig_Name" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt">CCK no cuenta con una política relativa a la equidad de género para los órganos de gobierno, directores, ejecutivos y empleados.</span><span style="font-family:'Times New Roman'; font-size:12pt"> No obstante, </span><span style="font-family:'Times New Roman'; font-size:12pt">CCK procura promover la igualdad de oportunidades laborales sin distinción alguna, tomando sus decisiones de contratación con base en las necesidades laborales de la empresa y del negocio, así como el mérito, desempeño, experiencia, habilidades y cultura corporativa de los candidatos.</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt">Hoy</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">nuestras </span><span style="font-family:'Times New Roman'; font-size:12pt">comisionistas representan el </span><span style="font-family:'Times New Roman'; font-size:12pt">5</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"> del total</span><span style="font-family:'Times New Roman'; font-size:12pt">, en plantilla </span><span style="font-family:'Times New Roman'; font-size:12pt">un </span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">% y en</span><span style="font-family:'Times New Roman'; font-size:12pt"> corporativo un </span><span style="font-family:'Times New Roman'; font-size:12pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">%. CCK</span><span style="font-family:'Times New Roman'; font-size:12pt"> reconoce la relevancia de la equidad de género en todas las áreas por lo que trabaja continuamente </span><span style="font-family:'Times New Roman'; font-size:12pt">en promover la igualdad de oportunidades.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Además, comprometidos con concientizar sobre la desigualdad y discriminación a la que se enfrenta la comunidad LGBTQ+ la Compañía </span><span style="font-family:'Times New Roman'; font-size:12pt">trabaja en comunicar a todos sus miembros sobre qué acciones tomar para evitar conductas negativas hacia la comunidad.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A la fecha del presente Reporte, los accionistas de la Compañía se incorporan por referencia de la Sección “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Acciones Representativas del Capital Social</span><span style="font-family:'Times New Roman'; font-size:12pt">” del presente Reporte.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A la fecha del presente Reporte, el capital social suscrito y pagado a valor nominal de la Compañía está integrado de la siguiente manera:</span>
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<img 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width="563" height="206" 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 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En los últimos tres ejercicios sociales, no ha habido variaciones en el capital social del Emisor.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Accionistas Beneficiarios del más del 10% del capital social del Emisor</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Grupo Tribeca, S.A. de C.V.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Grupo MCM, S.A. de C.V.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Grupo Laboris, S.A. de C.V.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Accionistas con influencia significativa en el Emisor</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Grupo Tribeca, S.A. de C.V.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Grupo MCM, S.A. de C.V.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; font-style:italic">Accionistas que ejercen control o poder de mando sobre el Emisor</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Grupo MCM, S.A. de C.V.</span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
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<span style="font-family:'Times New Roman'; font-size:12pt">CIRCLEK: Los Certificados Bursátiles n</span><span style="font-family:'Times New Roman'; font-size:12pt">o cuentan con aval o garante.</span>
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N/A
2022-11-22
2025-11-18
1092 días
<p>De conformidad con el calendario de pagos que se incluye en la sección denominada “Periodicidad en el Pago de Intereses” del Suplemento, y hasta en tanto los Certificados Bursátiles no sean amortizados en su totalidad, devengarán un interés bruto anual sobre su Valor Nominal o Valor Nominal Ajustado, mismo que el Representante Común calculará 2 Días Hábiles anteriores al inicio de cada periodo de 28 días (cada uno, un “Periodo de Interés”) (la “Fecha de Cálculo de la Tasa de Interés Bruto Anual”), calculado a partir de la Fecha de Emisión o al inicio de cada de Periodo de Intereses y que regirá durante el Periodo de Intereses correspondiente, la Tasa de Interés Bruto Anual será calculada conforme a lo siguiente: se adicionarán 2.7 puntos porcentuales a la Tasa de Referencia, capitalizada o, en su caso, equivalente al número de días efectivamente transcurridos en cada Periodo de Intereses (la “Tasa de Interés Bruto Anual”), que sea dada a conocer por el Banco de México. Para mayor información favor de referirse a la sección II. La Oferta, “Tasa de Interés y Procedimiento de Cálculo de Intereses” del Suplemento.</p>
<p>Cada 28 días</p>
El principal de los Certificados Bursátiles, así como los intereses ordinarios que se devenguen se pagarán por el Emisor mediante transferencia electrónica de fondos realizada, a través de Indeval, con domicilio ubicado en Avenida Paseo de la Reforma No. 255, tercer piso, Col. Cuauhtémoc, C.P. 06500, Ciudad de México, contra entrega del Título que documente los Certificados Bursátiles o las constancias que expida para tal efecto Indeval, según corresponda.
<p>N/A</p>
La amortización del principal de los Certificados Bursátiles se realiza de acuerdo con el calendario de amortización programado en pesos a partir del 21 de noviembre de 2023 en tres amortizaciones con los porcentajes del 20% ($161,000M), 30% ($241,500M) y 50% ($402,499M), respectivamente, en las fechas de pago de Intereses el 21/11/2023, 19/11/2024 y 18/11/2025, respectivamente. El Emisor tendrá derecho, mas no la obligación, a amortizar de manera anticipada, total o parcialmente, los Certificados Bursátiles, en cualquier fecha que tenga lugar en o después de la Fecha de Pago de Intereses correspondiente al Periodo de Intereses 14 (catorce) (incluyéndolo), en el entendido de que, en caso de que ocurra un pago anticipado de los Certificados Bursátiles conforme a lo anterior, la Emisora pagará a los Tenedores una prima equivalente a lo siguiente: (i) a partir del Periodo de Intereses 14 (catorce) (incluyéndolo) y hasta el Periodo de Intereses 26 (veintiséis) (incluyéndolo), el 1.00% (uno por ciento) del monto del principal objeto de la amortización anticipada respectiva; (ii); en el entendido de que, a partir del Periodo de Intereses 27 (veintisiete) (incluyéndolo), la Emisora no pagará prima alguna a los Tenedores.
Los Certificados Bursátiles son quirografarios por lo que no cuentan con aval o garantía real o personal alguna.
"HR A+"
"A+/M"
La calificación otorgada de "A+/M" significa que la calidad de la crediticia de las emisiones es buena. Los factores de protección son adecuados, sin embargo, en períodos de bajas en la actividad económica los riegos son mayores y más variables.
CIBanco, S.A., Institución de Banca Múltiple.
N/A
La calificación otorgada de "HR A+" significa que la emisión ofrece seguridad aceptable para el pago oportuno de obligaciones de deuda. Mantienen bajo riesgo ante escenarios económicos adversos. El signo "+" representa la posición de fortaleza relativa dentro de la escala de calificación.
S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V.
La presente contiene una breve descripción de ciertos impuestos aplicables en México a la adquisición, propiedad y disposición de instrumentos de deuda como los Certificados Bursátiles por inversionistas residentes y no residentes en México para efectos fiscales, pero no pretende ser una descripción exhaustiva de todas las consideraciones fiscales que pudieran ser relevantes a la decisión de adquirir o disponer de los Certificados Bursátiles. Los intereses pagados conforme a los Certificados Bursátiles se encuentran sujetos (i) para las personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54 y 135 de la Ley del Impuesto Sobre la Renta vigente, y (ii) para las personas físicas y morales residentes en el extranjero para efectos fiscales, a lo previsto en los artículos 153 y 166 de la Ley del Impuesto Sobre la Renta vigente y dependerá de las características del beneficiario efectivos de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia de la Emisión. Recomendamos a los inversionistas consultar en forma independiente a sus asesores fiscales respecto a las disposiciones legales aplicables a la adquisición, propiedad y disposición de instrumentos de deuda como los Certificados Bursátiles antes de realizar cualquier inversión en los mismos.
Hombre
4
Director de Contraloría
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
SI
NO
NO
Martínez
Villalobos
Ricardo Jesús
Mujer
6
Director de Auditoría
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
NO
NO
SI
NO
Andaya
Lisbeth
Hombre
14
Director de Administración y Control Interno
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
SI
NO
NO
NO
Propietario
Eibar
Mujer
18
Director Jurídico
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
NO
NO
NO
NO
Propietario
Olvera
Hombre
7
Director de Operaciones
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
SI
NO
SI
NO
Propietario
Padilla
González
0
Director de Riesgos
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
SI
NO
SI
NO
Propietario
Mirabal
Cornejo
Maria Elisa
Director de Administración y Finanzas
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
SI
NO
NO
NO
Propietario
Storarski
Kolteniuk
Ricardo Carlos
Hombre
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
SI
NO
NO
NO
Propietario
Balas
Kalach
Carlos
Hombre
18
Asamblea General Ordinaria de Accionistas
2025-04-30
NO
NO
NO
NO
Propietario
Balas
Kalach
Moises
Hombre
18
0
2025-04-30
SI
NO
NO
NO
Propietario
Balas
Kalach
Carlos
Hombre
9
0
2025-2026
NO
NO
NO
SI
Propietario
Mizrahi
Kalach
David
Hombre
18
0
2025-2026
Asamblea General Ordinaria de Accionistas
NO
NO
NO
Propietario
Mizrahi
Kalach
Rafael
Hombre
3
0
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
NO
NO
Propietario
Mussali
Kalach
Moises Adolfo
Hombre
18
0
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
NO
NO
Propietario
Atri
Kalach
José
Hombre
2
0
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
NO
NO
Propietario
Escoto
Ruenes
Francisco
Hombre
15
0
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
NO
NO
NO
Santos
De Hoyos
Gilberto
Hombre
3
0
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
NO
SI
NO
SI
Solloa
Luis Javier
Mujer
18
0
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
NO
SI
SI
NO
Propietario
Catharine Alice
Hombre
5
0
2025-2026
Asamblea General Ordinaria de Accionistas
2025-04-30
SI
SI
NO
NO
Propietario
Coppel
46.374
46.374
42.394
Director Jurídico
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
Apoderado (Representante Legal)
Deloitte
Roman Angeles Escobar
Director General
Auditor Externo
Carlos Kalach Balas
Amor Ramírez Olvera
COMERCIALIZADORA CÍRCULO CCK
Elsa Alarcón Gutiérrez
Director de Administración y Finanzas
<p>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.</p>
Ricardo Carlos Kolteniuk Storarski
Propietario
Torres
Ruíz
Almazán
Ramírez
Amor
Hombre
0
0
2025-2026
NO
NO
NO
NO
Propietario
Hernández
Grupo MCM, S.A. de C.V.
42.394
Grupo Tribeca, S.A. de C.V.
Grupo MCM, S.A. de C.V.
11.232
Grupo Laboris, S.A. de C.V.
Grupo Tribeca, S.A. de C.V.
46.374
Grupo MCM, S.A. de C.V.
NO
Propietario
Mario
Mujer
18
Director General
2025-2026
Asamblea General Ordinaria de Accionistas
Asamblea General Ordinaria de Accionistas
2025-04-30
2025-04-30
NO
NO
NO
SI
Propietario
Thomas
Austin
Suárez
Juan José