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ISO4217:USD
xbrli:pure
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">No existe información adicional de Administradores y accionistas. Favor de referirse a la sección “Administradores y Accionistas”.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'; "> </span>
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<div>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Consejo de Administración</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">Nuestro Consejo de Administración es responsable de la administración de nuestro negocio, incluyendo la determinación de nuestras principales políticas. Los miembros del Consejo de Administración son electos, como regla general, por nuestros accionistas en su asamblea general ordinaria anual, excepto que nuestro Consejo de Administración puede designar consejeros provisionales, sin la intervención de la asamblea de accionistas, en los casos de renuncia o si una posición esta desocupada. Cualquier accionista o grupo de accionistas que sea titular de cuando menos cada 10% o más de nuestro capital social, tiene derecho de designar a un miembro. Nuestro Consejo de Administración se reúne por lo menos una vez cada tres meses. Por lo menos el 25% de los miembros del Consejo de Administración deben ser independientes en términos de la ley aplicable y nuestros estatutos. Nuestros estatutos establecen que los accionistas podrán designar a un consejero suplente para ocupar el cargo en sustitución de un consejero propietario, si dicho consejero no puede asistir a una sesión del Consejo de Administración. Los consejeros suplentes de nuestros consejeros </span><span style="font-family:'Times New Roman'">independientes,</span><span style="font-family:'Times New Roman'"> también deberán tener ese carácter.</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">Los actuales miembros de nuestro Consejo de Administración fueron designados en la Asamblea de Autorización de la Oferta Global. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">Nuestro Consejo de Administración está conformado por 8 miembros divididos en tres clases de consejeros: (i) los consejeros clase I, (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) los consejeros clase II y (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) los consejeros clase III. Los consejeros son elegidos y removidos de conformidad con lo establecido en nuestros estatutos sociales. Nuestros consejeros clase I fueron nombrados por un período de un año hasta la primera asamblea general ordinaria anual de accionistas celebrada después de su nombramiento; nuestros consejeros clase II fueron nombrados por un período de dos años hasta la segunda asamblea general ordinaria anual de accionistas celebrada después de su nombramiento; y nuestros consejeros clase III fueron nombrados por un período de tres años hasta la tercera asamblea general ordinaria anual de accionistas celebrada después de su nombramiento. Posteriormente a sus períodos iniciales, todos nuestros consejeros estarán sujetos a reelección por períodos de tres años. La siguiente tabla establece los actuales miembros de nuestro Consejo de Administración y sus respectivos cargos:</span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
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<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="width:465.8pt; margin-right:auto; margin-left:auto; border-collapse:collapse">
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<td style="width:31.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<a href="#" target="_blank" font-family:'Times New Roman'; font-weight:bold; "> </span></a>
</p>
</td>
<td colspan="3" style="width:413.15pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">Consejo de </span><span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">Administración</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
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<td style="width:31.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:158.15pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">Nombre</span>
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<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
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</td>
<td style="width:130.95pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">Cargo</span>
</p>
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<td style="width:102.45pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">Clase</span>
</p>
</td>
</tr>
<tr>
<td style="width:31.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:42.35pt; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; font-weight:bold">
<span style=""> </span>
</li>
</ol>
</td>
<td style="width:158.15pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">José Luis </span><span style="font-family:'Times New Roman'">Uriegas</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Uriegas</span>
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<td style="width:130.95pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Presidente</span>
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<td style="width:102.45pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:12pt">
<span style="font-family:'Times New Roman'">Clase III</span>
</p>
</td>
</tr>
<tr>
<td style="width:31.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:42.35pt; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; font-weight:bold">
<span style=""> </span>
</li>
</ol>
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<td style="width:158.15pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Rafael Alfonso Mac </span><span style="font-family:'Times New Roman'">Gregor</span><span style="font-family:'Times New Roman'"> Anciola</span>
</p>
</td>
<td style="width:130.95pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Consejero</span><span style="font-family:'Times New Roman'"> Independiente</span>
</p>
</td>
<td style="width:102.45pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:12pt">
<span style="font-family:'Times New Roman'">Clase III</span>
</p>
</td>
</tr>
<tr>
<td style="width:31.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:42.35pt; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; font-weight:bold">
<span style=""> </span>
</li>
</ol>
</td>
<td style="width:158.15pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Luis Téllez Kuenzler</span>
</p>
</td>
<td style="width:130.95pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Consejero</span><span style="font-family:'Times New Roman'"> Independiente</span>
</p>
</td>
<td style="width:102.45pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:12pt">
<span style="font-family:'Times New Roman'">Clase III</span>
</p>
</td>
</tr>
<tr>
<td style="width:31.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:42.35pt; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; font-weight:bold">
<span style=""> </span>
</li>
</ol>
</td>
<td style="width:158.15pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Edward Omer </span><span style="font-family:'Times New Roman'">Diffendal</span>
</p>
</td>
<td style="width:130.95pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Consejero</span>
</p>
</td>
<td style="width:102.45pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:12pt">
<span style="font-family:'Times New Roman'">Clase II</span>
</p>
</td>
</tr>
<tr>
<td style="width:31.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:42.35pt; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; font-weight:bold">
<span style=""> </span>
</li>
</ol>
</td>
<td style="width:158.15pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Joel </span><span style="font-family:'Times New Roman'">Alyn</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Larkins</span>
</p>
</td>
<td style="width:130.95pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Consejero</span>
</p>
</td>
<td style="width:102.45pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:12pt">
<span style="font-family:'Times New Roman'">Clase II</span>
</p>
</td>
</tr>
<tr>
<td style="width:31.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<ol start="6" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:42.35pt; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; font-weight:bold">
<span style=""> </span>
</li>
</ol>
</td>
<td style="width:158.15pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Luz María Gabriela </span><span style="font-family:'Times New Roman'">Hernández</span><span style="font-family:'Times New Roman'"> Cardoso</span>
</p>
</td>
<td style="width:130.95pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Consejero</span>
</p>
</td>
<td style="width:102.45pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:12pt">
<span style="font-family:'Times New Roman'">Clase II</span>
</p>
</td>
</tr>
<tr>
<td style="width:31.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<ol start="7" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:42.35pt; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; font-weight:bold">
<span style=""> </span>
</li>
</ol>
</td>
<td style="width:158.15pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Edward Thomas Jr. </span><span style="font-family:'Times New Roman'">McMullen</span>
</p>
</td>
<td style="width:130.95pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Consejero</span>
</p>
</td>
<td style="width:102.45pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:12pt">
<span style="font-family:'Times New Roman'">Clase I</span>
</p>
</td>
</tr>
<tr>
<td style="width:31.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<ol start="8" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:42.35pt; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; font-weight:bold">
<span style=""> </span>
</li>
</ol>
</td>
<td style="width:158.15pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Jon Phillip May</span>
</p>
</td>
<td style="width:130.95pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Consejero</span>
</p>
</td>
<td style="width:102.45pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:12pt">
<span style="font-family:'Times New Roman'">Clase I</span>
</p>
</td>
</tr>
<tr>
<td colspan="2" style="width:200pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt">
<span style="font-family:'Times New Roman'">Roberto Javier Peña Arias</span>
</p>
</td>
<td style="width:130.95pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt">
<span style="font-family:'Times New Roman'">Secretario no miembro del Consejo</span>
</p>
</td>
<td style="width:102.45pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt">
<span style="font-family:'Times New Roman'">N/A</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="-aw-bookmark-end:_Hlk210254103"></span><span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">Según se describe más adelante en la sección de “Accionistas”, salvo por los vehículos de inversión administrados y/o asesorados por afiliadas de </span><span style="font-family:'Times New Roman'">Partners</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Group</span><span style="font-family:'Times New Roman'">, ninguna persona ejerce control, influencia significativa o poder de mando (según dichos conceptos se definen en la LMV) en ESENTIA. Asimismo, hasta donde es de nuestro conocimiento, ninguno de nuestros consejeros y directivos es dueño de más del 1% de las acciones representativas de nuestro capital social. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">El 87.5% de los miembros del Consejo de Administración de la Emisora son hombres y el 12.5% son mujeres. La selección de personal y la relación de la Emisora con sus colaboradores, se promueve, a través de las políticas y procesos de recursos humanos: (i) el cumplimiento de la legislación nacional y las mejores prácticas del sector; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) un entorno laboral seguro y conforme a los más altos estándares de seguridad industrial; (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) la salud física, mental y emocional; (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) la cultura organizacional basada en diversidad, equidad e inclusión; y (v) el desarrollo profesional con salarios dignos y equitativos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">No existe parentesco entre los miembros del Consejo de Administración.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
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<span style="font-family:'Times New Roman'">La dirección en la que se podrá contactar a nuestros consejeros es Boulevard Adolfo Ruíz Cortines 3433, San Jerónimo Lídice, CP 10200, Ciudad de México, México.</span>
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<span style="font-family:'Times New Roman'">A </span><span style="font-family:'Times New Roman'">continuación</span><span style="font-family:'Times New Roman'"> se describe información biográfica de cada uno de los miembros del Consejo de Administración:</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">José Luis </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Uriegas</span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Uriegas</span>
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<span style="font-family:'Times New Roman'">El Sr. </span><span style="font-family:'Times New Roman'">Uriegas</span><span style="font-family:'Times New Roman'"> inició su carrera profesional trabajando como Ingeniero de Procesos en Industrias Resistol, una empresa subsidiaria del Grupo DESC, actualmente conocida como KUO. Posteriormente, obtuvo el puesto de Subgerente de Proyectos para las Industrias Química y Petroquímica en Nacional Financiera. Más adelante, y durante un período de seis años, trabajó como consultor independiente enfocado en evaluación de proyectos industriales, gestión y administración de negocios.</span>
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<span style="font-family:'Times New Roman'">Durante los últimos 30 años, el Sr. </span><span style="font-family:'Times New Roman'">Uriegas</span><span style="font-family:'Times New Roman'"> ha ocupado diversos puestos en el Grupo IDESA, incluyendo Gerente de Planeación y Proyectos, Subgerente de Finanzas, CFO, y en 2003 fue nombrado CEO del Grupo. A lo largo de su carrera profesional, el Sr. </span><span style="font-family:'Times New Roman'">Uriegas</span><span style="font-family:'Times New Roman'"> ha desempeñado un papel activo en la Asociación Nacional de la Industria Química (ANIQ). De 1993 a 2005, fue miembro del Consejo de Administración, y de 1996 a 2005 también formó parte del Comité Ejecutivo, desempeñándose como Tesorero y </span><span style="font-family:'Times New Roman'">Vicepresidente</span><span style="font-family:'Times New Roman'"> hasta 2003, cuando fue nombrado Presidente de ANIQ durante el período 2003-2005. Actualmente, el Sr. </span><span style="font-family:'Times New Roman'">Uriegas</span><span style="font-family:'Times New Roman'"> es miembro del Consejo de Expresidentes de ANIQ.</span>
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<span style="font-family:'Times New Roman'">Tras finalizar su mandato como </span><span style="font-family:'Times New Roman'">Presidente</span><span style="font-family:'Times New Roman'">, ocupó el puesto de Vicepresidente de la Alianza Comercial de Cámaras Industriales de México durante tres años, participando principalmente en temas de energía, medio ambiente y comercio internacional. Desde 2017, ha sido </span><span style="font-family:'Times New Roman'">Presidente</span><span style="font-family:'Times New Roman'"> de la Asociación Petroquímica Latinoamericana. En 2007, el Sr. </span><span style="font-family:'Times New Roman'">Uriegas</span><span style="font-family:'Times New Roman'"> fue miembro fundador de la Cámara de Negocios India-México, desempeñándose como </span><span style="font-family:'Times New Roman'">Presidente</span><span style="font-family:'Times New Roman'"> hasta 2013.</span>
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<span style="font-family:'Times New Roman'">El Sr. </span><span style="font-family:'Times New Roman'">Uriegas</span><span style="font-family:'Times New Roman'"> también participa en diversos Consejos de Administración de empresas en los sectores industriales de México, tales como químico, autopartes, logística, sistemas de construcción innovadores y desarrollo inmobiliario, entre otros. Además, se ha desempeñado como Consultor Independiente. El Sr. </span><span style="font-family:'Times New Roman'">Uriegas</span><span style="font-family:'Times New Roman'"> posee una licenciatura en ingeniería química con Mención Honorífica por la Facultad de Química de la Universidad Nacional Autónoma de México (UNAM). Asimismo, cuenta con una maestría en administración de empresas por el Tecnológico de Monterrey. </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Rafael Alfonso Mac </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gregor</span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> Anciola</span>
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<span style="font-family:'Times New Roman'">El Sr. MacGregor cuenta con más de 43 años de experiencia en servicios financieros, inversión y gobierno corporativo. De 1985 a 1994, ocupó cargos directivos en Grupo Financiero Inverlat, incluyendo </span><span style="font-family:'Times New Roman'">Director</span><span style="font-family:'Times New Roman'"> Corporativo y Vicepresidente. De 1994 a 2015, desempeñó diversas posiciones de liderazgo en Grupo </span><span style="font-family:'Times New Roman'">Bal</span><span style="font-family:'Times New Roman'">, como </span><span style="font-family:'Times New Roman'">Director</span><span style="font-family:'Times New Roman'"> Corporativo, apoyando al Presidente en una amplia gama de empresas del portafolio tales como GNP, Profuturo, Valores Mexicanos y El Palacio de Hierro. El Sr. MacGregor fue fundamental en reestructuraciones, fusiones y </span><span style="font-family:'Times New Roman'">adquisiciones, gestión de riesgos y estrategias de financiamiento, y tuvo un papel destacado en la escisión y cotización en la Bolsa de Londres de Fresnillo PLC, la primera empresa mexicana en cotizar en ese mercado. También contribuyó a la creación y expansión de Grupo Profuturo y </span><span style="font-family:'Times New Roman'">Petrobal</span><span style="font-family:'Times New Roman'">. Desde 2016, el Sr. MacGregor es Socio </span><span style="font-family:'Times New Roman'">Director</span><span style="font-family:'Times New Roman'"> de RMAC Asociados, firma que fundó y desde la cual asesora a las principales empresas mexicanas en asuntos comerciales, financieros y estratégicos. El Sr. MacGregor ha formado parte de los consejos de Fresnillo, Industrias Peñoles y la Bolsa Mexicana de Valores, y actualmente integra los consejos de Corporación Multi Inversiones, </span><span style="font-family:'Times New Roman'">BlackRock</span><span style="font-family:'Times New Roman'"> México y Banamex. El Sr. MacGregor es licenciado en administración de empresas por el Instituto Tecnológico Autónomo de México.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Luis Téllez Kuenzler</span>
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<span style="font-family:'Times New Roman'">El Sr. Téllez cuenta con más de 36 años de experiencia en políticas públicas, política y negocios, ocupando cargos de alto liderazgo que vinculan las finanzas y el gobierno. Se desempeñó como Subsecretario de Agricultura de México de 1989 a 1993, </span><span style="font-family:'Times New Roman'">Jefe</span><span style="font-family:'Times New Roman'"> de Gabinete del Presidente Ernesto Zedillo de 1994 a 1997, donde contribuyó a reestructurar el paquete financiero de México durante la crisis económica de 1996, y Secretario de Energía de 1997 a 2000, liderando la expansión de la producción y negociaciones con la OPEP. De 2001 a 2003, el Sr. Téllez fue </span><span style="font-family:'Times New Roman'">Vicepresidente</span><span style="font-family:'Times New Roman'"> Ejecutivo en Grupo </span><span style="font-family:'Times New Roman'">Desc</span><span style="font-family:'Times New Roman'"> y, de 2003 a 2006, Director General en </span><span style="font-family:'Times New Roman'">The</span><span style="font-family:'Times New Roman'"> Carlyle </span><span style="font-family:'Times New Roman'">Group</span><span style="font-family:'Times New Roman'">. Posteriormente, se desempeñó como </span><span style="font-family:'Times New Roman'">Secretario</span><span style="font-family:'Times New Roman'"> de Comunicaciones y Transportes de 2006 a 2009. De 2009 a 2015 fue </span><span style="font-family:'Times New Roman'">Presidente</span><span style="font-family:'Times New Roman'"> y Director General de la Bolsa Mexicana de Valores, donde supervisó el mayor número de ofertas públicas iniciales en la historia de la institución y lanzó vehículos de inversión innovadores que recaudaron más de 4 mil millones de dólares. De 2015 a 2023, el Sr. Téllez fue asesor principal y responsable de México en KKR. En 2015, fundó LTK y Asociados, donde actualmente funge como asesor principal, brindando orientación estratégica y operativa en diversos sectores en México. El Sr. Téllez ha ocupado posiciones en los consejos de administración de Chubb, </span><span style="font-family:'Times New Roman'">Sempra</span><span style="font-family:'Times New Roman'"> Energy, FEMSA, Cablevisión, Grupo </span><span style="font-family:'Times New Roman'">Desc</span><span style="font-family:'Times New Roman'">, entre otros, y actualmente forma parte de los consejos de Técnicas Reunidas, </span><span style="font-family:'Times New Roman'">Element</span><span style="font-family:'Times New Roman'"> Fleet Management, Grupo Aeroportuario del Pacífico y Organización </span><span style="font-family:'Times New Roman'">Cultiba</span><span style="font-family:'Times New Roman'">. El Sr. Téllez obtuvo una licenciatura en economía del Instituto Tecnológico Autónomo de México y un doctorado en química industrial por el Massachusetts </span><span style="font-family:'Times New Roman'">Institute</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">of</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Technology</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Edward Omer </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Diffendal</span>
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<span style="font-family:'Times New Roman'">El Sr. </span><span style="font-family:'Times New Roman'">Diffendal</span><span style="font-family:'Times New Roman'"> es Co-Responsable de Infraestructura en la unidad de negocios de </span><span style="font-family:'Times New Roman'">Partners</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Group</span><span style="font-family:'Times New Roman'"> de América, con sede en Denver. Es Copresidente del Comité de Inversiones en Infraestructura de </span><span style="font-family:'Times New Roman'">Partners</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Group</span><span style="font-family:'Times New Roman'">, miembro del Comité de Inversiones Directas Líderes de Infraestructura de América y del Consejo de Administración de las empresas del portafolio de </span><span style="font-family:'Times New Roman'">Partners</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Group</span><span style="font-family:'Times New Roman'">: </span><span style="font-family:'Times New Roman'">EdgeCore</span><span style="font-family:'Times New Roman'">, </span><span style="font-family:'Times New Roman'">Enfragen</span><span style="font-family:'Times New Roman'">, </span><span style="font-family:'Times New Roman'">Milestone</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Equipment</span><span style="font-family:'Times New Roman'"> y </span><span style="font-family:'Times New Roman'">Resilient</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Infrastructure</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Group</span><span style="font-family:'Times New Roman'">, y cuenta con 28 años de experiencia en la industria. Antes de unirse a </span><span style="font-family:'Times New Roman'">Partners</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Group</span><span style="font-family:'Times New Roman'">, el Sr. </span><span style="font-family:'Times New Roman'">Diffendal</span><span style="font-family:'Times New Roman'"> fue CEO de </span><span style="font-family:'Times New Roman'">United</span><span style="font-family:'Times New Roman'"> Bridge </span><span style="font-family:'Times New Roman'">Partners</span><span style="font-family:'Times New Roman'">, una empresa privada de inversión en infraestructura de transporte, donde fue pionero en el uso de capital íntegramente destinado a proyectos de reemplazo de transporte. Previamente, el Sr. </span><span style="font-family:'Times New Roman'">Diffendal</span><span style="font-family:'Times New Roman'"> fue </span><span style="font-family:'Times New Roman'">Director General</span><span style="font-family:'Times New Roman'"> en American </span><span style="font-family:'Times New Roman'">Infrastructure</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Fund</span><span style="font-family:'Times New Roman'">, donde se centró en transporte, petróleo y gas intermedio, e infraestructura de bienes raíces intensivos en activos. El Sr. </span><span style="font-family:'Times New Roman'">Diffendal</span><span style="font-family:'Times New Roman'"> posee una licenciatura y una maestría en economía de la Universidad de </span><span style="font-family:'Times New Roman'">Stanford, California, EE.</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">UU., y un MBA de la </span><span style="font-family:'Times New Roman'">Tuck</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">School</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">of</span><span style="font-family:'Times New Roman'"> Business en Dartmouth </span><span style="font-family:'Times New Roman'">College</span><span style="font-family:'Times New Roman'">, </span><span style="font-family:'Times New Roman'">New Hampshire</span><span style="font-family:'Times New Roman'">, EE.</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">UU.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Joel </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Alyn</span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Larkins</span>
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<span style="font-family:'Times New Roman'">El Sr. </span><span style="font-family:'Times New Roman'">Larkins</span><span style="font-family:'Times New Roman'"> es un profesional experimentado con 29 años de experiencia en los sectores de energía e infraestructura. Actualmente, ocupa el cargo de director general del equipo de Gestión de Activos de Infraestructura en </span><span style="font-family:'Times New Roman'">Partners</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Group</span><span style="font-family:'Times New Roman'">, donde lidera la oficina de Houston. En esta posición, aporta una gran experiencia en la gestión estratégica y optimización de activos de infraestructura a gran escala. La carrera diversa del Sr. </span><span style="font-family:'Times New Roman'">Larkins</span><span style="font-family:'Times New Roman'"> ha abarcado múltiples roles de alto perfil en organizaciones globales líderes, incluyendo </span><span style="font-family:'Times New Roman'">Andeavor</span><span style="font-family:'Times New Roman'">, AES, </span><span style="font-family:'Times New Roman'">Reliant</span><span style="font-family:'Times New Roman'"> Energy, </span><span style="font-family:'Times New Roman'">LyondellBasell</span><span style="font-family:'Times New Roman'">, y ExxonMobil. El Sr. </span><span style="font-family:'Times New Roman'">Larkins</span><span style="font-family:'Times New Roman'"> obtuvo una licenciatura en ingeniería mecánica de la Universidad de Washington y un MBA de la Universidad de Stanford. Además, es miembro del consejo de administración de </span><span style="font-family:'Times New Roman'">Partners</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Group</span><span style="font-family:'Times New Roman'"> (USA) Inc., </span><span style="font-family:'Times New Roman'">Seabras</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Group</span><span style="font-family:'Times New Roman'">, </span><span style="font-family:'Times New Roman'">Middle</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">River</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Power</span><span style="font-family:'Times New Roman'"> and </span><span style="font-family:'Times New Roman'">PowerTransition</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Luz María Gabriela Hernández Cardoso</span>
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<span style="font-family:'Times New Roman'">La Sra. Hernández es abogada con amplia experiencia en los sectores público y privado. En 2010, fue nombrada presidenta y CEO de GE México. En este cargo, Gabriela fue responsable de las operaciones y el crecimiento de la empresa en el país. En 2013, fue designada </span><span style="font-family:'Times New Roman'">Consejera</span><span style="font-family:'Times New Roman'"> General para América Latina de General Electric. Antes de unirse a GE, la Sra. Hernández trabajó en el gobierno mexicano, ocupando cargos en el equipo de negociación del TLCAN, como Subprocuradora de Protección al Consumidor y en la Secretaría de Comunicación y Transportes, primero como directora general de telecomunicaciones y posteriormente como subsecretaria de comunicaciones, un cargo de designación presidencial. En el sector privado, la Sra. Hernández ha adquirido experiencia en derecho corporativo y comercio internacional, trabajando en empresas como Motorola y Tellabs Inc. Ha impartido conferencias en instituciones públicas y privadas sobre derecho y comercio internacional.</span>
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<span style="font-family:'Times New Roman'">La Sra. Hernández es miembro activo de consejos de administración de empresas, centros de pensamiento, universidades y organizaciones sin fines de lucro. También es asesora de Grupo </span><span style="font-family:'Times New Roman'">Kaluz</span><span style="font-family:'Times New Roman'">. Obtuvo su título de abogada con honores en la Escuela Libre de Derecho, donde también realizó estudios de posgrado. Fue </span><span style="font-family:'Times New Roman'; font-style:italic">Yale Greenberg </span><span style="font-family:'Times New Roman'; font-style:italic">World</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">Fellow</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'">en 2016.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Edward Thomas Jr. </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">McMullen</span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'">El Sr. </span><span style="font-family:'Times New Roman'">McMullen</span><span style="font-family:'Times New Roman'"> cuenta con más de 30 años de experiencia en políticas públicas, política y negocios, especializándose en desarrollo económico, inversión extranjera directa (“</span><span style="font-family:'Times New Roman'; text-decoration:underline">IED</span><span style="font-family:'Times New Roman'">”), energía, salud y relaciones gubernamentales. Su trayectoria incluye la fundación de </span><span style="font-family:'Times New Roman'">McMullen</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Public</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Affairs</span><span style="font-family:'Times New Roman'">, la asesoría en campañas presidenciales y el trabajo con empresas del </span><span style="font-family:'Times New Roman'; font-style:italic">Fortune</span><span style="font-family:'Times New Roman'; font-style:italic"> 25</span><span style="font-family:'Times New Roman'"> en diversos sectores.</span>
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<span style="font-family:'Times New Roman'">Se desempeñó como Embajador de Estados Unidos en Suiza y Liechtenstein de noviembre de 2017 a enero de 2021, donde interactuó con más de 300 directores generales y presidentes de consejos, fomentando relaciones que fortalecieron el panorama económico. Los esfuerzos del Sr. </span><span style="font-family:'Times New Roman'">McMullen</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">fortalecieron las relaciones entre Estados Unidos y Suiza y contribuyeron a que Suiza se convirtiera en la sexta fuente más grande de IED en Estados Unidos.</span>
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<span style="font-family:'Times New Roman'">El Sr. </span><span style="font-family:'Times New Roman'">McMullen</span><span style="font-family:'Times New Roman'"> tuvo un papel fundamental en la campaña del </span><span style="font-family:'Times New Roman'">Presidente</span><span style="font-family:'Times New Roman'"> Trump, sirviendo como presidente de la primaria de Carolina del Sur y participó en el equipo de transición del Presidente electo, contribuyendo tanto a la inauguración en Estados Unidos como en Carolina del Sur. Ha ocupado roles clave de liderazgo en varios consejos, incluyendo </span><span style="font-family:'Times New Roman'">The</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Heritage</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Foundation</span><span style="font-family:'Times New Roman'"> durante la administración Reagan, recibió la Orden de la </span><span style="font-family:'Times New Roman'">Palmetto</span><span style="font-family:'Times New Roman'"> y participa activamente en instituciones culturales como el </span><span style="font-family:'Times New Roman'; font-style:italic">Kennedy Center </span><span style="font-family:'Times New Roman'; font-style:italic">for</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">the</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">Performing</span><span style="font-family:'Times New Roman'; font-style:italic"> Arts</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Jon Phillip May</span>
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<span style="font-family:'Times New Roman'">El señor May cuenta con más de 35 años de experiencia en la industria energética. De 1998 a 2006 se desempeñó en ONEOK Energy </span><span style="font-family:'Times New Roman'">Services</span><span style="font-family:'Times New Roman'">, donde ocupó el cargo de </span><span style="font-family:'Times New Roman'">Director</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">Originación</span><span style="font-family:'Times New Roman'"> de Gas Natural para las regiones del Medio Oeste, Costa del Golfo y Noreste, liderando el desarrollo de estrategias de activos y planes de negocio regionales.</span>
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<span style="font-family:'Times New Roman'">De 2006 a 2018, el Sr. May ocupó diversos cargos de liderazgo ejecutivo en ONEOK </span><span style="font-family:'Times New Roman'">Partners</span><span style="font-family:'Times New Roman'">, incluyendo la Presidencia de la unidad de negocio de Gasoductos de ONEOK, así como del Comité de Afiliaciones del PAC de ONEOK.</span>
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<span style="font-family:'Times New Roman'">Participó en varios comités de gestión de activos, entre ellos el Comité de Gestión del Gasoducto </span><span style="font-family:'Times New Roman'">Roadrunner</span><span style="font-family:'Times New Roman'">, del cual fue </span><span style="font-family:'Times New Roman'">Presidente</span><span style="font-family:'Times New Roman'">, y el Comité de Gestión del Gasoducto </span><span style="font-family:'Times New Roman'">Northern</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Border</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'">Philip también formó parte del consejo de la </span><span style="font-family:'Times New Roman'">Interstate</span><span style="font-family:'Times New Roman'"> Natural Gas </span><span style="font-family:'Times New Roman'">Association</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">of</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">America</span><span style="font-family:'Times New Roman'">, de la Texas Pipeline </span><span style="font-family:'Times New Roman'">Association</span><span style="font-family:'Times New Roman'"> y de la Tulsa </span><span style="font-family:'Times New Roman'">River</span><span style="font-family:'Times New Roman'"> Parks </span><span style="font-family:'Times New Roman'">Foundation</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'">Es licenciado y maestro en Administración de Empresas por la Universidad de la Ciudad de Oklahoma y completó un programa de liderazgo ejecutivo en la Universidad de Harvard.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Facultades del Consejo de Administración</span>
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<span style="font-family:'Times New Roman'">Nuestros estatutos establecen que las sesiones de nuestro consejo de administración serán válidamente convocadas y celebradas si la mayoría de los miembros con derecho a voto se encuentran presentes. Los acuerdos adoptados en dichas sesiones serán válidos si se aprueban por una mayoría de los miembros del consejo de administración con derecho a voto que estén presentes en la sesión de que se trate, sin conflicto de intereses respecto de los asuntos que se traten. El presidente del Consejo de Administración tiene voto de calidad en caso de empate.</span>
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<span style="font-family:'Times New Roman'">Para una descripción de las facultades del Consejo de Administración, ver la sección “Estatutos Sociales y Otros Convenios”.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Deberes de Diligencia y Lealtad </span>
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<span style="font-family:'Times New Roman'">La </span><span style="font-family:'Times New Roman'">LMV</span><span style="font-family:'Times New Roman'"> asimismo, impone a los miembros del Consejo de Administración deberes de diligencia y lealtad. Para una mayor descripción de los deberes de diligencia y lealtad de nuestros consejeros, ver la sección “Estatutos Sociales y Otros Convenios”.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Comités del Consejo de Administración</span>
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<span style="font-family:'Times New Roman'">Nuestro Consejo de Administración se auxilia por el Comité de Auditoría y Prácticas Societarias, y por el Comité de Nominaciones y Compensaciones.</span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<a name="_Toc346024590" href="#" target="_blank" ><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Comité de Auditoría y Prácticas Societarias</span><span style="-aw-bookmark-end:_Toc343760959"></span></a><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'">La LMV requiere la creación de uno o más comités que desempeñen funciones de auditoría y de prácticas societarias, cada uno de los cuales debe estar integrado por al menos tres miembros designados por el Consejo de Administración, y cuyos integrantes deberán ser en su totalidad independientes, salvo en el caso de sociedades controladas por una persona o grupo que mantenga el 50.0% o más del capital social en circulación, como es nuestro caso, en donde únicamente la mayoría deberá ser independiente. La LMV impone la obligación de contar con un comité de auditoría y un comité de prácticas societarias, integrados por al menos tres consejeros. De conformidad con la LMV y con nuestros estatutos sociales, el presidente del Comité de Auditoría y Prácticas Societarias será designado por nuestra asamblea ordinaria de accionistas y el resto de sus integrantes serán designados por el Consejo de Administración, a propuesta de su </span><span style="font-family:'Times New Roman'">Presidente</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'">Los actuales miembros de nuestro Comité de Auditoría y Prácticas Societarias son los señores Rafael Alfonso Mac </span><span style="font-family:'Times New Roman'">Gregor</span><span style="font-family:'Times New Roman'"> Anciola, Luis Téllez Kuenzler y </span><span style="font-family:'Times New Roman'">Joel </span><span style="font-family:'Times New Roman'">Alyn</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Larkins</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">conformidad con la sesión de consejo del 23 de febrero de 2026</span><span style="font-family:'Times New Roman'">.</span><span style="font-family:'Times New Roman'"> El Sr. Rafael Alfonso Mac </span><span style="font-family:'Times New Roman'">Gregor</span><span style="font-family:'Times New Roman'"> Anciola preside el Comité. Los señores Rafael Alfonso Mac </span><span style="font-family:'Times New Roman'">Gregor</span><span style="font-family:'Times New Roman'"> Anciola y Luis Téllez Kuenzler son miembros independientes de nuestro Consejo de Administración y tienen amplia experiencia y/o estudios en materia financiera. El Sr. </span><span style="font-family:'Times New Roman'">Joel </span><span style="font-family:'Times New Roman'">Alyn</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Larkins</span><span style="font-family:'Times New Roman'"> es miembro del consejo.</span>
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<span style="font-family:'Times New Roman'">Las principales funciones del Comité de Auditoría y Prácticas Societarias son:</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic; "> </span>
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<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:68pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Dar opinión al Consejo de Administración sobre los asuntos que le competan conforme a la LMV.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:68pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Solicitar la opinión de expertos independientes en los casos en que lo juzgue conveniente, para el adecuado desempeño de sus funciones o cuando conforme a la LMV o disposiciones de carácter general se requiera.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:68pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Convocar a asambleas de accionistas y hacer que se inserten en la orden del día de dichas asambleas los puntos que estimen pertinentes.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:68pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Apoyar al Consejo de Administración en la elaboración de los informes a que se refiere el Artículo 28 (veintiocho), fracción IV, incisos d) y e) de la LMV respecto de las principales políticas y criterios contables y de información, así como el informe sobre las operaciones y actividades en las que hubiera intervenido conforme a los estatutos sociales de la Emisora y la LMV.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:68pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Evaluar el desempeño de la persona moral que proporcione los servicios de auditoría externa, así como analizar el dictamen, opiniones, reportes o informes que elabore y suscriba el auditor externo. Para tal efecto, el Comité de Auditoría y Prácticas Societarias podrá requerir la presencia del auditor cuando lo estime conveniente, sin perjuicio de que deberá reunirse con este último por lo menos una vez al año. </span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="6" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:68pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Discutir los estados financieros de la Emisora con las personas responsables de su elaboración y revisión, y con base en ello recomendar o no al Consejo de Administración su aprobación.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="7" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:68pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Informar al Consejo de Administración la situación que guarda el sistema de </span><span>control interno y auditoría interna</span><span> de la Emisora o de las personas morales que ésta controle, incluyendo las irregularidades que, en su caso, detecte.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="8" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:68pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Elaborar la opinión a que se refiere el Artículo 28 (veintiocho), fracción IV, inciso c) de la LMV respecto del contenido del </span><span>Director General</span><span> versando sobre las principales políticas y criterios de contabilidad y reporteo de la Emisora y someterla a consideración del Consejo de Administración para su posterior presentación a la asamblea de accionistas, apoyándose, entre otros elementos, en el dictamen del auditor externo. </span><span>Dicha</span><span> </span><span>opinión</span><span> </span><span>deberá</span><span> </span><span>señalar</span><span>, por lo </span><span>menos</span><span>:</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-left:117pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">(i)</span><span style="font:7pt 'Times New Roman'; -aw-import:spaces">     </span><span style="font-family:'Times New Roman'">Si las políticas y criterios contables y de información seguidas por la Emisora son adecuadas y suficientes tomando en consideración las circunstancias particulares de la misma.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-left:117pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">(ii)</span><span style="font:7pt 'Times New Roman'; -aw-import:spaces">  </span><span style="font-family:'Times New Roman'">Si dichas políticas y criterios han sido aplicados consistentemente en la información presentada por el </span><span style="font-family:'Times New Roman'">Director General</span><span style="font-family:'Times New Roman'">.</span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-left:117pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">(iii)</span><span style="font:7pt 'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Si como consecuencia de los numerales (i) y (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) anteriores, la información presentada por el </span><span style="font-family:'Times New Roman'">Director General</span><span style="font-family:'Times New Roman'"> refleja en forma razonable la situación financiera y los resultados de la Sociedad.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="9" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:68pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Apoyar al Consejo de Administración en la elaboración de los informes a que se refiere el Artículo 28, fracción IV, incisos (d) y (e) de la LMV.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="10" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:72pt; text-align:justify; font-family:'Times New Roman'; font-size:12pt">
<span>Vigilar que las transacciones a que hacen referencia los Artículos 28 (veintiocho), fracción III y 47 (cuarenta y siete) de la LMV, se lleven a cabo ajustándose a lo previsto en dichos preceptos, así como a las políticas derivadas de los mismos.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="11" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:72pt; text-align:justify; font-family:'Times New Roman'; font-size:12pt">
<span>Solicitar la opinión de expertos independientes en los casos en que lo juzgue conveniente, para el adecuado desempeño de sus funciones o cuando así lo requieran las disposiciones de carácter general emitidas para tal efecto.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="12" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:72pt; text-align:justify; font-family:'Times New Roman'; font-size:12pt">
<span>Requerir a los directivos relevantes y demás empleados de la Emisora o de las personas morales que ésta controle, reportes relativos a la elaboración de la información financiera y de cualquier otro tipo que estime necesaria para el ejercicio de sus funciones.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="13" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:72pt; text-align:justify; font-family:'Times New Roman'; font-size:12pt">
<span>Investigar los posibles incumplimientos de los que tenga conocimiento a las operaciones, lineamientos y políticas de operación, sistema de </span><span>control interno y auditoría interna</span><span> y registro contable, ya sea de la propia Sociedad o de las personas morales que ésta controle, para lo cual deberá realizar un análisis de la documentación, registros y demás evidencias comprobatorias, en el grado y extensión que sean necesarios para efectuar dicha vigilancia.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="14" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:72pt; text-align:justify; font-family:'Times New Roman'; font-size:12pt">
<span>Recibir observaciones formuladas por accionistas, consejeros, directivos relevantes, empleados y, en general, de cualquier tercero, respecto de los asuntos a que se refiere el inciso anterior, así como realizar las acciones que a su juicio resulten procedentes en relación con tales observaciones.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="15" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:72pt; text-align:justify; font-family:'Times New Roman'; font-size:12pt">
<span>Solicitar reuniones periódicas con los directivos relevantes, así como la entrega de cualquier tipo de información relacionada con el </span><span>control interno y auditoría interna</span><span> de la Emisora o personas morales que ésta controle.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="16" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:72pt; text-align:justify; font-family:'Times New Roman'; font-size:12pt">
<span>Informar al Consejo de Administración de las irregularidades importantes detectadas con motivo del ejercicio de sus funciones y, en su caso, de las acciones correctivas adoptadas o proponer las que deban aplicarse.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="17" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:72pt; text-align:justify; font-family:'Times New Roman'; font-size:12pt">
<span>Convocar a asambleas de accionistas y solicitar que se inserte en el orden del día de dichas asambleas los puntos que estimen pertinentes.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="18" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:72pt; text-align:justify; font-family:'Times New Roman'; font-size:12pt">
<span>Vigilar que el </span><span>Director General</span><span> dé cumplimiento a los acuerdos de las asambleas de accionistas y del Consejo de Administración de la Emisora, conforme a las instrucciones que, en su caso, dicte la propia Asamblea o el referido Consejo.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="19" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:72pt; text-align:justify; font-family:'Times New Roman'; font-size:12pt">
<span>Vigilar que se establezcan mecanismos y controles internos que permitan verificar que los actos y operaciones de la Emisora y de las personas morales que ésta controle, se apeguen a la normativa aplicable, así como implementar metodologías que posibiliten revisar el cumplimiento de lo anterior.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="20" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:72pt; text-align:justify; font-family:'Times New Roman'; font-size:12pt">
<span>Las demás que establezcan los estatutos sociales y la LMV.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">El Comité de Auditoría y Prácticas Societarias deberá reunirse por lo menos una vez cada tres meses. A fin de que las sesiones de este comité se celebren válidamente, se requerirá de la asistencia de por lo menos la mayoría de sus miembros, y sus decisiones serán válidas cuando sean adoptadas por al menos la mayoría de sus miembros presentes. El presidente del Comité de Auditoría y Prácticas Societarias tiene voto de calidad en caso de empate.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Comité de Nominaciones y Compensaciones </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">La Sociedad cuenta con un Comité de Nominaciones y Compensaciones, integrado por al menos tres miembros designados por el Consejo de Administración, quienes podrán ser o no consejeros. Este comité será presidido por uno de sus integrantes, con voto de calidad en caso de empate, y sus miembros permanecerán en funciones hasta que sus sucesores sean designados.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">Los actuales miembros de nuestro Comité de Nominaciones y Compensaciones son los señores Edward Omer </span><span style="font-family:'Times New Roman'">Diffendal</span><span style="font-family:'Times New Roman'">, José Luis </span><span style="font-family:'Times New Roman'">Uriegas</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Uriegas</span><span style="font-family:'Times New Roman'">,</span><span style="font-family:'Times New Roman'"> Jon Phillip May</span><span style="font-family:'Times New Roman'">, Joel </span><span style="font-family:'Times New Roman'">Alyn</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Larkins</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">y </span><span style="font-family:'Times New Roman'; -aw-import:spaces"> </span><span style="font-family:'Times New Roman'">Luz</span><span style="font-family:'Times New Roman'"> María Gabriela Hernández Cardoso</span><span style="font-family:'Times New Roman'">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">Entre sus principales facultades destacan: proponer a la Asamblea General la designación, ratificación, reelección o revocación de los consejeros designados por la mayoría; recomendar candidatos a funcionarios relevantes; proponer la compensación del Director General, de los principales directivos y de los miembros del Consejo y comités; someter a consideración planes de compensación de largo plazo para empleados, contratar asesores externos en apoyo de sus funciones, así como cualesquiera otras facultades que se prevean en los estatutos sociales de la Emisora.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">El Comité de Nominaciones y Compensaciones será presidido por uno de sus miembros. El </span><span style="font-family:'Times New Roman'">Presidente</span><span style="font-family:'Times New Roman'"> del Comité de Nominaciones y Compensaciones tendrá voto de calidad en caso de empate.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">Los miembros del Comité de Nominaciones y Compensaciones desempeñarán su cargo por un período de un año y continuarán en el mismo, incluso después de la expiración de dicho período o en caso de renuncia, a falta de ratificación de su nombramiento, hasta que su sucesor sea designado y asuma el cargo. El </span><span style="font-family:'Times New Roman'">Presidente</span><span style="font-family:'Times New Roman'"> y el Secretario del Comité de Nominaciones y Compensaciones serán designados por mayoría de votos de sus miembros. El </span><span style="font-family:'Times New Roman'">Secretario</span><span style="font-family:'Times New Roman'"> del Comité podrá ser una persona que no sea miembro.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">El Comité de Nominaciones y Compensaciones tendrá las facultades y atribuciones siguientes:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Proponer a la asamblea general ordinaria de accionistas el o los nombres de las personas que, en su opinión, deban ser designadas o </span><span>re-nominadas</span><span> como </span><span>Consejeros</span><span> Elegibles y parte de los Consejeros Designados por la Mayoría. En la selección de los candidatos para integrar el Consejo de Administración, el Comité de Nominaciones y Compensaciones considerará la experiencia, capacidad técnica, prestigio profesional y otros factores que considere relevantes y, en la medida de lo necesario, que los candidatos que propongan califiquen como consejeros independientes en los términos de la legislación aplicable.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>En su caso, proponer a la asamblea ordinaria de accionistas de la Sociedad que los </span><span>Consejeros</span><span> Designados por la Mayoría sean </span><span>re-nominados</span><span> como Consejeros Elegibles a la expiración del plazo de la Clase correspondiente.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Someter al Consejo de Administración, de conformidad con los estatutos sociales, para su consideración, los nombres de las personas que, a su juicio, puedan ser designados como </span><span>Director General</span><span> y directivos relevantes de la Sociedad.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Proponer al Consejo de Administración la compensación total del </span><span>Director General</span><span> y de los directivos relevantes de conformidad con las políticas aprobadas por el Consejo de Administración.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Consultar y contratar, con expertos externos con el fin de adoptar las decisiones que puedan ser necesarias.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="6" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Proponer a la asamblea anual ordinaria de accionistas los emolumentos a pagar a los miembros del Consejo de Administración y de cualquiera de los comités de la Sociedad.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="7" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Someter al Consejo de Administración para su consideración cualquier plan de compensación de mediano o largo plazo que vaya a ser implementado para directivos relevantes o empleados de la Sociedad o sus subsidiarias, incluyendo la creación de fideicomisos con el propósito de establecer fondos de pensiones, de retiro o de prima de antigüedad para el personal de la Sociedad, planes de opciones de compra o suscripción de acciones, así como cualquier otro fondo con propósitos similares a los anteriores.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="8" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Las demás que se prevean en los estatutos sociales para este Comité.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Funcionarios de Primer Nivel</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'">A continuación, se listan los miembros de nuestra administración ejecutiva, su experiencia, incluyendo cargos y sus años de servicio: </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="width:489pt; margin-right:auto; margin-left:auto; border-collapse:collapse">
<tr style="height:28.5pt">
<td style="width:138.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">Ejecutivo</span>
</p>
</td>
<td style="width:123.85pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">Cargo</span>
</p>
</td>
<td style="width:102.6pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Fecha</span><span style="font-family:'Times New Roman'; font-weight:bold"> de </span><span style="font-family:'Times New Roman'; font-weight:bold">Designación</span><span style="font-family:'Times New Roman'; font-weight:bold">*</span>
</p>
</td>
<td style="width:81.35pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Género</span>
</p>
</td>
</tr>
<tr>
<td style="width:138.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">Daniel Horacio Bustos</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:123.85pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">Director General</span>
</p>
</td>
<td style="width:102.6pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">Noviembre</span><span style="font-family:'Times New Roman'"> de 2024</span>
</p>
</td>
<td style="width:81.35pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">Masculino</span>
</p>
</td>
</tr>
<tr>
<td style="width:138.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">Stephen David Griffiths James</span>
</p>
</td>
<td style="width:123.85pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">Director de </span><span style="font-family:'Times New Roman'">Finanzas</span>
</p>
</td>
<td style="width:102.6pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">Marzo de 2021</span>
</p>
</td>
<td style="width:81.35pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">Masculino</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr>
<td style="width:138.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">Roberto Javier Peña Arias</span>
</p>
</td>
<td style="width:123.85pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">Director </span><span style="font-family:'Times New Roman'">Jurídico</span>
</p>
</td>
<td style="width:102.6pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">Julio de 2025</span>
</p>
</td>
<td style="width:81.35pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">Masculino</span>
</p>
</td>
</tr>
<tr>
<td colspan="4" style="width:478.25pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'">* Designados previo a la implementación de la Reorganización </span><span style="font-family:'Times New Roman'; font-style:italic">Downstream</span><span style="font-family:'Times New Roman'">. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:'Times New Roman'; font-style:italic; "> </span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">El 100% de los funcionarios de primer nivel de Esentia son hombres y el 0% restante son mujeres. La selección de personal y la relación de la Emisora con sus colaboradores, se promueve, a través de las políticas y procesos de recursos humanos: (i) el cumplimiento de la legislación nacional y las mejores prácticas del sector; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) un entorno laboral seguro y conforme a los más altos estándares de seguridad industrial; (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) la salud física, mental y emocional; (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) la cultura organizacional basada en diversidad, equidad e inclusión; y (v) el desarrollo profesional con salarios dignos y equitativos.</span>
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<span style="font-family:'Times New Roman'">Todo ello en estricto apego a los derechos humanos, garantizando la no discriminación por raza, género, nacionalidad, origen social, religión, edad, discapacidad, estado de salud u orientación sexual.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Daniel Horacio Bustos — </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Director General</span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'">Daniel es Ingeniero Nuclear por el Instituto Balseiro (Argentina), título obtenido en 1997, y cuenta con una Maestría en Ingeniería Nuclear, así como un MBA en Finanzas Corporativas.</span>
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<span style="font-family:'Times New Roman'">Con 28 años de experiencia en los sectores de energía y gas natural, la carrera de Daniel incluye 12 años en Repsol-YPF, donde desempeñó un papel clave en el impulso de oportunidades de gas y energía en Argentina, Brasil, Chile y Perú. Fue fundamental en la gestión de la relación de Repsol con la empresa estatal de petróleo de Bolivia, contribuyendo significativamente a la creación de la mayor empresa de distribución de propano en ese país. Además, lideró acuerdos clave para la exportación de gas natural y GNL, impulsando el crecimiento estratégico y las asociaciones energéticas transfronterizas.</span>
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<span style="font-family:'Times New Roman'">Daniel pasó 15 años en </span><span style="font-family:'Times New Roman'">Excelerate</span><span style="font-family:'Times New Roman'"> Energy, donde se desempeñó como </span><span style="font-family:'Times New Roman'">Director</span><span style="font-family:'Times New Roman'"> Comercial (</span><span style="font-family:'Times New Roman'; font-style:italic">Chief</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">Commercial</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">Officer</span><span style="font-family:'Times New Roman'">). En esta función, desarrolló y negoció acuerdos a largo plazo cruciales para la sostenibilidad financiera de la empresa. También supervisó operaciones regionales, gestionó iniciativas de desarrollo de GNL y construyó un sólido portafolio comercial enfocado en la venta y arrendamiento de embarcaciones convencionales. En abril del 2022 Daniel fue parte del equipo que lideró la exitosa Oferta Pública Inicial de </span><span style="font-family:'Times New Roman'">Excelerate</span><span style="font-family:'Times New Roman'"> Energy.</span>
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<span style="font-family:'Times New Roman'">En mayo de 2024, Daniel se incorporó a Esentia Energy </span><span style="font-family:'Times New Roman'">Systems</span><span style="font-family:'Times New Roman'"> como </span><span style="font-family:'Times New Roman'">Vicepresidente</span><span style="font-family:'Times New Roman'"> Ejecutivo de Desarrollo Comercial y de Negocios. </span>
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<span style="font-family:'Times New Roman'">En noviembre de 2024, Daniel fue nombrado </span><span style="font-family:'Times New Roman'">Director General</span><span style="font-family:'Times New Roman'"> (</span><span style="font-family:'Times New Roman'; font-style:italic">Chief</span><span style="font-family:'Times New Roman'; font-style:italic"> Executive </span><span style="font-family:'Times New Roman'; font-style:italic">Officer</span><span style="font-family:'Times New Roman'">) de Esentia Energy </span><span style="font-family:'Times New Roman'">Systems</span><span style="font-family:'Times New Roman'">, cargo desde el cual es responsable de impulsar el crecimiento y desarrollo de la compañía. </span>
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<span style="font-family:'Times New Roman'">Daniel</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">es ciudadano estadounidense y habla español e inglés de manera fluida.</span><span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Stephen David Griffiths James — </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Director</span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> de Finanzas: </span>
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<span style="font-family:'Times New Roman'">Stephen cuenta con más de 20 años de experiencia desarrollando y liderando equipos financieros en distintas industrias en Estados Unidos, América Latina, Europa y África. Fue </span><span style="font-family:'Times New Roman'">Vicepresidente</span><span style="font-family:'Times New Roman'"> de Finanzas para América Latina en </span><span style="font-family:'Times New Roman'">Stericycle</span><span style="font-family:'Times New Roman'">, Director de Finanzas y Contralor Regional para América Latina en Tyco, Director de Finanzas - Integración y Transformación Empresarial en </span><span style="font-family:'Times New Roman'">Seaboard</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Corporation</span><span style="font-family:'Times New Roman'">, así como Contralor Regional y Jefe de Finanzas para América Latina y el Caribe en William Grant & </span><span style="font-family:'Times New Roman'">Sons</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'">También se desempeñó como </span><span style="font-family:'Times New Roman'">Director</span><span style="font-family:'Times New Roman'"> de Finanzas para ISP </span><span style="font-family:'Times New Roman'">Americas</span><span style="font-family:'Times New Roman'">, donde fue responsable de R2R, O2C, P2P (incluyendo adquisiciones), FP&A, impuestos, tesorería, presupuestos/pronósticos y enlace con auditoría y TI.</span>
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<span style="font-family:'Times New Roman'">En 2021 se incorporó a ESENTIA (anteriormente </span><span style="font-family:'Times New Roman'">Fermaca</span><span style="font-family:'Times New Roman'">) como </span><span style="font-family:'Times New Roman'">Director</span><span style="font-family:'Times New Roman'"> de Finanzas (</span><span style="font-family:'Times New Roman'; font-style:italic">CFO</span><span style="font-family:'Times New Roman'">), donde ha guiado a la compañía al cumplimiento de sus objetivos financieros mediante el establecimiento de una ambiciosa estrategia de crecimiento y un monitoreo de desempeño asertivo, buscando convertirla en la empresa energética líder en México.</span>
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<span style="font-family:'Times New Roman'">Stephen es Contador Público Certificado con una maestría en contabilidad y finanzas, egresado del </span><span style="font-family:'Times New Roman'; font-style:italic">Institute</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">of</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">Chartered</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">Accountants</span><span style="font-family:'Times New Roman'"> (</span><span style="font-family:'Times New Roman'; font-style:italic">ICAEW</span><span style="font-family:'Times New Roman'">) en Londres, Inglaterra. Además, estudió en </span><span style="font-family:'Times New Roman'; font-style:italic">The</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">University</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">of</span><span style="font-family:'Times New Roman'; font-style:italic"> Bristol e Imperial </span><span style="font-family:'Times New Roman'; font-style:italic">College</span><span style="font-family:'Times New Roman'"> una licenciatura en Ciencias Computacionales y Matemáticas, con reconocimiento Cum Laude, y obtuvo una certificación </span><span style="font-family:'Times New Roman'; font-style:italic">Lean </span><span style="font-family:'Times New Roman'; font-style:italic">Six</span><span style="font-family:'Times New Roman'; font-style:italic"> Sigma Black </span><span style="font-family:'Times New Roman'; font-style:italic">Belt</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'">Es ciudadano estadounidense, nacido en el Reino Unido, y habla español e inglés de manera fluida.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Roberto Javier Peña Arias — </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Director</span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> Jurídico</span>
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<span style="font-family:'Times New Roman'">Roberto es un profesional del Derecho con sólida trayectoria internacional y más de dos décadas de experiencia en asuntos legales corporativos, regulatorios y de cumplimiento en sectores industriales, financieros e inmobiliarios. Egresado de la Licenciatura en Derecho por el Instituto Tecnológico Autónomo de México (ITAM) y con un LL.M. en Derecho Bancario y Financiero por Boston </span><span style="font-family:'Times New Roman'">University</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">School</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">of</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Law</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'">Se ha desempeñado como líder jurídico regional en empresas globales como General Electric y </span><span style="font-family:'Times New Roman'">Celanese</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Corporation</span><span style="font-family:'Times New Roman'">, supervisando equipos multiculturales en México, Brasil y Latinoamérica, y coordinando la estrategia legal, de cumplimiento y de gobierno corporativo para operaciones industriales y comerciales en la región.</span>
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<span style="font-family:'Times New Roman'">Ha liderado la estructuración y administración de complejas operaciones inmobiliarias y financieras, incluyendo la negociación de </span><span style="font-family:'Times New Roman'; font-style:italic">joint</span><span style="font-family:'Times New Roman'; font-style:italic"> ventures</span><span style="font-family:'Times New Roman'">, fondos de inversión, adquisiciones de portafolios industriales y comerciales, y transacciones de financiamiento de alto valor. Su perfil combina un profundo entendimiento del entorno regulatorio y corporativo, con una visión estratégica y operativa orientada a la mitigación de riesgos, la eficiencia contractual y el soporte al crecimiento comercial, siempre bajo altos estándares de integridad, ética y cumplimiento normativo.</span>
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<span style="font-family:'Times New Roman'">En julio de 2025, Roberto se incorporó a Esentia Energy </span><span style="font-family:'Times New Roman'">Systems</span><span style="font-family:'Times New Roman'"> como </span><span style="font-family:'Times New Roman'">Vicepresidente</span><span style="font-family:'Times New Roman'"> Legal y de Cumplimiento.</span>
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<span style="font-family:'Times New Roman'">Roberto</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">es ciudadano mexicano y habla español e inglés de manera fluida.</span><span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Equipo</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-weight:bold">completamente</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-weight:bold">alineado</span>
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" width="652" height="418" alt="A diagram of a company

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<span style="font-family:'Times New Roman'; font-weight:bold">Compensaciones</span>
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<span style="font-family:'Times New Roman'">La compensación a nuestros </span><span style="font-family:'Times New Roman'">Consejeros</span><span style="font-family:'Times New Roman'"> y miembros de los Comités se determina por la asamblea general ordinaria de accionistas mediante recomendación del Comité de Nominaciones y Compensaciones. </span>
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<span style="font-family:'Times New Roman'">La Asamblea de Autorización de la Oferta Global acordó pagar, con cargo a gastos generales de la Sociedad, por concepto de emolumentos/remuneración a los miembros del Consejo de Administración, la cantidad anual total de EUA$567,500.00 (Quinientos sesenta y siete mil quinientos </span><span style="font-family:'Times New Roman'">Dólares</span><span style="font-family:'Times New Roman'"> 00/100) o su equivalente en moneda nacional.</span>
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<span style="font-family:'Times New Roman'">Asimismo, la Asamblea de Autorización de la Oferta Global acordó pagar, con cargo a gastos generales de la Sociedad, por concepto de emolumentos/remuneración a los miembros del Comité de Auditoría y Prácticas Societarias, la cantidad anual total de EUA$62,000.00 (Sesenta y dos mil </span><span style="font-family:'Times New Roman'">Dólares</span><span style="font-family:'Times New Roman'"> 00/100</span><span style="font-family:'Times New Roman'">) o su equivalente en moneda nacional.</span>
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<span style="font-family:'Times New Roman'">Previo a nuestra reestructura corporativa descrita en la “Sección - Acciones Representativas del Capital” del presente Reporte Anual, los miembros del consejo de gerentes de la sociedad entonces denominada como Esentia Energy </span><span style="font-family:'Times New Roman'">Development</span><span style="font-family:'Times New Roman'">, S. de R.L. de C.V., no percibían emolumentos por el desempeño de su cargo.</span>
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<span style="font-family:'Times New Roman'">En 2025 pagamos como compensación a los funcionarios que ocuparon los puestos de primer nivel un monto total de EUA$3.3 millones</span><span style="font-family:'Times New Roman'">. La Sociedad no cuenta con planes de pensiones, retiros o similares.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Reorganización Corporativa </span>
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<span style="font-family:'Times New Roman'">Salvo por los cambios que resulten de la Reorganización corporativa, en los últimos 3 años no se han presentado cambios en el porcentaje de capital social de la Emisora. </span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Código de ética</span>
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<span style="font-family:'Times New Roman'">Al día de hoy</span><span style="font-family:'Times New Roman'">, alineamos nuestra gobernanza con marcos globalmente reconocidos, incluyendo los Principios Rectores de la ONU sobre Empresas y Derechos Humanos, los Estándares de Desempeño de IFC y los Principios de Ecuador. Todos nuestros colaboradores están certificados bajo un Código de Ética y Conducta, y hemos demostrado de manera consistente altos niveles de cumplimiento en auditorías externas aplicadas a sus sistemas operativos. </span>
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<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; font-size:8pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Accionistas</span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; font-size:12pt">
<span style="font-family:'Times New Roman'">En el siguiente cuadro</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span><span style="font-family:'Times New Roman'">se incluye información sobre nuestro capital accionario a la fecha:</span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; font-size:12pt">
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" 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<span style="font-family:'Times New Roman'">Oficinas</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Corporativas</span><span style="font-family:'Times New Roman'">:</span>
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<span style="font-family:'Times New Roman'">BOULEVARD PRESIDENTE ADOLFO RUÍZ CORTINES 3433 SAN JERÓNIMO LÍDICE ,10200, MÉXICO CDMX</span>
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Anexo N
Reporte anual que se presenta de acuerdo con las disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado
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</span><span style="font-family:'Times New Roman'; font-weight:bold">REGULACIÓN EN MATERIA ENERGÉTICA</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Permisos</span>
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<span style="font-family:'Times New Roman'">La construcción y operación de gasoductos para el transporte de gas natural y la comercialización de gas natural y otros combustibles en México requieren una variedad de permisos, licencias, registros y otras autorizaciones que son emitidas por o presentadas ante </span><span style="font-family:'Times New Roman'">distintas</span><span style="font-family:'Times New Roman'"> autoridades gubernamentales </span><span style="font-family:'Times New Roman'">a nivel </span><span style="font-family:'Times New Roman'">federal, estatal y local.</span><span style="font-family:'Times New Roman'"> Estos incluyen, principalmente y sin limitación, permisos de transporte y comercialización de gas natural, permisos ambientales, derechos de vía inmobiliarios, permisos de uso de suelo y permisos de construcción.</span>
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<span style="text-decoration:underline">Permisos de Transporte de Gas Natural</span>
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<span style="font-family:'Times New Roman'">Contamos con permisos de transporte de gas natural por separado para cada uno de nuestros cinco sistemas de gasoductos que operan en México. Nuestros permisos fueron emitidos por la CRE, la </span><span style="font-family:'Times New Roman'">cual actuaba como el regulador de energía mexicano previo a la creación de la CNE, por un plazo de treinta años, con fechas de vencimiento que van desde 2028 hasta 2047. Podemos extender el plazo de nuestros permisos una vez, por hasta quince años, siempre que estemos en cumplimiento de sus términos, demostremos el cumplimiento de los requisitos establecidos para el otorgamiento del permiso al momento de presentar la solicitud de prórroga, paguemos los derechos correspondientes y que </span><span style="font-family:'Times New Roman'">demostremos</span><span style="font-family:'Times New Roman'"> que estamos en cumplimiento de las obligaciones contenidas en los permisos, respectivamente</span><span style="font-family:'Times New Roman'">. Cada permiso nos permite recibir, transportar y entregar gas natural a través de un sistema de ductos que está específicamente identificado en el permiso en términos de ubicación, ruta, diseño y capacidad, entre otras características.</span>
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<span style="font-family:'Times New Roman'">Esentia Pipeline de Toluca, S. de R.L. de C.V.</span>
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<span style="font-family:'Times New Roman'">Permiso de transporte de gas natural número G/028/TRA/1998, emitido el 23 de enero de 1998 en favor de Tejas Gas de México, S. de R.L. de C.V. (actualmente conocida como Esentia Pipeline de Toluca, S. de R.L. de C.V.), por un plazo de 30 años, con vencimiento el 23 de enero de 2028 y una capacidad máxima de transporte actual de 153.5 </span><span style="font-family:'Times New Roman'">MMpc</span><span style="font-family:'Times New Roman'">/d.</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Tarahumara Pipeline, S. de R.L. de C.V.</span>
</li>
</ul>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Permiso de transporte de gas natural número G/213/TRA/2008, emitido el 24 de julio de 2008 en favor de Tarahumara Pipeline, S. de R.L. de C.V., por un plazo de 30 años, con vencimiento el 24 de julio de 2038 y una capacidad máxima de transporte actual de 950 </span><span style="font-family:'Times New Roman'">MMpc</span><span style="font-family:'Times New Roman'">/d.</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Esentia Pipeline La Laguna, S. de R.L. de C.V.</span>
</li>
</ul>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Permiso de transporte de gas natural número G/20156/TRA/2017, emitido el 15 de junio de 2017 en favor de </span><span style="font-family:'Times New Roman'">Fermaca</span><span style="font-family:'Times New Roman'"> Pipeline La Laguna, S. de R.L. de C.V. (actualmente conocida como Esentia Pipeline La Laguna, S. de R.L. de C.V.), por un plazo de 30 años, con vencimiento el 15 de junio de 2047 y una capacidad máxima de transporte actual de 1,689 </span><span style="font-family:'Times New Roman'">MMpc</span><span style="font-family:'Times New Roman'">/d.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Esentia Pipeline de Occidente, S. de R.L. de C.V.</span>
</li>
</ul>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Permiso de transporte de gas natural número G/20157/TRA/2017, emitido el 15 de junio de 2017 en favor de </span><span style="font-family:'Times New Roman'">Fermaca</span><span style="font-family:'Times New Roman'"> Occidente, S. de R.L. de C.V. (actualmente conocida como Esentia Pipeline de Occidente, S. de R.L. de C.V.), con una vigencia de 30 años, con vencimiento el 15 de junio de 2047 y una capacidad máxima de transporte actual de 1,</span><span style="font-family:'Times New Roman'">383 </span><span style="font-family:'Times New Roman'">MMpc</span><span style="font-family:'Times New Roman'">/d.</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<li style="margin-left:28.52pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:'?'" data-preserved-style="margin-left: 28.52pt; text-align: justify; line-height: 115%; padding-left: 7.48pt; font-family: serif; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Esentia Pipeline El Encino, S. de R.L. de C.V.</span>
</li>
</ul>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Permiso de transporte de gas natural número G/13687/TRA/2016, emitido el 10 de marzo de 2016 en favor de </span><span style="font-family:'Times New Roman'">Fermaca</span><span style="font-family:'Times New Roman'"> Pipeline El Encino, S. de R.L. de C.V. (actualmente conocida como Esentia Pipeline El Encino, S. de R.L. de C.V.), con una vigencia de 30 años, con vencimiento el 10 de marzo de 2046 y una capacidad máxima de transporte actual de 1,670 </span><span style="font-family:'Times New Roman'">MMpc</span><span style="font-family:'Times New Roman'">/d.</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">Nuestros permisos de transporte de gas natural incluyen los términos y condiciones comunes, que son consistentes con los requisitos de la legislación bajo la cual fueron emitidos. Estos incluyen, entre otros, las siguientes:</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Obligaciones</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">Debemos, entre otros: (i) prestar servicios de manera eficiente, uniforme, homogénea, regular, segura y continua; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) abstenernos de otorgar subsidios cruzados y de realizar prácticas indebidamente discriminatorias; (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) obtener autorización de la CNE para suspender servicios, salvo en casos de caso fortuito o fuerza mayor, en cuyo caso debemos notificar de inmediato a las autoridades competentes, incluyendo a la CNE; (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) permitir el acceso de los </span><span style="font-family:'Times New Roman'">verificadores </span><span style="font-family:'Times New Roman'">de la CNE a nuestras instalaciones y equipos; (v) notificar a la CNE sobre incidentes, eventos o contingencias que pongan en peligro la vida o la salud pública, la seguridad, el medio ambiente, nuestras instalaciones o el suministro de gas natural, y aplicar planes de contingencia, medidas de emergencia y acciones de contención conforme a nuestras responsabilidades; (vi) en caso de emergencia o desastre, prestar asistencia a las autoridades gubernamentales competentes según se requiera; (</span><span style="font-family:'Times New Roman'">vii</span><span style="font-family:'Times New Roman'">) presentar nuestro programa anual actualizado de mantenimiento a la CNE; (</span><span style="font-family:'Times New Roman'">viii</span><span style="font-family:'Times New Roman'">) cumplir oportunamente con los requerimientos de información de la CNE; y (</span><span style="font-family:'Times New Roman'">ix</span><span style="font-family:'Times New Roman'">) cumplir con los reglamentos, lineamientos y disposiciones administrativas emitidas por la CRE o la CNE.</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Acceso a Servicios de Transporte</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">Debemos (i) proporcionar acceso abierto y no indebidamente discriminatorio a nuestros sistemas de ductos y capacidad conforme a la legislación y normatividad aplicable; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) permitir que otros permisionarios se interconecten a nuestro sistema de ductos, siempre que, entre otros aspectos administrativos, la interconexión sea técnica y administrativamente viable; y (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) a solicitud de una parte interesada, extender nuestro sistema de ductos o ampliar su capacidad, siempre que tal extensión o ampliación sea técnica y económicamente viable y que la parte interesada haya acordado contratar el servicio requerido.</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Tarifas</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">Debemos (i) observar y cumplir con las tarifas máximas reguladas aprobadas por la CNE, con la salvedad de que, bajo ciertas condiciones, podemos otorgar descuentos o acordar tarifas convencionales; y (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) ajustar nuestras tarifas máximas reguladas en la forma y periodicidad </span><span style="font-family:'Times New Roman'">establecidas por las normativas y reglas aplicables, y someter dichas tarifas a la aprobación de la CNE antes de su aplicación.</span>
</p>
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<span style="font-family:'Times New Roman'; font-style:italic; "> </span>
</p>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Cesión</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">Un permiso no puede ser cedido salvo con la aprobación previa por escrito de la CNE, cuando el cesionario acredite los requisitos para ser titular de un permiso y se comprometa a cumplir las obligaciones del permiso correspondiente.</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gravámenes</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">Podemos gravar un permiso y los derechos derivados del mismo como garantía de obligaciones o financiamientos directamente relacionados con la prestación del servicio de transporte de gas natural, así como de deuda contraída como resultado de la operación de nuestro sistema de ductos. En estos casos, únicamente debemos notificar previamente a la CNE antes de otorgar el gravamen correspondiente. Fuera de estos fines, no podemos gravar un permiso o los derechos derivados del mismo sin la autorización previa de la CNE.</span>
</p>
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<span style="font-family:'Times New Roman'; font-style:italic; "> </span>
</p>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Modificaciones</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 115%; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Ciertas modificaciones a un permiso de carácter técnico, corporativo, términos y condiciones, entre otras, requieren la aprobación previa de la CNE, lo cual dependerá del caso en concreto.</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Revocación</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">La CNE puede intervenir en la prestación de los servicios de transporte de gas natural si incumplimos con nuestras obligaciones conforme al permiso por razones atribuibles a nosotros que pongan en peligro el suministro de gas natural.</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Terminación</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">La CNE puede dar por terminado un permiso por varias razones, incluyendo las siguientes: (i) vencimiento del plazo original del permiso o de su prórroga; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) renuncia del titular del permiso; (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) revocación; (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) disolución, liquidación o quiebra del titular del permiso; (v) resolución o sentencia definitiva emitida por un tribunal o autoridad competente; (vi) incumplimiento del pago de derechos de supervisión; o (</span><span style="font-family:'Times New Roman'">vii</span><span style="font-family:'Times New Roman'">) incumplimiento de otras obligaciones bajo el permiso correspondiente.</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="text-decoration:underline">Permiso</span><span style="text-decoration:underline"> de </span><span style="text-decoration:underline">Comercialización</span><span style="text-decoration:underline"> </span>
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<span style="font-family:'Times New Roman'">Contamos con un permiso de comercialización de gas natural, gasolina y diésel a través de Esentia Comercializadora de GN, S. de R.L. de C.V. (anteriormente conocida como Cía. Comercializadora de Hidrocarburos y Gas Natural, S. de R.L. de C.V.). El permiso número H/11774/COM/2015 fue emitido por la extinta CRE el 22 de diciembre de 2015 por un plazo de treinta años, con vencimiento en 2045, sujeto a una prórroga de quince años, siempre que la solicitud correspondiente se presente al menos un año antes de la fecha de su vencimiento.</span>
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<span style="font-family:'Times New Roman'">Nuestro permiso de comercialización de gas natural incluye términos y condiciones usuales que son consistentes con los requisitos de la legislación bajo la cual fue emitido. Estos incluyen, entre otros, los siguientes:</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Obligaciones</span>
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<span style="font-family:'Times New Roman'">Debemos, entre otros: (i) entregar la cantidad y calidad del producto (ya sea gas natural, gasolina o diésel) conforme a lo establecido en las Leyes aplicables; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) comercializar únicamente gas de origen lícito; (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) prestar los servicios de comercialización de manera eficiente, uniforme, homogénea, regular, segura y continua; (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) notificar a la CNE cualquier circunstancia que modifique los términos o condiciones del servicio; (v) abstenernos de prácticas de subsidio cruzado y prácticas indebidamente discriminatorias; (vi) obtener la autorización previa de la CNE para suspender los servicios, salvo en casos de fuerza mayor o caso fortuito, en cuyo caso debemos notificar a la CNE inmediatamente después de que ocurra tal situación; (</span><span style="font-family:'Times New Roman'">vii</span><span style="font-family:'Times New Roman'">) cumplir oportunamente con las solicitudes de información y obligaciones de reporte emitidas por la CNE o la Secretaría de Hacienda; (</span><span style="font-family:'Times New Roman'">viii</span><span style="font-family:'Times New Roman'">) participar en servicios de transporte, almacenamiento, y expendio al público únicamente con otros permisionarios; (</span><span style="font-family:'Times New Roman'">i</span><span style="font-family:'Times New Roman'">x</span><span style="font-family:'Times New Roman'">) cumplir con cualquier disposición aplicable en materia de seguridad en el suministro emitida por SENER; </span><span style="font-family:'Times New Roman'">(x</span><span style="font-family:'Times New Roman'">) proporcionar cualquier otra información que la CNE pueda requerir para fines de supervisión o estadística</span><span style="font-family:'Times New Roman'">, así como (xi) cualquier otra obligación contenida en el marco normativo aplicable a la actividad de comercialización de gas natural</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'">Adicionalmente, debemos (i) reportar a la CNE sobre precios de comercialización, descuentos y volúmenes conforme a los formatos aplicables; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) presentar documentación sobre la estructura corporativa cuando se solicite; y (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) demostrar el origen lícito del gas y combustibles aplicables conforme a lo requerido por la legislación aplicable.</span>
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<span style="font-family:'Times New Roman'">Considerando que tenemos, directa o indirectamente, participaciones accionarias en permisionarios que participan en actividades de transporte de acceso abierto, debemos (i) operar a través de sistemas independientes o establecer mecanismos jurídicos y corporativos para evitar cualquier forma de interferencia en la operación y administración de dichas entidades; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) cumplir con los códigos de conducta emitidos por la CNE; (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) observar los límites de participación accionaria establecidos por la CNE; (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) cumplir con los límites de participación de mercado y reserva de capacidad aplicables a las actividades de comercialización e infraestructura de transporte de acceso </span><span style="font-family:'Times New Roman'">abierto; y (v) observar todas las disposiciones aplicables de separación funcional establecidas en la Ley del Sector de Hidrocarburos.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Cesión</span>
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<span style="font-family:'Times New Roman'">El permiso no puede ser cedido salvo con la aprobación previa de la CNE.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gravámenes</span>
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<span style="font-family:'Times New Roman'">El permiso no puede ser gravado salvo con la aprobación previa de la CNE.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Modificaciones</span>
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<span style="font-family:'Times New Roman'">Ciertas modificaciones al permiso requieren la aprobación previa de la CNE.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Revocación</span>
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<span style="font-family:'Times New Roman'">La CNE puede revocar el permiso por diversas causas, incluyendo: (i) incumplimiento del objeto, condiciones u obligaciones del permiso sin causa o autorización; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) realización de prácticas indebidamente discriminatorias; (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) cesión o gravamen no autorizado del permiso o de los derechos relacionados; (</span><span style="font-family:'Times New Roman'">i</span><span style="font-family:'Times New Roman'">v</span><span style="font-family:'Times New Roman'">) incumplimiento de las Leyes aplicables; (</span><span style="font-family:'Times New Roman'">v</span><span style="font-family:'Times New Roman'">) falta de pago de derechos de supervisión regulatoria</span><span style="font-family:'Times New Roman'">; (vi</span><span style="font-family:'Times New Roman'">) interrupción injustificada de las actividades de comercialización por 30 días consecutivos; (</span><span style="font-family:'Times New Roman'">vii</span><span style="font-family:'Times New Roman'">) incumplimiento de resoluciones firmes emitidas por la autoridad en materia de competencia y (</span><span style="font-family:'Times New Roman'">ix</span><span style="font-family:'Times New Roman'">) comercialización de gas y/o combustibles de origen ilícito confirmada por resolución firme de autoridad competente.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Terminación</span>
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<span style="font-family:'Times New Roman'">La CNE puede dar por terminado el permiso por diversas razones, incluyendo: (i) vencimiento del plazo original o prorrogado; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) renuncia del permisionario (siempre que no se afecten derechos de terceros); (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) revocación o anulación; (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) desaparición del objeto del permiso; (v) disolución, liquidación o quiebra del permisionario; (vi) incumplimiento de las obligaciones de separación funcional conforme a la Ley del Sector Hidrocarburos; o (</span><span style="font-family:'Times New Roman'">vii</span><span style="font-family:'Times New Roman'">) resolución firme de un tribunal o autoridad competente.</span>
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<span style="font-family:'Times New Roman'">El permiso también puede caducar si no ejercemos los derechos conferidos por el mismo durante un período de 365 días naturales consecutivos.</span>
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<span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">.</span><span style="width:26.33pt; display:inline-block"> </span><span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">Permiso Presidencial </span>
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<span style="font-family:'Times New Roman'">En Estados Unidos, el Gasoducto </span><span style="font-family:'Times New Roman'">Roadrunner</span><span style="font-family:'Times New Roman'"> depende de un permiso presidencial para el cruce de la frontera internacional de Estados Unidos a México. El permiso presidencial, que se tramita ante la FERC y está sujeto a revisión y aprobación por parte del USDOS, fue tramitado ante la FERC el 8 de enero de 2016 y dada su naturaleza, no cuenta con una vigencia o fecha de expiración.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Leyes Aplicables a las Actividades de Transporte, Comercialización y Compresión de Gas Natural</span>
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<span style="font-family:'Times New Roman'">Dado que contamos con permisos para el transporte y la comercialización de gas natural, nuestras operaciones se rigen por un conjunto diverso de leyes, reglamentos, normas, directivas, </span><span style="font-family:'Times New Roman'">disposiciones, </span><span style="font-family:'Times New Roman'">resoluciones administrativas, </span><span style="font-family:'Times New Roman'">acuerdos, </span><span style="font-family:'Times New Roman'">lineamientos y normas técnicas oficiales de carácter federal, estatal y local, incluyendo la Constitución Política.</span>
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<span style="font-family:'Times New Roman'">El artículo 27 de la Constitución Política establece los principios generales que regulan las actividades relacionadas con el petróleo y otros hidrocarburos en México, incluyendo el gas natural.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Históricamente, el artículo 27 prohibía al gobierno mexicano celebrar contratos o conceder concesiones respecto al petróleo y otros hidrocarburos, y establecía que ciertas actividades relacionadas con los hidrocarburos estaban reservadas de manera exclusiva al Estado mexicano. Sin embargo, en 1995, el Congreso de la Unión aprobó una ley (Ley Reglamentaria del Artículo 27 Constitucional en el Ramo del Petróleo) que permitió la participación del sector privado en el transporte, almacenamiento y comercialización de gas natural en México, permitiendo a los inversionistas privados instalar, construir, poseer y operar gasoductos e instalaciones, equipos e infraestructura asociada. Más adelante ese mismo año, el presidente Ernesto Zedillo emitió el Reglamento de Gas Natural, el cual proporcionó disposiciones reglamentarias a la ley recién establecida.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">En 2013, el Congreso de la Unión modificó ciertas disposiciones de la Constitución Política relacionadas con el sector de hidrocarburos, incluyendo el artículo 27. A raíz de dichas modificaciones, el marco jurídico aplicable a los sectores de exploración y producción, transporte y almacenamiento fue modificado en 2014 mediante la promulgación de un nuevo conjunto de leyes y reglamentos, incluyendo la Ley de Hidrocarburos. Consistente con las disposiciones constitucionales modificadas, esta nueva ley mantuvo el concepto de propiedad estatal sobre los hidrocarburos ubicados en el subsuelo del territorio mexicano, pero abrió el sector de hidrocarburos a la participación de inversión privada, sujeta al cumplimiento de ciertos requisitos regulatorios y a la obtención de permisos. El nuevo marco legal permitió al gobierno mexicano adjudicar contratos a empresas del sector privado en el sector de exploración y producción mediante licitaciones públicas, permitió que entidades del sector privado obtuvieran permisos para el procesamiento, refinación, comercialización, transporte, almacenamiento, importación y </span><span style="font-family:'Times New Roman'">exportación de hidrocarburos, y ratificó la posibilidad de participación del sector privado en el transporte, comercialización y venta al público de gas natural.</span>
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<span style="font-family:'Times New Roman'">Posteriormente, en 2014, se emitieron dos reglamentos en relación con la Ley de Hidrocarburos: (i) el Reglamento de la Ley de Hidrocarburos y (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) el Reglamento de las Actividades a que se Refiere el Título Tercero de la Ley de Hidrocarburos. El marco jurídico creado por la Ley de Hidrocarburos, dichos reglamentos y otras reglas, resoluciones y lineamientos emitidos por la CNH y la CRE rigieron los mercados de hidrocarburos en México hasta 2024.</span>
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<span style="font-family:'Times New Roman'">Después de una década de operación bajo el marco legal de 2014, en octubre de 2024 el Congreso de la Unión aprobó una reforma a los artículos 25, 27 y 28 de la Constitución Política. Como parte de esta reforma, PEMEX y la CFE fueron transformadas de “empresas productivas del Estado” a “empresas públicas del Estado”, reforzando su papel estratégico en la política energética nacional y otorgándoles un trato preferencial a lo largo de toda la cadena de valor de los hidrocarburos.</span>
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<span style="font-family:'Times New Roman'">La reforma constitucional de 2024 dio lugar a la promulgación de diversas leyes que, en su mayoría, entraron en vigor tras su publicación simultánea en el DOF el 18 de marzo de 2025:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Ley del Sector de Hidrocarburos, que es el cuerpo normativo principal del sector de gas y petróleo mexicano (hidrocarburos), que incluye las reglas principales que regulan el transporte y comercialización de gas natural por gasoductos. La Ley del Sector de Hidrocarburos sustituyó completamente a la anterior Ley de Hidrocarburos, bajo la cual se otorgaron la mayoría de nuestros permisos de transporte y comercialización de gas natural;</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Ley de la Comisión Nacional de Energía. La CNE reemplaza a los anteriores organismos reguladores independientes, la CRE y la CNH. La CNE consolida la autoridad regulatoria bajo SENER y, a diferencia de sus predecesores, carece de plena independencia regulatoria, lo que representa un </span><span style="font-family:'Times New Roman'; font-size:12pt">retroceso y </span><span style="font-family:'Times New Roman'; font-size:12pt">cambio significativo respecto del marco regulatorio anterior. La CNE opera, con autonomía técnica, operativa, y de decisión, pero ahora está sectorizada al poder ejecutivo del gobierno mexicano </span><span style="font-family:'Times New Roman'; font-size:12pt">mediante </span><span style="font-family:'Times New Roman'; font-size:12pt">SENER con el objetivo de reforzar la soberanía energética nacional. El principal propósito de la CNE es regular, supervisar y sancionar las actividades relacionadas con el sector</span><span style="font-family:'Times New Roman'; font-size:12pt"> energético</span><span style="font-family:'Times New Roman'; font-size:12pt">, incluyendo la concesión y administración de permisos;</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Ley de la Empresa Pública del Estado, Petróleos Mexicanos, que sustituye a la antigua Ley de Petróleos Mexicanos vigente desde agosto de 2014. Tras las reformas constitucionales de 2024, PEMEX dejó de ser una empresa productiva del Estado enfocada en la rentabilidad. En su lugar, PEMEX ha sido recategorizada como una empresa pública del Estado, lo que enfatiza su función de servir al interés público y a la soberanía energética nacional;</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Ley de la Empresa Pública del Estado, Comisión Federal de Electricidad, que sustituye a la antigua Ley de la Comisión Federal de Electricidad vigente desde agosto de 2014. Al igual que en el caso de PEMEX, CFE dejó de ser una empresa productiva y fue recategorizada como una empresa pública del Estado con la misión renovada de brindar “justicia energética” y apoyar el desarrollo sostenible, sirviendo al interés público y enfocándose en alcanzar la soberanía energética nacional. Con la nueva ley, todas las antiguas subsidiarias de CFE (a diferencia de las empresas privadas que estaban categorizadas como afiliadas de CFE bajo el régimen anterior) fueron eliminadas por ministerio de ley y todos sus activos, derechos y obligaciones fueron integrados y asumidos por CFE bajo una estructura centralizada;</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Ley del Sector Eléctrico, que es el principal cuerpo normativo del sector eléctrico mexicano. La Ley del Sector Eléctrico reemplazó en su totalidad a la anterior Ley de la Industria Eléctrica, que había estado en vigor desde agosto de 2014. De conformidad con las reformas constitucionales de 2024 y los términos de esta nueva ley, la CFE tiene la autoridad exclusiva para prestar los servicios de transmisión y distribución de electricidad y para el suministro de energía para servicios básicos. La CFE se beneficia de un derecho de preferencia sobre la participación de inversionistas privados en la generación y comercialización de electricidad, lo que le permite mantener al menos el 54% de la electricidad que se inyecta a la red nacional cada año calendario; y</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Ley de Planeación y Transición Energética la cual reemplazó en su totalidad a la anterior Ley de Transición Energética, que había estado en vigor desde diciembre de 2015</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">es la piedra angular del sector energético reestructurado de México e introduce un enfoque estatal en la política y planeación energética, con un fuerte énfasis en la soberanía nacional. La planeación energética, que ahora es dirigida por SENER, se considera jurídicamente vinculante y, como tal, los actores públicos y privados deben alinear sus actividades con los planes y objetivos nacionales. La nueva ley funciona como un cuerpo legal unificador que vincula la política y planeación energética con los objetivos sociales y ambientales, así como con la participación pública y privada en el sector.</span>
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<span style="font-family:'Times New Roman'">El 3 de octubre de 2025 se emitieron los reglamentos de las leyes anteriores, incluyendo de la Ley del Sector Hidrocarburos y la Ley de Planeación y Transición Energética. Además, se espera que continúen emitiéndose normas, directivas, resoluciones, acuerdos y otras disposiciones regulatorias de implementación por parte </span><span style="font-family:'Times New Roman'">de las</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">autoridades </span><span style="font-family:'Times New Roman'">gubernamentales correspondientes, incluyendo SENER y la CNE.</span>
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<span style="font-family:'Times New Roman'">La nueva Ley del Sector de Hidrocarburos y su Reglamento introducen un modelo centralizado en el que el Estado mexicano, actuando principalmente a través de PEMEX, asume un papel dominante en la exploración, producción, transporte, almacenamiento, distribución y comercialización de hidrocarburos. Se mantiene la participación del sector privado bajo esquemas </span><span style="font-family:'Times New Roman'">específicos, mientras el nuevo marco legal enfatiza las prioridades de desarrollo nacional, la soberanía energética y la trazabilidad en toda la cadena de suministro de hidrocarburos. La nueva regulación también modifica la estructura de los mecanismos de inversión y refuerza aún más la posición preferente del Estado mexicano frente a los participantes privados del mercado. En lo que respecta específicamente al transporte, almacenamiento, distribución y comercialización de gas natural y petrolíferos en México, la Ley del Sector de Hidrocarburos ratifica la posibilidad de participación del sector privado en dichas actividades.</span>
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<span style="font-family:'Times New Roman'">La Ley del Sector de Hidrocarburos y su Reglamento crearon un régimen transitorio mediante el cual los permisos y otras autorizaciones previamente otorgados por la CRE, SENER y CNH al amparo de la legislación anterior, como nuestros permisos de transporte y comercialización de gas natural, reconoce que seguirán siendo válidos y estarán vigentes conforme a los términos y condiciones bajo los cuales fueron originalmente emitidos. En tanto se emitan nuevas disposiciones o normativas para implementar los términos de la Ley del Sector de Hidrocarburos y su Reglamento, la regulación emitida por SENER, </span><span style="font-family:'Times New Roman'">CNE </span><span style="font-family:'Times New Roman'">o CNH antes de su entrada en vigor también seguirá en vigor, salvo que contradiga las disposiciones de la nueva Ley del Sector de Hidrocarburos. Véase “Factores de Riesgo-Riesgos Relacionados con la Regulación - Los cambios al marco legal del sector energético mexicano, incluyendo las Leyes aplicables al transporte de gas natural por ductos, nuestra actividad principal, podrían tener un efecto adverso significativo en nuestro negocio, condición financiera, resultados de operación, flujos de efectivo o perspectivas”.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Términos y Condiciones para la Prestación de los Servicios</span>
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<span style="font-family:'Times New Roman'">El servicio de transporte de gas natural debe prestarse conforme a los Términos y Condiciones para la Prestación de los Servicios (“</span><span style="font-family:'Times New Roman'; text-decoration:underline">TCPS</span><span style="font-family:'Times New Roman'">”)</span><span style="font-family:'Times New Roman'"> que son aprobados por la CNE y se consideran parte del permiso de transporte al que están asociados. Los TCPS deben ser consistentes con la legislación aplicable, los reglamentos y las disposiciones administrativas de carácter general emitidas por SENER o la CNE, y deben considerar principios de acceso abierto y no discriminatorio. Los TCPS son disposiciones autoejecutables que forman parte y deben ser reproducidas en los contratos de servicios de transporte de gas natural que celebramos con nuestros clientes. Cualquier modificación o enmienda a los TCPS debe ser aprobada por la CNE y, una vez aprobada, implica una modificación tácita de nuestros contratos de servicio existentes.</span>
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<span style="font-family:'Times New Roman'">Los TCPS deben reflejar prácticas comunes de la industria e incluir contenidos específicos que se establecen en las reglas administrativas de carácter general emitidas por SENER o la CNE, siendo las más recientes las emitidas por la CRE en agosto de 2018. Estos contenidos incluyen, entre otros: (i) procedimientos, plazos y formatos para la presentación de solicitudes de servicio y para la celebración de contratos, incluyendo contratos de interconexión; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) identificación de condiciones sujetas a negociación entre nosotros y nuestros clientes; (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) alcance y definición de los servicios que ofrecemos; (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) criterios para la asignación de capacidad entre clientes; (v) condiciones para la </span><span style="font-family:'Times New Roman'">renovación de contratos de servicio con clientes existentes; (vi) reglas para la cesión de capacidad por parte de los clientes; (</span><span style="font-family:'Times New Roman'">vii</span><span style="font-family:'Times New Roman'">) condiciones de interconexión, desconexión y reconexión; (</span><span style="font-family:'Times New Roman'">viii</span><span style="font-family:'Times New Roman'">) reglas y procedimientos de medición; (</span><span style="font-family:'Times New Roman'">ix</span><span style="font-family:'Times New Roman'">) procedimientos para medir desbalances, incluyendo el pago de bonificaciones y penalizaciones; (x) procedimientos de nominación, programación y confirmación; (xi) mecanismos de reembolso a clientes por el uso o disposición de su capacidad reservada no utilizada; (</span><span style="font-family:'Times New Roman'">xii</span><span style="font-family:'Times New Roman'">) términos de crédito, facturación y pago; (</span><span style="font-family:'Times New Roman'">xiii</span><span style="font-family:'Times New Roman'">) tarifas máximas reguladas; (</span><span style="font-family:'Times New Roman'">xiv</span><span style="font-family:'Times New Roman'">) condiciones para la suspensión de servicios; (</span><span style="font-family:'Times New Roman'">xvi</span><span style="font-family:'Times New Roman'">) criterios para la terminación de contratos de servicios; (</span><span style="font-family:'Times New Roman'">xvii</span><span style="font-family:'Times New Roman'">) condiciones y procedimientos de alertas críticas y fuerza mayor; (</span><span style="font-family:'Times New Roman'">xviii</span><span style="font-family:'Times New Roman'">) responsabilidad sobre la titularidad del gas natural; (</span><span style="font-family:'Times New Roman'">xix</span><span style="font-family:'Times New Roman'">) condiciones y efectos de la terminación anticipada de contratos de servicios; (</span><span style="font-family:'Times New Roman'">xx</span><span style="font-family:'Times New Roman'">) procedimientos para la recepción de reclamaciones, quejas y emergencias; y (</span><span style="font-family:'Times New Roman'">xxi</span><span style="font-family:'Times New Roman'">) mecanismos de resolución de controversias.</span>
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<span style="font-family:'Times New Roman'">Los TCPS asociados con nuestros permisos de transporte de gas natural son sustancialmente similares entre sí</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Acceso Abierto</span>
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<span style="font-family:'Times New Roman'">Todos nuestros sistemas de transporte de gas natural son ductos de acceso abierto. Por lo anterior, si cualquiera de nuestros sistemas de ductos tiene capacidad disponible no contratada o, si estando contratada, no está siendo utilizada, debemos garantizar acceso abierto y no discriminatorio a dichos sistemas de ductos y a la capacidad disponible o no utilizada a cualquier cliente que solicite servicios de transporte con nosotros, siempre que: (i) celebremos un contrato de servicios de transporte con ese cliente conforme a los TCPS, (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) la capacidad solicitada por ese cliente esté disponible para el servicio específico, y (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) el servicio solicitado por el cliente sea técnica y económicamente viable conforme a las reglas administrativas de carácter general aplicables. En cumplimiento con este principio, debemos divulgar la existencia de capacidad disponible en nuestros sistemas de ductos mediante publicaciones en nuestros boletines electrónicos </span><span style="font-family:'Times New Roman'">de manera permanente y actualizada </span><span style="font-family:'Times New Roman'">para permitir que terceros puedan acceder a dicha capacidad.</span>
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<span style="font-family:'Times New Roman'">Sólo podemos rechazar una solicitud de servicio si nuestros sistemas de ductos no tienen capacidad disponible para atender la solicitud, o si el servicio solicitado no es económicamente factible o técnicamente viable. En términos generales, una solicitud de servicio se considera técnicamente viable cuando los requisitos para su cumplimiento: (i) cumplen, entre otros, con las Normas Oficiales Mexicanas (“</span><span style="font-family:'Times New Roman'; text-decoration:underline">NOMs</span><span style="font-family:'Times New Roman'">”), otras normas técnicas mexicanas y otras reglas administrativas de carácter general aplicables emitidas por alguna autoridad gubernamental competente, y (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) no afectan las condiciones de continuidad, uniformidad, estabilidad y calidad de nuestros servicios a clientes preexistentes. La prueba de viabilidad económica generalmente está asociada con solicitudes de servicio cuyo cumplimiento requiere la construcción de un nuevo sistema de ductos o la expansión de un sistema de ductos existente.</span>
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<span style="font-family:'Times New Roman'">Debido a la naturaleza de acceso abierto de nuestros ductos, tenemos la obligación de extender nuestros sistemas o expandir su capacidad para atender solicitudes de servicio presentadas por nuestros clientes, siempre que tales extensiones o expansiones de capacidad se consideren técnica y económicamente viables</span><span style="font-family:'Times New Roman'"> o bien</span><span style="font-family:'Times New Roman'">, que nuestros clientes celebren con nosotros un contrato de servicios de transporte conforme a los TCPS. Si una solicitud de servicio es técnicamente </span><span style="font-family:'Times New Roman'">viable</span><span style="font-family:'Times New Roman'"> pero, por razones justificadas, no estamos interesados en financiar el costo de las obras asociadas con la extensión o expansión de capacidad de nuestro sistema, el cliente podrá requerirnos que celebremos un contrato de inversión para financiar los costos de la extensión o expansión de capacidad o para llevar a cabo las obras asociadas directa o indirectamente mediante un contratista calificado. Si la infraestructura asociada con la extensión o expansión de capacidad de nuestro sistema es financiada por nosotros, además de modificar nuestro permiso de transporte de gas natural para reflejar la existencia de dicha infraestructura, podremos solicitar un ajuste a nuestras tarifas máximas reguladas para reflejar nuestros costos. En paralelo con cualquier extensión o incremento de capacidad, debemos llevar a cabo un proceso de temporada abierta para identificar clientes interesados que permitan optimizar la capacidad del sistema.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Tarifas</span>
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<span style="font-family:'Times New Roman'; text-decoration:underline">Tarifas Máximas Reguladas</span>
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<span style="font-family:'Times New Roman'">El transporte de gas natural en México está sujeto a tarifas máximas reguladas que deben ser aprobadas por la CNE. Estas tarifas están reguladas actualmente por una metodología que fue aprobada por la CRE en 2007. Las tarifas máximas reguladas se aprueban al otorgarse los permisos de transporte de gas natural y, posteriormente, deben ser calculadas y aprobadas por la CNE (como sucesora de la CRE) cada cinco años</span><span style="font-family:'Times New Roman'"> o bien, ajustadas por inflación y tipo de cambio de manera anual a solicitud del interesado</span><span style="font-family:'Times New Roman'">. Cada revisión quinquenal de nuestras tarifas máximas reguladas se realiza con base en nuestro plan de negocios (incluyendo nuestro programa de inversiones) y nuestros requerimientos de ingreso asociados previstos para el </span><span style="font-family:'Times New Roman'">periodo</span><span style="font-family:'Times New Roman'"> quinquenal inmediatamente siguiente. Los requisitos, presentaciones, términos, condiciones y tiempos del proceso de revisión quinquenal se establecen en la metodología de 2007.</span>
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<span style="font-family:'Times New Roman'">Además de los ajustes a las tarifas máximas reguladas que resultan del proceso de revisión quinquenal, dichas tarifas están sujetas a ajustes anuales para reflejar los efectos de la inflación y las variaciones en el tipo de cambio. Las tarifas máximas reguladas también pueden ajustarse anualmente para reflejar costos que se consideran transferibles a los clientes conforme a las disposiciones aplicables, incluyendo costos derivados de cambios en impuestos federales o locales, siempre que no hayan sido incluidos en el cálculo de las tarifas máximas reguladas aprobadas. Otros costos transferibles incluyen aquellos que resultan de pérdidas operativas, con ciertas limitaciones.</span>
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<span style="font-family:'Times New Roman'">Las tarifas máximas reguladas también pueden ajustarse para reflejar los efectos de eventos extraordinarios, incluyendo la incurrencia en gastos extraordinarios para mitigar contingencias no consideradas en el plan de negocios que estén asociadas con la integridad del derecho de vía del gasoducto o con la seguridad del sistema de ductos, o los efectos de cambios regulatorios, específicamente derivados de la emisión o modificación de las </span><span style="font-family:'Times New Roman'">NOMs</span><span style="font-family:'Times New Roman'"> aplicables.</span>
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<span style="font-family:'Times New Roman'">Todos los ajustes a las tarifas máximas reguladas deben ser aprobados por la CNE</span><span style="font-family:'Times New Roman'"> y entran en vigor cinco días hábiles posterior a su publicación en el Diario Oficial de la Federación</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'">Nuevas tarifas máximas reguladas pueden ser autorizadas por la CNE para incluir tarifas por nuevos servicios o grupos tarifarios, en cada caso si tales servicios o grupos no fueron considerados en las tarifas máximas reguladas aprobadas.</span>
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<span style="font-family:'Times New Roman'; text-decoration:underline">Tarifas Convencionales</span>
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<span style="font-family:'Times New Roman'">Sin perjuicio de nuestras tarifas máximas reguladas, podemos otorgar descuentos a nuestros clientes o convenir tarifas convencionales, sujetas a ciertas condiciones. En principio, salvo en determinadas circunstancias, las tarifas convencionales deben ser inferiores a las tarifas máximas reguladas autorizadas por la CNE, pero en ningún caso pueden ser inferiores al costo variable del servicio correspondiente. Los contratos de servicios de transporte celebrados con base en tarifas convencionales deben incluir una referencia a la tarifa máxima regulada aplicable al servicio en cuestión y deben registrarse ante la CNE.</span>
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<span style="font-family:'Times New Roman'; text-decoration:underline">Contratos de Transporte con CFE</span>
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<span style="font-family:'Times New Roman'">La CFE es nuestra contraparte en ciertos contratos de servicios de transporte a largo plazo. Conforme a la regulación aplicable, la CFE califica como usuario ancla, es decir, una parte que, mediante la firma de un contrato preliminar vinculante, se compromete a contratar servicios de transporte a largo plazo para respaldar el desarrollo de nueva infraestructura. Como resultado de su calidad de usuario ancla, aplicamos una estructura tarifaria preferencial, dada la certidumbre financiera que dicho compromiso proporciona para la </span><span style="font-family:'Times New Roman'">bancabilidad</span><span style="font-family:'Times New Roman'"> y ejecución de nuestros proyectos.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Compresión</span>
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<span style="font-family:'Times New Roman'">Dos de nuestras subsidiarias participan en el negocio de servicios de compresión de nuestras operaciones.</span>
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<span style="font-family:'Times New Roman'">Esentia </span><span style="font-family:'Times New Roman'">Compression</span><span style="font-family:'Times New Roman'"> Solutions, S. de R.L. de C.V., que proporciona servicios de compresión de gas natural bajo un contrato de servicios de compresión de largo plazo con Esentia </span><span style="font-family:'Times New Roman'">Comercializadora de GN, S. de R.L. de C.</span><span style="font-family:'Times New Roman'">V</span><span style="font-family:'Times New Roman'">. Estos servicios se prestan para </span><span style="font-family:'Times New Roman'">optimizar</span><span style="font-family:'Times New Roman'"> las </span><span style="font-family:'Times New Roman'">necesidades de transporte por ducto o procesamiento de gas natural y están estructurados bajo esquemas contractuales de corto o mediano plazo, lo que proporciona flexibilidad para el despliegue de activos de compresión móviles o fijos, según los requerimientos del cliente.</span>
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<span style="font-family:'Times New Roman'">Estación de Compresión Soto La Marina, S.A.P.I. de C.V., que opera bajo un contrato de servicios de compresión de largo plazo con la CFE. Este contrato contempla el diseño, la instalación, la operación y el mantenimiento de infraestructura de compresión para apoyar el sistema de transporte de gas natural de</span><span style="font-family:'Times New Roman'">l Sistema </span><span style="font-family:'Times New Roman'">de Transporte </span><span style="font-family:'Times New Roman'">y Almacenamiento </span><span style="font-family:'Times New Roman'">Nacional</span><span style="font-family:'Times New Roman'"> Integrado</span><span style="font-family:'Times New Roman'"> de Gas Natural que proporciona el servicio de transporte a</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">la CFE.</span>
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<span style="font-family:'Times New Roman'">Estas dos subsidiarias no están obligadas a contar con ningún permiso de compresión de SENER ni de la CNE, considerando que los sistemas de compresión no se encuentran dentro de los supuestos para ser una actividad permisionada en términos de la regulación aplicable en materia de hidrocarburos.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Comercialización y Restricciones de Participación Cruzada</span>
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<span style="font-family:'Times New Roman'">Bajo la nueva Ley del Sector de Hidrocarburos y su Reglamento, la comercialización de gas natural, gasolina y diésel como actividad regulada, requiere un permiso emitido por la CNE. Este era también el caso bajo la antigua Ley de Hidrocarburos, en virtud de la cual en 2015 obtuvimos un permiso para nuestra subsidiaria Esentia Comercializadora de GN, S. de R.L. de C.V. (anteriormente conocida como Cía. Comercializadora de Hidrocarburos y Gas Natural, S. de R.L. de C.V.).</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Debido a la naturaleza de acceso abierto de nuestros sistemas de ductos, los titulares de permisos de transporte de gas natural no pueden comercializar el gas natural que transportan.</span>
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<span style="font-family:'Times New Roman'">La nueva Ley del Sector de Hidrocarburos y su Reglamento establecen restricciones de participación cruzada aplicables a los titulares de permisos de transporte y comercialización de acceso abierto</span><span style="font-family:'Times New Roman'">, cuya </span><span style="font-family:'Times New Roman'">restricción</span><span style="font-family:'Times New Roman'"> se establece desde la Ley de Hidrocarburos</span><span style="font-family:'Times New Roman'">. No obstante, la CNE puede autorizar dicha participación cruzada, quien deberá contar con una opinión previa favorable de la autoridad en materia de competencia, sujeta a que tal participación cruzada no afecte la competencia, eficiencia o el acceso abierto efectivo en el mercado. Estos requisitos</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">deben</span><span style="font-family:'Times New Roman'"> cumplirse garantizando operaciones independientes o mediante la implementación de mecanismos legales y corporativos para evitar la intervención en las operaciones y administración (por ejemplo, muros corporativos). Conforme a las disposiciones aplicables, pueden requerirse: (1) separación legal estricta de actividades autorizadas</span><span style="font-family:'Times New Roman'">, </span><span style="font-family:'Times New Roman'">la separación funcional, operativa y contable; (2) limitaciones a la participación en el capital social de una empresa</span><span style="font-family:'Times New Roman'"> y</span><span style="font-family:'Times New Roman'">; (3) límites máximos de participación para agentes económicos que participan en el mercado de comercialización</span><span style="font-family:'Times New Roman'">. Nuestros</span><span style="font-family:'Times New Roman'"> activos</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">relacionados a</span><span style="font-family:'Times New Roman'"> los</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">sistemas de transporte de gas natural</span><span style="font-family:'Times New Roman'"> están sujetos a regulación por </span><span style="font-family:'Times New Roman'">participación cruzada; por lo tanto, se han obtenido las debidas autorizaciones para dichos activos y se ha cumplido con la regulación aplicable.</span>
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<span style="font-family:'Times New Roman'">Desde 2016, Esentia Energy </span><span style="font-family:'Times New Roman'">Systems</span><span style="font-family:'Times New Roman'"> ha recibido múltiples opiniones favorables por parte de la extinta COFECE respecto de la estructura de participación cruzada de sus afiliadas involucradas en el transporte y comercialización de gas natural. En mayo de 2025, la extinta COFECE reafirmó su posición favorable al aprobar un incremento en la capacidad reservada dentro de los sistemas de transporte del grupo. Asimismo, se han otorgado las autorizaciones correspondientes en materia de participación cruzada por parte de la CNE (anteriormente CRE), habiéndose presentado la solicitud de actualización más reciente en junio de 2025, la cual </span><span style="font-family:'Times New Roman'">fue aprobada el pasado 11 de marzo de 2026 mediante la sesión del órgano de gobierno de la CNE y se encuentra en espera de la notificación del resolutivo. </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Servidumbres legales en materia de Hidrocarburos. </span>
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<span style="font-family:'Times New Roman'">La Ley del Sector Hidrocarburos y su Reglamento establecen un mecanismo que permite a los permisionarios de transporte de gas natural por ducto asegurar derechos reales y/o personales sobre inmuebles destinados a sus actividades. Este mecanismo consiste primeramente en un procedimiento de negociación directa con los propietarios de los terrenos sobre los cuales se pretende localizar el gasoducto correspondiente. Si las partes no llegan a un acuerdo, el permisionario puede solicitar la constitución de una servidumbre legal sobre los terrenos respectivos que le confiere el derecho de tránsito, transporte, conducción y almacenamiento de materiales, así como de construcción, instalación, mantenimiento y supervisión de la infraestructura necesaria para las actividades amparadas por un permiso. Estas servidumbres pueden constituirse por la vía jurisdiccional o administrativa y su duración no puede exceder la vigencia del permiso correspondiente.</span>
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<span style="font-family:'Times New Roman'">El procedimiento para la constitución de una servidumbre legal en materia de hidrocarburos prevé </span><span style="font-family:'Times New Roman'">que</span><span style="font-family:'Times New Roman'"> dentro de los 30 días siguientes a la notificación de interés para el uso, goce o afectación del inmueble, emitida por el permisionario al propietario del terreno, el permisionario podrá: (i) promover ante juez o tribunal competente la constitución de la servidumbre legal de hidrocarburos, o (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) solicitar la mediación de la Secretaría de Desarrollo Agrario, Territorial y Urbano (SEDATU).</span>
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<span style="font-family:'Times New Roman'">Si en el procedimiento de mediación no se logra un acuerdo dentro de los 30 días posteriores a la propuesta de contraprestación, conforme al procedimiento previsto en la Ley del Sector de Hidrocarburos y su Reglamento, el interesado podrá solicitar a la SEDATU que someta el asunto a consideración del Ejecutivo Federal para la constitución de la servidumbre por vía administrativa.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Autoridades Regulatorias y de Supervisión (No Ambientales)</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Secretaría de Energía (SENER)</span>
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<span style="font-family:'Times New Roman'">SENER es la secretaría federal responsable de la política energética de México y de supervisar el desarrollo e implementación de la planeación energética de largo plazo del país. En virtud del nuevo marco constitucional y legal adoptado en 2024, a la SENER se le otorgaron facultades ampliadas en los sectores de hidrocarburos y electricidad, consolidando su rol como la autoridad central para la planeación estratégica, la soberanía energética y la coordinación entre entidades regulatorias y operativas.</span>
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<span style="font-family:'Times New Roman'">En el sector de hidrocarburos, SENER es responsable de definir la política energética nacional. SENER conserva la autoridad sobre las actividades de exploración, extracción y producción de hidrocarburos, la creación de sistemas integrados, el comercio exterior, la gestión de la información y la transparencia, entre otras, y desempeña un papel clave en la planeación logística nacional de petrolíferos y gas natural.</span>
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<span style="font-family:'Times New Roman'">Además, SENER también está facultada para emitir lineamientos administrativos, estrategias sectoriales y planes nacionales (como el Plan Quinquenal de Infraestructura de Hidrocarburos) que obligan a </span><span style="font-family:'Times New Roman'">autoridades </span><span style="font-family:'Times New Roman'">regulatorias como la CNE, e informan la participación del sector privado.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Como órgano director y decisor frente a la CNE, SENER mantiene un rol de supervisión y coordinación, particularmente en la alineación de regulaciones técnicas y en la implementación de políticas de transición energética.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Comisión Nacional de Energía (CNE)</span>
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<span style="font-family:'Times New Roman'">La CNE es una entidad administrativa sectorizada a la SENER, con independencia técnica, operativa, de gestión y de decisión. La CNE es nuestra principal autoridad regulatoria. </span>
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<span style="font-family:'Times New Roman'">La CNE asumió la mayoría de las funciones regulatorias que previamente ostentaba la ahora extinta CRE, incluyendo la regulación y supervisión de actividades </span><span style="font-family:'Times New Roman'">de</span><span style="font-family:'Times New Roman'"> transporte y almacenamiento en el sector de hidrocarburos. Estas funciones incluyen actuar como la autoridad principal responsable de otorgar permisos </span><span style="font-family:'Times New Roman'">de </span><span style="font-family:'Times New Roman'">transporte, comercialización, distribución y almacenamiento de gas natural, petrolíferos y petroquímicos en México.</span>
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<span style="font-family:'Times New Roman'">De conformidad tanto con la Ley de la CNE como con la nueva Ley del Sector de Hidrocarburos, la CNE tiene amplias facultades regulatorias sobre actividades que incluyen el almacenamiento, regasificación, transporte, distribución, procesamiento, licuefacción, compresión, descompresión y comercialización de gas natural y petrolíferos. Estas facultades abarcan la aprobación y emisión de los TCPS, así como la emisión de lineamientos para el cálculo de las tarifas aplicables a dichos servicios.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Comisión Federal de Competencia Económica (COFECE) y la autoridad sucesora</span>
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<span style="font-family:'Times New Roman'">La COFECE era un órgano constitucional autónomo del gobierno mexicano con autoridad para vigilar, promover y garantizar la competencia en México en relación con diversas actividades económicas, incluidas las relacionadas con el sector de hidrocarburos y la industria eléctrica. Entre sus funciones se encontraban el análisis y autorización de concentraciones y la prevención y sanción de prácticas anticompetitivas. Tras la promulgación de la reforma constitucional de 2024 en relación con la simplificación orgánica del Estado Mexicano, comenzó la transición para sustituir a la COFECE. En cumplimiento de dicha reforma, el 16 de julio de 2025 se publicó en el Diario Oficial de la Federación la reforma a la Ley Federal de Competencia Económica (LFCE) que designa la creación de la Comisión Nacional Antimonopolio (CNA), organismo público descentralizado sectorizado a la Secretaría de Economía, con personalidad jurídica y patrimonio propio, autonomía de gestión y dotado de</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">independencia técnica y operativa en sus decisiones, organización y funcionamiento, que asumió las funciones de la COFECE y del IFT en materia de competencia económica. La reforma a la LFCE se encuentra en vigor toda vez que los comisionados del pleno de la CNA han sido designados por la titular del Ejecutivo y ratificados por el Senado.</span>
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<span style="font-family:'Times New Roman'">En consonancia con este marco transitorio, la nueva Ley del Sector de Hidrocarburos hace referencia de manera genérica a la “autoridad competente en materia de competencia” en todas las disposiciones relacionadas con temas de competencia económica.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">A diferencia de las disposiciones de la anterior Ley de Hidrocarburos, la nueva Ley del Sector de Hidrocarburos autoriza a la CNE a emitir nuevas Leyes para desarrollar mercados competitivos en el sector de hidrocarburos, las cuales pueden incluir restricciones de agrupamiento, limitaciones a la participación accionaria y límites a la participación de operadores económicos en actividades comerciales. Estas Leyes pueden emitirse sin la aprobación previa de la autoridad en materia de competencia; sin embargo, la CNE podrá, no obstante, solicitar una opinión no vinculante de dicha autoridad durante el proceso regulatorio.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Centro Nacional de Control del Gas Natural (CENAGAS)</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">CENAGAS es un organismo público descentralizado del Gobierno Federal Mexicano, sectorizado a la SENER. La principal responsabilidad de CENAGAS, a partir de la Reforma Energética de 2014, es gestionar y administrar el SISTRANGAS, el cual era previamente propiedad de PEMEX Gas y Petroquímica Básica, que era una subsidiaria de PEMEX. </span><span style="font-family:'Times New Roman'">Uno</span><span style="font-family:'Times New Roman'"> de nuestros activos </span><span style="font-family:'Times New Roman'">forma</span><span style="font-family:'Times New Roman'"> parte del SISTRANGAS.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">CENAGAS es responsable de coordinar el desarrollo de la infraestructura de almacenamiento y de licitar proyectos estratégicos mediante mecanismos de asignación de capacidad. SENER también estableció que, a partir de octubre de 2018, los titulares de permisos de transporte y </span><span style="font-family:'Times New Roman'">almacenamiento están obligados a presentar informes semanales de consumo e inventarios de gas natural ante la CRE y, tras su disolución, ante la CNE.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">En enero de 2019, la CRE aprobó los TCPS de CENAGAS respecto a su permiso como gestor independiente del SISTRANGAS, los cuales regulan la prestación del servicio de gestión, administración y operación del SISTRANGAS a cargo de CENAGAS. Al ser parte del SISTRANGAS, dichos TCPS son aplicables a algunos de nuestros activos.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Instituto Nacional de Antropología e Historia (INAH)</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">El INAH es un organismo descentralizado de la actual Secretaría de Cultura y fue fundado en 1939; su objetivo es garantizar la investigación, protección y difusión del patrimonio prehistórico, arqueológico, antropológico, histórico y paleontológico de México.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">De conformidad con lo dispuesto en la Ley Federal sobre Monumentos y Zonas Arqueológicos, Artísticos e Históricos, para la construcción de nuevos proyectos es necesario contar con la “Autorización de obras en zonas de monumentos arqueológicos o en las que se presuma su existencia.”</span>
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<span style="font-family:'Times New Roman'">En septiembre de 2019, se actualizó el procedimiento INAH 05-001 para establecer que, en caso de que la construcción implique obras de infraestructura de mayor tamaño, como gasoductos, se deberá llevar a cabo el procedimiento sin excepción, dado que el área de afectación es mayor y, en consecuencia, la probabilidad de daño al patrimonio es más alta.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">A la fecha, contamos con las autorizaciones de liberación arqueológica requeridas para nuestros gasoductos. Adicionalmente, cuando un proyecto se propone para financiamiento, se requiere cumplir con los Principios </span><span style="font-family:'Times New Roman'">de</span><span style="font-family:'Times New Roman'"> Ecuador y los estándares de desempeño de la IFC, los cuales incluyen estándares de protección del patrimonio cultural.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Otras Disposiciones Relevantes</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Nuestras operaciones comerciales están sujetas a otras normas relevantes para nuestro negocio, incluidas leyes estatales y municipales, así como disposiciones en materia de construcción y protección civil.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Por ejemplo, en mayo de 2017 se emitieron las Disposiciones para que los asignatarios, contratistas y permisionarios proporcionen información sobre el contenido nacional en las actividades que realicen en la industria de hidrocarburos. A partir de abril de 2019, conforme a dichas disposiciones, los titulares de permisos para el almacenamiento, distribución, transporte y comercialización de hidrocarburos, petrolíferos y petroquímicos deben reportar trimestralmente a la Secretaría de Economía el contenido nacional y extranjero de los: (i) activos terminados </span><span style="font-family:'Times New Roman'">adquiridos; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) servicios contratados; (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) fuerza laboral; (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) capacidad; (v) gastos efectuados por transferencia de tecnología; y (vi) gastos efectuados para la construcción de infraestructura con fines sociales.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Durante 2019, se informó a la Secretaría de Economía del contenido nacional de nuestros 15 activos relacionados con la industria de hidrocarburos. El 23 de enero de 2020, la Secretaría de Economía modificó las disposiciones de contenido nacional, en particular eliminando la obligación del permisionario de reportar su contenido nacional cada cinco años, estableciendo que solo será reportado en caso de que la autoridad lo requiera respecto del periodo que determine, el cual no podrá exceder el periodo de cinco años.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">En diciembre de 2017, SENER publicó en el DOF la Política Pública de Almacenamiento Mínimo de Petrolíferos (excepto GNL), que estableció las obligaciones de los comercializadores y distribuidores de petrolíferos de mantener un inventario estratégico mínimo de cinco días de ventas de cada uno de los petrolíferos comercializados a partir de 2020. Dichas obligaciones aumentaron a 11 días en 2025. Al menos el 50% de los inventarios mínimos deberán almacenarse en las terminales que habitualmente abastecen a las estaciones de servicio mediante camiones cisterna. La Política Pública también estableció </span><span style="font-family:'Times New Roman'">que</span><span style="font-family:'Times New Roman'"> a partir de abril de 2018, los titulares de permisos en toda la cadena de valor (almacenamiento, ventas, distribución, expendio al público, refinación) deberán presentar reportes semanales detallando producción, importaciones, exportaciones y ventas del producto a la CRE y ahora a la CNE.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">En diciembre de 2019, SENER publicó una modificación a la Política para permitir la venta de cinco días de inventario mínimo de gasolina y diésel, y 1.5 días de inventario mínimo de turbosina, a nivel nacional, del 1 de julio de 2020 al 31 de diciembre de 2025. La obligación será revisada cada cinco años, en la medida en que se desarrolle el mercado nacional o según lo considere necesario SENER.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">El artículo 28 del Código Fiscal de la Federación fue reformado en junio de 2018. Como resultado, los titulares de permisos para el almacenamiento, distribución, transporte y venta de hidrocarburos y productos petrolíferos deben contar con equipos de cómputo y programas informáticos para llevar controles volumétricos, así como opiniones emitidas por laboratorios autorizados por el Servicio de Administración Tributaria de México (SAT). </span><span style="font-family:'Times New Roman'">Sin embargo, fue hasta 2023, cuando se </span><span style="font-family:'Times New Roman'">autorizaron los </span><span style="font-family:'Times New Roman'">laboratorios o terceros aprobados para verificar y dictaminar los certificados de cumplimiento de controles volumétricos. </span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Durante 2019, la CRE publicó el acuerdo que define las causas justificadas por las que el plazo del 31 de diciembre de 2019 puede ser prorrogado, para demostrar a la CRE </span><span style="font-family:'Times New Roman'">(</span><span style="font-family:'Times New Roman'">ahora a la CNE</span><span style="font-family:'Times New Roman'">) </span><span style="font-family:'Times New Roman'">la entrada en operación comercial de la capacidad total en los proyectos legados.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Ley General de Responsabilidades Administrativas</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">El marco legal que creó el Sistema Nacional Anticorrupción de México fue publicado en el DOF el 18 de julio de 2016. Este marco legal implementó la reforma constitucional de 2015 en materia de anticorrupción y está compuesto por varias leyes secundarias, incluida la Ley General de Responsabilidades Administrativas. La Ley General de Responsabilidades Administrativas entró en vigor el 19 de julio de 2017. Estamos sujetos a dicha Ley respecto de cualquier actividad que requiera la obtención de un permiso o concesión, procesos de contratación pública, y/o cualquier otro procedimiento administrativo tramitado ante una entidad gubernamental.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Específicamente, la ley mencionada regula faltas administrativas que pueden ser cometidas por personas físicas que actúen en nombre o representación de una empresa y pretendan obtener beneficios para la misma mediante su conducta. En este sentido, la ley exige a las empresas contar con una política de integridad como mecanismo para prevenir conductas relacionadas con la corrupción, la cual incluye varios elementos, tales como:</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Un manual de organización y procedimientos que delimite las funciones y responsabilidades de cada uno de sus departamentos y especifique claramente las distintas cadenas de mando y liderazgo en toda la estructura.</span>
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<span style="font-family:'Times New Roman'">Un código de conducta debidamente publicado y socializado entre todos los miembros de la organización.</span>
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<span style="font-family:'Times New Roman'">Sistemas adecuados y eficientes de control, vigilancia y auditoría.</span>
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<span style="font-family:'Times New Roman'">Procesos adecuados de denuncia y sanción.</span>
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<span style="font-family:'Times New Roman'">Sistemas y procesos adecuados de entrenamiento y capacitación.</span>
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<span style="font-family:'Times New Roman'">Políticas de recursos humanos que impidan el ingreso de personas que representen un riesgo para la integridad de la empresa.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Mecanismos que aseguren la transparencia y publicidad de sus intereses en todo momento.</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">La Ley General de Responsabilidades Administrativas también establece disposiciones y lineamientos para investigar y sancionar a las empresas por la comisión de faltas administrativas relacionadas con la indebida participación en procedimientos administrativos, tráfico de influencias, soborno, desvío de recursos públicos, contratación de exservidores públicos dentro de un cierto periodo, colusión en licitaciones públicas (incluidos procedimientos convocados por entidades extranjeras) y el uso de información falsa para solicitar un permiso, autorización o concesión administrativa, entre otros.</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">La Ley General de Responsabilidades Administrativas establece procedimientos administrativos para la investigación de responsabilidades administrativas. Conforme a dicha ley, la Secretaría de la Función Pública del Gobierno Federal y las Secretarías estatales serán responsables de investigar, sustanciar y sancionar las faltas no graves, mientras que la Auditoría Superior de la Federación y las auditorías locales serán responsables de investigar y sustanciar los procedimientos administrativos de faltas consideradas graves.</span>
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<span style="font-family:'Times New Roman'">Las faltas administrativas cometidas por particulares estarán sujetas a la jurisdicción del Tribunal Federal de Justicia Administrativa, el cual ahora cuenta con una sala especializada para tramitar acciones graves de corrupción, y está facultado para imponer las sanciones correspondientes.</span>
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<span style="font-family:'Times New Roman'">La Ley General de Responsabilidades Administrativas prevé lo siguiente en cuanto al alcance de las sanciones que pueden imponerse a las empresas por la comisión de faltas administrativas relacionadas con corrupción: (i) multas de hasta el doble de los beneficios obtenidos por la empresa en el acto ilícito o de 1,000 a 1,500,000 veces la unidad de medida y actualización; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) inhabilitación para participar en procedimientos de contratación pública por un mínimo de tres meses y hasta diez años; (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) suspensión de todas las actividades comerciales de la empresa por un mínimo de tres meses y hasta diez años; (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) disolución de la empresa; y (v) indemnización por el daño causado al erario público federal y/o a entidades federales, locales o municipales.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Asuntos Ambientales</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Regulación Ambiental</span>
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<span style="font-family:'Times New Roman'">Nuestras operaciones están sujetas a Leyes ambientales, de protección civil y desarrollo urbano federales, estatales y municipales, así como disposiciones administrativas de carácter general respecto a la seguridad operacional e industrial. La distribución de competencias en materia ambiental entre las autoridades gubernamentales a nivel federal, estatal y municipal se basa en una “fórmula residual” prevista en la Constitución Política, que establece que los asuntos no expresamente reservados a las autoridades federales corresponden a los gobiernos estatales y/o municipales, también conocida como jurisdicción concurrente. </span>
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<span style="font-family:'Times New Roman'">Aunque los proyectos de hidrocarburos están regulados principalmente bajo jurisdicción federal, ciertos asuntos ambientales específicos, como la gestión de residuos sólidos urbanos, la apertura de nuevos caminos de acceso, el uso del suelo, la construcción, los asuntos de protección civil, recaen bajo jurisdicción estatal o municipal. Como resultado de la nueva regulación del sector de hidrocarburos, los asuntos de manejo especial de residuos, el registro de pólizas de seguro de responsabilidad civil y ambiental, entre otros, pasaron a la jurisdicción federal y su regulación y gestión están bajo la competencia de la ASEA.</span>
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<span style="font-family:'Times New Roman'">Las principales leyes ambientales en México aplicables a nuestro negocio son la Ley General del Equilibrio Ecológico y Protección al Ambiente, la Ley General para la Prevención y Gestión Integral de los Residuos, la Ley de Aguas Nacionales, la Ley General de Desarrollo Forestal Sustentable, la Ley General de Bienes Nacionales, la Ley General de Cambio Climático, la Ley Federal de Responsabilidad Ambiental y la Ley de la Agencia Nacional de Seguridad Industrial y de Protección al Medio Ambiente del Sector Hidrocarburos (“</span><span style="font-family:'Times New Roman'; text-decoration:underline">LASEA</span><span style="font-family:'Times New Roman'">”). De conformidad con estas leyes, se han promulgado Leyes en materias como impacto ambiental y riesgos industriales y operativos, cambio de uso de suelo, emisiones de ruido, emisiones atmosféricas, prevención y control de emisiones de metano, sistema de comercio de emisiones, uso de aguas nacionales y descargas de aguas residuales en cuerpos de agua nacionales, residuos peligrosos, manejo de residuos especiales y sólidos, a las cuales están sujetas nuestras actividades.</span>
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<span style="font-family:'Times New Roman'">Nuestro negocio también puede estar sujeto a otras Leyes y requisitos técnicos relacionados con la protección ambiental como la Ley General de Salud, el Reglamento Federal de Seguridad y Salud en el Trabajo, la Ley de Vertimientos en Zonas Marinas Mexicanas y el Código Penal Federal, la NOM-</span><span style="font-family:'Times New Roman'">020</span><span style="font-family:'Times New Roman'">-ASEA-</span><span style="font-family:'Times New Roman'">2024</span><span style="font-family:'Times New Roman'"> Transporte de gas natural por medio de ductos, y ciertas disposiciones administrativas de carácter general emitidas por la ASEA.</span>
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<span style="font-family:'Times New Roman'">Asimismo, también pueden ser aplicables las Leyes y ordenamientos de planeación en materia de desarrollo urbano y protección civil, los cuales son emitidos por los gobiernos estatales y municipales por donde atraviesan nuestros ductos. El incumplimiento de las Leyes y otros estándares técnicos, pueden resultar en la realización de acciones de cumplimiento por parte de las autoridades gubernamentales correspondientes que podrían resultar, entre otras cosas, en la imposición de multas y sanciones administrativas, ambientales y penales; revocación de autorizaciones, concesiones, licencias, permisos o registros; arrestos administrativos, embargo de equipos y maquinaria; y en ciertos casos, el cierre temporal o permanente, total o parcial, de instalaciones e incluso prisión cuando las infracciones se clasifiquen como delitos ambientales o de gestión ambiental, así como en obligaciones de remediación, reparación o compensación en materia de responsabilidad civil o ambiental.</span>
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<span style="font-family:'Times New Roman'">En particular, la Ley Federal de Responsabilidad Ambiental de México, promulgada el 7 de julio de 2013, regula la responsabilidad ambiental por daños al medio ambiente incluyendo remediación ambiental y compensación. En caso de acción u omisión intencional e ilícita, la parte responsable puede ser multada hasta por </span><span style="font-family:'Times New Roman'">el equivalente a 70,</span><span style="font-family:'Times New Roman'">599</span><span style="font-family:'Times New Roman'"> millones de </span><span style="font-family:'Times New Roman'">Pesos</span><span style="font-family:'Times New Roman'"> en </span><span style="font-family:'Times New Roman'">2026</span><span style="font-family:'Times New Roman'">, independientemente de las acciones para reparar o compensar los daños. Este régimen de responsabilidad ambiental es independiente de los regímenes de responsabilidad administrativa, civil o penal.</span>
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<span style="font-family:'Times New Roman'">La responsabilidad ambiental puede ser atribuida a cualquier empresa por la conducta de nuestros representantes, gerentes, directores, empleados o funcionarios que tengan dominio operativo sobre nuestras actividades. El plazo de prescripción para reclamar responsabilidad ambiental es de 12 </span><span style="font-family:'Times New Roman'">años a partir de la fecha en que ocurrió el daño ambiental. La ley permite que las partes interesadas resuelvan controversias mediante mecanismos alternativos de solución de conflictos, siempre que no se afecte el interés público ni los derechos de terceros.</span>
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<span style="font-family:'Times New Roman'">Nuestros proyectos operan bajo licencias, permisos, autorizaciones, concesiones y registros emitidos en virtud de leyes ambientales, de protección civil y de desarrollo urbano. Seguimos políticas y procedimientos internos para asegurar el debido cumplimiento de las Leyes y permisos aplicables. Actualizamos nuestros permisos, autorizaciones, licencias, concesiones y registros periódicamente y evaluamos su validez, incluyendo la modificación, renovación, extensión o terminación de dichos permisos conforme a los términos y condiciones de las resoluciones. En caso de que como resultado de dichas evaluaciones se requiera tomar acciones para renovar, mantener, transferir u obtener cualquier permiso, autorización, licencia o aprobación, tomamos todas las medidas necesarias para mantenerlos vigentes. Actualmente no existen procedimientos legales o administrativos materiales pendientes contra nuestras empresas con respecto a asuntos</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">de protección civil y desarrollo urbano.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Impacto y Riesgo Ambiental</span>
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<span style="font-family:'Times New Roman'">De acuerdo con la LGEEPA, el permiso principal para el desarrollo de un proyecto en México es la autorización de impacto ambiental, que es la evaluación inicial de todos los posibles impactos ambientales que puedan resultar de la preparación del sitio, construcción, operación, mantenimiento y desmantelamiento de cualquier proyecto, así como las medidas de mitigación necesarias para compensar dichos impactos. A partir del 12 de agosto de 2014, los proyectos asociados con la industria de hidrocarburos, incluidos los ductos de transporte de gas, son evaluados por la ASEA en materia de impacto ambiental y riesgos, manejo de residuos (incluidos residuos peligrosos y residuos de manejo especial) y permisos específicos del sector hidrocarburos relacionados con la seguridad operativa e industrial. Los proyectos desarrollados antes del 12 de agosto de 2014 mantienen la validez de sus autorizaciones de impacto ambiental sin necesidad de esta evaluación por parte de la ASEA.</span>
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<span style="font-family:'Times New Roman'">De conformidad con la LGEEPA, ciertas actividades consideradas de “alto riesgo”, como el uso</span><span style="font-family:'Times New Roman'">, transporte o empleo</span><span style="font-family:'Times New Roman'"> de gas natural, requieren una evaluación de riesgo ambiental que normalmente se presenta junto con la evaluación de impacto ambiental ante </span><span style="font-family:'Times New Roman'">la</span><span style="font-family:'Times New Roman'"> ASEA</span><span style="font-family:'Times New Roman'">, la cual describe los riesgos potenciales y escenarios de riesgo derivados del uso de una o más sustancias enlistadas y su interacción con el medio ambiente, la población y las operaciones industriales.</span>
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<span style="font-family:'Times New Roman'">La evaluación de riesgo ambiental ya sea evaluada por sí sola o </span><span style="font-family:'Times New Roman'">conjuntamente con</span><span style="font-family:'Times New Roman'"> la evaluación de impacto ambiental, requiere la aprobación por parte de </span><span style="font-family:'Times New Roman'">la ASEA </span><span style="font-family:'Times New Roman'">de un programa de prevención de accidentes que establezca los planes de acción específicos, protocolos de respuesta a emergencias y medidas generales a implementar en caso de emergencia contemplada en la evaluación de riesgo ambiental.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Cambio de Uso de Suelo Forestal</span>
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<span style="font-family:'Times New Roman'">De conformidad con la Ley General de Desarrollo Forestal Sustentable, la remoción de vegetación forestal para el desarrollo de un proyecto requiere una autorización de cambio de uso de suelo forestal por parte de SEMARNAT o ASEA, según corresponda, antes de realizar cualquier actividad relacionada con el proyecto, así como el pago al Fondo Nacional Forestal para mitigar los efectos de la remoción de la vegetación forestal.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Emisiones Atmosféricas</span>
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<span style="font-family:'Times New Roman'">Las emisiones atmosféricas del sector hidrocarburos están reguladas por la ASEA bajo la LGEEPA y sus reglamentos mediante la Licencia Ambiental Única, que sirve como el permiso ambiental operativo base que abarca todos los aspectos operativos de un sitio en particular. Las emisiones atmosféricas deben cumplir con las </span><span style="font-family:'Times New Roman'">NOMs</span><span style="font-family:'Times New Roman'"> relevantes y los parámetros de concentración que en ellas se establecen. Las emisiones atmosféricas de la mayoría de las operaciones están sujetas a las regulaciones establecidas en la NOM-085-SEMARNAT-2011 (Contaminación atmosférica - Niveles máximos permisibles de emisión de los equipos de combustión de calentamiento indirecto y su medición) y la NOM-043-SEMARNAT-1993, que establece los niveles máximos permisibles de emisión a la atmósfera de partículas sólidas provenientes de fuentes fijas.</span>
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<span style="font-family:'Times New Roman'">La Licencia Ambiental Única requiere la presentación de un informe operativo anual que incluya información sobre emisiones atmosféricas, descargas de aguas residuales, uso de agua, residuos peligrosos generados, emisiones de gases de efecto invernadero y otros datos operativos relevantes.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Autorizaciones y Registros Específicos de ASEA</span>
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<span style="font-family:'Times New Roman'">Las actividades del sector hidrocarburos, como el transporte de gas natural por ductos, están sujetas a la supervisión regulatoria de la ASEA. La ASEA exige que las entidades que realicen estas actividades cumplan con un Sistema de Administración de Seguridad Industrial, Seguridad Operativa y Protección al Medio Ambiente autorizado, conocido como SASISOPA.</span>
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<span style="font-family:'Times New Roman'">El SASISOPA es un sistema de gestión integral diseñado para regular, facilitar y asegurar el cumplimiento de las obligaciones de seguridad industrial, seguridad operativa y protección ambiental para las entidades reguladas en el sector hidrocarburos.</span>
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<span style="font-family:'Times New Roman'">El proceso de autorización inicia con la preparación de un documento técnico detallado que describa las medidas específicas que la entidad implementará para garantizar la seguridad industrial, seguridad operativa y protección ambiental. Una vez presentado a la ASEA, ésta emitirá el comprobante de formación del sistema de administración y asignará la Clave Única de Registro del Regulado (CURR). Tras la asignación de la CURR, la ASEA realiza una evaluación exhaustiva </span><span style="font-family:'Times New Roman'">del SASISOPA presentado para asegurar que el documento cumple con todos los requisitos regulatorios. Si el SASISOPA es considerado satisfactorio, la ASEA otorga la autorización para que la entidad correspondiente opere bajo el SASISOPA aprobado.</span>
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<span style="font-family:'Times New Roman'">Se requieren autorizaciones y registros adicionales para la operación de ductos de gas natural, incluyendo el registro ante la ASEA de las pólizas de seguro de responsabilidad civil y ambiental, la autorización del Protocolo de Respuesta a Emergencias y la certificación de programas de reducción de emisiones de gas metano.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Abastecimiento de Agua</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">De acuerdo con la Ley de Aguas Nacionales, las aguas superficiales y subterráneas se consideran bienes nacionales y, por tanto, sólo pueden ser explotadas o usadas mediante concesión otorgada por CONAGUA. Los concesionarios deben pagar las tarifas correspondientes según el volumen de agua extraído. Las fuentes alternativas incluyen proveedores privados de agua regulados por contratos de servicios y organismos locales de agua regulados mediante permisos y/o convenios particulares.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Descargas de Aguas Residuales</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">La descarga de aguas residuales a un cuerpo receptor federal requiere un permiso de descarga expedido por CONAGUA, mientras que las descargas a sistemas de alcantarillado operados por organismos públicos locales pueden estar sujetas a distintos permisos, registros o licencias, dependiendo del estado y municipio donde se encuentre el proyecto.</span>
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<span style="font-family:'Times New Roman'">Además, todas las descargas de aguas residuales deben cumplir con las </span><span style="font-family:'Times New Roman'">NOMs</span><span style="font-family:'Times New Roman'"> relevantes y los parámetros de concentración que en ellas se establecen. En términos generales, las aguas residuales descargadas en sistemas de alcantarillado urbano o municipal deben cumplir con la NOM-002-SEMARNAT-1996, que establece los límites máximos permisibles de contaminantes en dichas descargas, mientras que las aguas residuales descargadas en cuerpos receptores federales, como ríos, lagos o el suelo, deben cumplir con la NOM-001-SEMARNAT-2021, que establece los límites permisibles de contaminantes en descargas a cuerpos de agua nacionales.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Manejo de Residuos Peligrosos</span>
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<span style="font-family:'Times New Roman'">Cualquier instalación que genere residuos peligrosos debe registrarse como generador ante SEMARNAT o, en el caso de actividades del sector de hidrocarburos, ante la ASEA. Además, las instalaciones que generen más de 10 toneladas de residuos peligrosos por año, así como aquellas que generen tipos específicos de residuos peligrosos, requieren autorización para su plan de manejo de residuos peligrosos. Todos los residuos peligrosos deben ser manejados (recolectados, transportados y finalmente dispuestos) por terceros autorizados </span><span style="font-family:'Times New Roman'">ante </span><span style="font-family:'Times New Roman'">SEMARNAT.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Residuos de Manejo Especial</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Las instalaciones del sector hidrocarburos que generen “residuos de manejo especial” conforme a la Ley General de Protección Ambiental o a la NOM-161-SEMARNAT-2011, que establece los criterios para clasificar estos residuos y determinar cuáles están sujetos a plan de manejo; el listado de los mismos; el procedimiento para la inclusión o exclusión a dicho listado; así como los elementos y procedimientos para la formulación de planes de manejo, también deben registrarse como generadores de residuos de manejo especial ante la ASEA. Asimismo, las instalaciones que generen más de 10 toneladas de residuos de manejo especial por año requieren registro o autorización de su plan de manejo de residuos de manejo especial.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'; font-style:italic">Licencia de Uso de Suelo</span>
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<span style="font-family:'Times New Roman'">El desarrollo de ciertas actividades en un terreno requiere de un certificado o licencia de uso de suelo emitido por la autoridad municipal correspondiente. Este certificado confirma que la zonificación del área donde se realizan las actividades es consistente con el plan de desarrollo urbano aplicable.</span>
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<span style="font-family:'Times New Roman'; font-style:italic; "> </span>
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<span style="font-family:'Times New Roman'; font-style:italic">Licencias de Construcción</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Se debe obtener una licencia de construcción de la autoridad municipal correspondiente para desarrollar cualquier obrar o instalación. La construcción de nuevas instalaciones, así como las ampliaciones o modificaciones mayores a instalaciones existentes, están sujetas a autorización previa por parte de la autoridad municipal y a una revisión previa de compatibilidad con las Leyes locales de zonificación, incluyendo los planes de desarrollo urbano. Los requisitos específicos pueden variar de un municipio a otro, pero generalmente se enfocan en las restricciones de zonificación.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'; font-style:italic">Programas de Protección Civil</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Las actividades industriales y comerciales, incluyendo la generación de energía, están obligadas a contar con un Programa Interno de Protección Civil aprobado por las autoridades municipales o estatales. Este programa establece medidas preventivas, procedimientos de respuesta a emergencias y protocolos de coordinación con las agencias de protección civil. El Programa de Protección Civil normalmente debe renovarse y aprobarse de forma anual.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'; font-style:italic">Permiso de Funcionamiento Municipal</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">En México, la mayoría de las actividades comerciales e industriales deben contar con un permiso de funcionamiento municipal que requiere renovación anual. Este sirve como autorización oficial por parte de las autoridades municipales para la operación de un negocio.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'; font-style:italic">Permiso de Obra y Concesión para el Uso y Aprovechamiento de la Zona Federal</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Se requiere un permiso para la construcción de infraestructura hidráulica y una concesión otorgada por CONAGUA para el uso y aprovechamiento de la zona federal de cuerpos de agua nacionales.</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Otros Permisos de Cruzamientos</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">La ruta de nuestros ductos puede cruzar otra infraestructura, como carreteras, puentes, vías ferroviarias, líneas eléctricas y otros ductos de transporte de hidrocarburos. En estos casos, se deben obtener permisos de cruzamiento adicionales de las autoridades correspondientes, como la Secretaría de Infraestructura, Comunicaciones y Transportes, PEMEX, la CFE o las juntas estatales y municipales de caminos.</span>
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<span style="font-family:'Times New Roman'; font-style:italic; "> </span>
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<span style="font-family:'Times New Roman'; font-style:italic">Autoridades Regulatorias y de Supervisión (Ambientales)</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">La SEMARNAT es la autoridad ambiental federal responsable, entre otras cosas, de otorgar autorizaciones federales en materia de impacto y riesgo ambiental, cambio de uso de suelo forestal, licencias ambientales integrales, programas de prevención de accidentes, así como de emitir las NOM en asuntos relacionados con la materia ambiental. Como resultado de la reforma energética de 2013, se creó la ASEA como un órgano descentralizado de la SEMARNAT. La ASEA regula, autoriza y supervisa las actividades y obligaciones en materia de seguridad industrial, operativa y protección ambiental.</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">Además de lo anterior, existen seis órganos descentralizados dentro de SEMARNAT (CONAGUA, la Comisión Nacional de Áreas Naturales Protegidas, la Comisión Nacional para el Conocimiento y Uso de la Biodiversidad, el Instituto Nacional de Ecología y Cambio Climático, PROFEPA y la ASEA). Hay dos órganos descentralizados con personalidad jurídica y patrimonio propio (la Comisión Nacional Forestal y el Instituto Mexicano de Tecnología del Agua), </span><span style="font-family:'Times New Roman'">que</span><span style="font-family:'Times New Roman'"> como parte de sus competencias, aseguran el cumplimiento de normas ambientales. </span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">La PROFEPA es el órgano de cumplimiento de SEMARNAT y es responsable de investigar e inspeccionar instalaciones (incluido a través del programa voluntario de auditoría ambiental, descrito a continuación), imponer sanciones y resolver los recursos administrativos interpuestos por personas sancionadas por incumplir Leyes ambientales. El ámbito de competencia de la ASEA cubre inspección, emisión de licencias y autorizaciones, e imposición de sanciones en materia ambiental, de seguridad industrial y operativa del sector hidrocarburos.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">La CONAGUA es responsable de la gestión y administración de las aguas nacionales, tanto superficiales como subterráneas, la prevención de la contaminación del agua, otorgar las concesiones para el uso y aprovechamiento de aguas nacionales y la protección de ciertos bienes nacionales relacionados con ríos, embalses y otros cuerpos de agua. La CONAGUA otorga concesiones para el uso y aprovechamiento de aguas nacionales y permisos para descargas de aguas residuales en cuerpos de agua federales. La CONAGUA tiene su propio departamento de verificación e inspección, independiente de la PROFEPA; sin embargo, la PROFEPA también está facultada por ley para verificar asuntos relacionados con el uso y la contaminación de cuerpos de agua nacionales.</span>
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<span style="font-family:'Times New Roman'">En materia de desarrollo urbano y protección civil, las autoridades estatales y municipales correspondientes harán cumplir las Leyes y permisos aplicables</span>
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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.
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<span style="font-family:'Times New Roman'; font-style:italic">A continuación, se presenta una descripción de nuestro capital social y un resumen de algunas de las disposiciones de nuestros estatutos sociales. Esta descripción no pretende ser completa y está calificada en su integridad por referencia a nuestros estatutos sociales y a la legislación mexicana.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Descripción general</span>
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<span style="font-family:'Times New Roman'">La información siguiente es un resumen de ciertas disposiciones contenidas en los Estatutos Sociales de la Emisora y en la legislación aplicable. Este resumen no pretende ser exhaustivo y se encuentra sujeto en su totalidad al texto completo de dichos Estatutos y de las leyes aplicables.</span>
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<span style="font-family:'Times New Roman'">La última reforma integral a nuestros estatutos sociales fue aprobada en la Asamblea de Autorización de la Oferta Global, celebrada el 10 de noviembre de 2025, protocolizada en escritura pública número 95,692 ante el Notario Público número 102 de la Ciudad de México, e inscrita en el Registro Público de Comercio bajo el folio mercantil N-2019018613 con fecha 11 de noviembre de 2025.</span>
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<a href="#" target="_blank" font-family:'Times New Roman'">Nuestra dirección es la siguiente: Boulevard Adolfo Ruíz Cortines 3433, San Jerónimo Lídice CP 10200, Ciudad de México, México. Nuestro teléfono es </span></a><span style="font-family:'Times New Roman'">+52 55 5148-6700. </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Constitución y Registro</span>
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<span style="font-family:'Times New Roman'">Somos una sociedad anónima bursátil de capital variable, constituida conforme a las leyes de los Estados Unidos Mexicanos, con domicilio en la Ciudad de México y duración indefinida. Nuestras acciones cotizan en la Bolsa Mexicana de Valores bajo la clave de pizarra "ESENTIA".</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Objeto Social</span>
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<span style="font-family:'Times New Roman'">Nuestro objeto social, tal como se establece en nuestros estatutos, es la constitución, organización, promoción y administración de toda clase de sociedades mercantiles o civiles, así como la adquisición, enajenación y realización de todo tipo de actos jurídicos con bienes, derechos, acciones, certificados de participación, bonos, obligaciones, partes sociales y toda clase de títulos valor.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Capital Social y Acciones</span>
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<span style="font-family:'Times New Roman'">Nuestro capital social es de naturaleza variable. La parte mínima fija asciende a $3,000.00 M.N. (Tres mil </span><span style="font-family:'Times New Roman'">Pesos</span><span style="font-family:'Times New Roman'"> 00/100 Moneda Nacional), representada por 42 (cuarenta y dos) acciones ordinarias, nominativas, sin expresión de valor nominal, Serie "I", con plenos derechos de voto. La parte variable es ilimitada y está representada por acciones ordinarias, nominativas, sin expresión de valor nominal, Serie "II", con plenos derechos de voto. Todas las acciones en circulación confieren los mismos derechos corporativos y patrimoniales a sus tenedores y son de libre suscripción conforme a la Ley de Inversión Extranjera y disposiciones aplicables.</span>
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<span style="font-family:'Times New Roman'">La Sociedad podrá emitir acciones sin derecho a voto o de voto limitado o restringido conforme al artículo 54 de la LMV, en cuyo caso la asamblea que las emita determinará los derechos correspondientes.</span>
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<span style="font-family:'Times New Roman'">Los aumentos y disminuciones del capital variable se acuerdan por la asamblea general ordinaria sin necesidad de reforma estatutaria. Las modificaciones al capital mínimo fijo requieren asamblea extraordinaria y reforma a los estatutos. Los accionistas de la parte variable no cuentan con el derecho de retiro previsto en el artículo 220 de la LGSM.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Derechos de Voto y Derechos de Minoría</span>
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<span style="font-family:'Times New Roman'">Cada acción ordinaria otorga un voto en cualquier asamblea de accionistas. Los estatutos sociales incluyen las protecciones a accionistas minoritarios previstas en la LMV, que comprenden las siguientes: (i) los accionistas que individualmente o en conjunto representen el 10% o más del capital social pueden solicitar la convocatoria a asamblea, designar un miembro del Consejo de Administración y su suplente, y solicitar el aplazamiento de la votación de cualquier asunto respecto del cual no se consideren suficientemente informados; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) los accionistas que representen el 20% o más pueden oponerse judicialmente a las resoluciones de las asambleas; y (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) los accionistas que representen el 5% o más pueden ejercer la acción de responsabilidad directa en contra de los consejeros, el Director General o directivos relevantes por incumplimiento de sus deberes de diligencia y lealtad.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Asambleas de Accionistas</span>
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<span style="font-family:'Times New Roman'">La asamblea general de accionistas es el órgano supremo de la Sociedad. Las asambleas pueden ser ordinarias o extraordinarias. Las asambleas ordinarias deben celebrarse al menos una vez al año dentro de los cuatro meses siguientes al cierre del ejercicio social, y tienen por objeto, entre otros, aprobar estados financieros, resolver sobre la aplicación de utilidades, elegir consejeros y determinar el monto máximo para la recompra de acciones propias. Las asambleas extraordinarias se celebran para tratar asuntos que requieren quórum especial, como modificaciones a los estatutos, fusiones, escisiones, cancelación del registro ante el RNV y aumentos de capital conforme al artículo 53 de la LMV.</span>
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<span style="font-family:'Times New Roman'">Las convocatorias se publican con al menos 15 días naturales de anticipación en el sistema electrónico de la Secretaría de Economía y simultáneamente en el sistema de la BMV. El quórum para asambleas ordinarias en primera convocatoria es del 50% del capital social, y las resoluciones se adoptan por mayoría de votos presentes; en segunda o ulterior convocatoria la asamblea se instala con cualquier número de acciones representadas. Para asambleas extraordinarias se requiere en primera convocatoria la representación del 75% del capital social, y en segunda o ulterior </span><span style="font-family:'Times New Roman'">convocatoria al menos el 50%; las resoluciones se aprueban con el voto favorable de acciones que representen al menos la mitad del capital social.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Dividendos y Distribuciones</span>
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<span style="font-family:'Times New Roman'">Las utilidades netas de cada ejercicio social, previa aprobación de los estados financieros por parte de la asamblea de accionistas y después de deducir el impuesto sobre la renta, la participación de los trabajadores en las utilidades, la amortización de pérdidas de ejercicios anteriores y el 5% (cinco por ciento) destinado a la reserva legal hasta que ésta ascienda al 20% (veinte por ciento) del capital social conforme al artículo 20 de la LGSM, se distribuyen conforme lo resuelva la asamblea ordinaria de accionistas, lo cual puede incluir el pago de dividendos a todos los accionistas en proporción al número de sus acciones. Los dividendos se pagan en días hábiles y en los lugares que determine el órgano competente, conforme a la regulación bursátil aplicable.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Administración</span>
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<span style="font-family:'Times New Roman'">La administración de la Sociedad está encomendada a un Consejo de Administración y a un </span><span style="font-family:'Times New Roman'">Director General</span><span style="font-family:'Times New Roman'">. El Consejo de Administración se integra por un mínimo de 5 y un máximo de 21 consejeros, de los cuales al menos el 25% deben ser independientes. Los consejeros son elegidos por la asamblea general ordinaria por mayoría simple. El Consejo cuenta con el apoyo de un Comité de Auditoría y Prácticas Societarias y un Comité de Nominaciones y Compensaciones.</span>
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<span style="font-family:'Times New Roman'">Los consejeros designados por la mayoría se dividen en tres clases (I, II y III), con períodos escalonados de uno, dos y tres años respectivamente para la primera designación, y períodos subsecuentes de tres años. Los accionistas que individualmente o en conjunto representen el 10% o más del capital social tienen derecho a designar un consejero propietario y su suplente.</span>
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<span style="font-family:'Times New Roman'">Las sesiones del Consejo de Administración se instalan válidamente con la presencia de la mayoría de sus miembros, y las resoluciones se adoptan por mayoría de los consejeros con derecho a voto presentes. El </span><span style="font-family:'Times New Roman'">Presidente</span><span style="font-family:'Times New Roman'"> del Consejo tiene voto de calidad en caso de empate.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Deberes de Diligencia y Lealtad</span>
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<span style="font-family:'Times New Roman'">La LMV impone a los consejeros deberes de diligencia y lealtad. El deber de diligencia requiere que los consejeros actúen de buena fe y obtengan información suficiente para tomar decisiones en beneficio de la Sociedad. El deber de lealtad obliga a mantener la confidencialidad de la información no pública, abstenerse de votar en asuntos donde exista conflicto de interés y no aprovechar oportunidades corporativas en beneficio propio. Las demandas por incumplimiento de estos deberes solo pueden ejercerse en beneficio de la Sociedad por accionistas que representen al menos el 5% del capital social.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Restricciones a la Adquisición de Acciones</span>
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<span style="font-family:'Times New Roman'">Toda adquisición que resulte en una tenencia igual o mayor al 10% del capital social de la Emisora requiere autorización previa y por escrito del Consejo de Administración. Las adquisiciones que impliquen alcanzar el 20% o más del capital social, equivalente a la Influencia Significativa en términos de la LMV, también requieren autorización del Consejo. Toda adquisición que suponga el Control de la Emisora obliga al adquirente a realizar una Oferta Pública de Adquisición en términos del artículo 98 de la LMV. Adicionalmente, cualquier competidor de la Sociedad que pretenda adquirir acciones por encima del 5% del capital social, independientemente del porcentaje </span><span style="font-family:'Times New Roman'">que represente cada operación en lo individual, requerirá en todo caso la autorización previa del Consejo de Administración.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Derechos de Suscripción Preferente</span>
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<span style="font-family:'Times New Roman'">En caso de aumento de capital, los accionistas tienen derecho de suscripción preferente en proporción a su tenencia, ejercible en un plazo mínimo de 15 días naturales. Este derecho no aplica en los supuestos de fusiones, conversión de obligaciones, ofertas públicas, planes de acciones para empleados, capitalización de pasivos y demás casos previstos en los estatutos y el artículo 55 Bis de la LMV.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Cancelación del Registro y Liquidación</span>
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<span style="font-family:'Times New Roman'">En caso de cancelación de la inscripción de las acciones ante el RNV, la Sociedad deberá realizar una oferta pública de adquisición dirigida a los accionistas que no formen parte del grupo de control, al precio más alto entre el valor de cotización promedio ponderado por volumen de los últimos 30 días en que se hubieren negociado las acciones, dentro de un período no superior a 6 meses previos al inicio de la oferta, y el valor contable de las acciones conforme al último reporte trimestral presentado a la CNBV y a la BMV. En caso de que la Sociedad no hubiere logrado adquirir la totalidad del capital que no sea del grupo de control, deberá afectar en un fideicomiso, por un plazo mínimo de 6 meses contados a partir de la fecha de la cancelación, los recursos necesarios para adquirir al mismo precio las acciones de los inversionistas que no acudieron a la oferta. En caso de disolución, la asamblea extraordinaria designará a un liquidador, y todas las acciones plenamente pagadas y en circulación participarán equitativamente en la distribución del haber social.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Cláusula Calvo</span>
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<span style="font-family:'Times New Roman'">Los accionistas extranjeros de la Sociedad se obligan a considerarse como nacionales respecto a las acciones que adquieran, y a no invocar la protección de sus gobiernos en relación con su inversión, bajo la pena de perder dichas acciones en favor de la Nación Mexicana en caso de incumplimiento.</span>
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<span style="font-family:'Times New Roman'">La siguiente tabla muestra para los periodos indicados, el precio de cierre, máximo y mínimo de las cotizaciones del mercado, así como el volumen en número de títulos y en monto.</span>
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<span style="font-family:'Times New Roman'">(Cifras de precios e importe operado en pesos (</span><span style="font-family:'Times New Roman'">Ps</span><span style="font-family:'Times New Roman'">.) y de volumen en número de acciones)</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Fuente: </span><span style="font-family:'Times New Roman'">Infosel</span><span style="font-family:'Times New Roman'"> Financiero</span>
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</div>
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<span style="font-family:'Times New Roman'"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Somos un desarrollador, propietario y operador líder de infraestructura de transporte de gas natural en México, con más de 20 años de experiencia. Nuestros servicios integrados incluyen la importación de gas natural, la gestión de almacenamiento temporal y préstamos de gas natural, y la optimización del uso de capacidad de transporte reservada, entre otros servicios. Somos propietarios del Sistema Waha, el cual transporta gas de bajo costo desde Waha, Texas, a través del centro de México, hacia las regiones industriales de mayor demanda en el país. El Sistema Waha tiene como punto final Guadalajara, Jalisco, y cuenta con una extensión de más de 2,000 km.</span>
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<span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'">Nuestras actividades consisten en la conducción de un negocio de gas natural integrado que incluye el transporte y comercialización de gas natural, la operación y mantenimiento de gasoductos y estaciones de compresión, y la prestación de servicios integrados a clientes industriales y del sector energético en México. Somos propietarios de un sistema interconectado de cinco gasoductos, así como un gasoducto adicional no conectado directamente al Sistema Waha (con una capacidad agregada permitida de 5.8 BPC/d (mil millones de pies cúbicos diarios) y un volumen promedio transportado combinado de 1.3 BPC/d), cinco estaciones de compresión, una unidad de compresión y un negocio de comercialización de gas:</span>
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<span style="font-family:'Times New Roman'"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-style:italic">Mapa de los Activos de Esentia</span>
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width="454" height="264" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
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<span style="font-family:'Times New Roman'; font-style:italic">Fuente: Esentia. </span>
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<span style="font-family:'Times New Roman'">Nuestro sistema integrado con acceso único al punto de suministro Waha, la cual es la fuente de gas natural más barata para México, nos permite suministrar gas de bajo costo a algunos de los principales centros de demanda del país, con una ventaja estructural y sostenible en el largo plazo frente a otras alternativas.</span>
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<span style="font-family:'Times New Roman'">Somos un activo estratégico fundamental dentro de la infraestructura de México y un elemento crítico en el suministro energético nacional, abasteciendo aproximadamente el 16% de la demanda diaria de gas del país, equivalente a 5.2 BPC/d (excluyendo el</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'">gasoducto</span><span style="font-family:'Times New Roman'; font-style:italic"> Roadrunner</span><span style="font-family:'Times New Roman'">, dado a que el mismo se encuentra localizado en Estados Unidos), y el 10% de la longitud de los gasoductos con 1,772 km. Abastecemos zonas industriales y económicas clave en el noroeste, el cual incluye Torreón, Coahuila y en el centro-oeste, la cual es una zona con alta demanda industrial, que incluye la región del Bajío, la cual comprende los estados de Guanajuato, Querétaro, Michoacán, Jalisco, Aguascalientes, San Luis Potosí y Zacatecas. Consideramos que nuestro sistema de gasoductos interconectado será un elemento clave para el cumplimiento de los objetivos de crecimiento del </span><span style="font-family:'Times New Roman'">gobierno y fungirá como la columna vertebral para atender una proporción significativa de la futura demanda de generación de energía y crecimiento industrial en la región Centro y Occidente de México, al suministrar a esta región la molécula de gas más económica.</span>
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<span style="font-family:'Times New Roman'">Nuestro negocio se fundó en México en 1995, tras las reformas regulatorias en el sector energético de mediados de la década de 1990 en México, que permitieron la participación del sector privado en las actividades de transporte y almacenamiento de gas. A lo largo de tres décadas, hemos expandido nuestra presencia mediante una combinación de desarrollo de proyectos </span><span style="font-family:'Times New Roman'; font-style:italic">greenfield</span><span style="font-family:'Times New Roman'"> y asociaciones estratégicas. En 2014, fondos de inversión afiliados a, asesorados por o administrados por afiliadas de la firma global de inversiones en mercados privados Partners Group Holding AG, adquirió una participación accionaria de control en la Compañía, marcando el inicio de una nueva etapa de crecimiento institucional. Bajo la propiedad de Partners Group, participamos exitosamente en diversos procesos de licitación pública internacional convocados por la CFE, lo que nos ha permitido incrementar nuestra capacidad y consolidar nuestra plataforma como uno de los operadores de transporte privados e interconectados más grandes de México.</span>
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<span style="font-family:'Times New Roman'">Asimismo, hemos desarrollado con éxito Esentia Gas, líder en la comercialización de gas en la región, que suministra a clientes privados de primer nivel. Estamos bien posicionados en México para expandir nuestros servicios a clientes privados, apalancándonos en nuestro sistema interconectado y ventaja competitiva en precios.</span>
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<span style="font-family:'Times New Roman'">Operamos bajo dos líneas de negocio complementarias:</span>
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<span>Venta de Capacidad (Transporte): Consiste en la venta de capacidad firme de transporte bajo contratos de largo plazo (de 20 a 35 años) de compra sin derecho a rescisión (</span><span style="font-style:italic">take-or-pay)</span><span>, principalmente denominados en Dólares y, en algunos casos, con ajustes por inflación. Muchos de estos contratos se celebran con contrapartes con grado de inversión, con la CFE y Esentia Gas. CFE y Esentia Gas mantienen la totalidad de nuestra capacidad firme en todos nuestros ductos, con excepción del Gasoducto TGT, en donde también contratamos con otras terceras partes. Adicionalmente, esta línea de negocio incluye otros servicios de transporte regulados de acceso abierto, tales como flujos bidireccionales, ventas de capacidad interrumpible de transporte, servicios de almacenamiento y préstamo (</span><span style="font-style:italic">park & loan) </span><span>y</span><span style="font-style:italic"> </span><span>transporte en contraflujo (</span><span style="font-style:italic">backhaul</span><span>).</span><span style="font-style:italic"> </span><span>Dado que una porción significativa de nuestros contratos de venta de capacidad y otros servicios de transporte son de largo plazo, esta línea de negocio genera flujos de efectivo estables y predecibles.</span>
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<span style="font-family:'Times New Roman'">Capacidad contratada de 5,094 MMpc/d al 31 de diciembre de 2025, excluyendo Roadrunner.</span>
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<span style="font-family:'Times New Roman'">Vida promedio ponderada de los contratos con CFE de 21.5 años al 31 de diciembre de 2025</span>
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<span style="font-family:'Times New Roman'">Ingresos firmes contratados remanentes (excluyendo el Gasoducto Roadrunner) por un total aproximado de $6.5 mil millones de Dólares al 31 de diciembre de 2025.</span>
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<span style="font-family:'Times New Roman'">Representa aproximadamente el 81% de los ingresos en base firme contratados para el periodo de 12 meses terminado el 31 de diciembre de 2025.</span>
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<span>Venta de Gas (Esentia Gas): Funciona como nuestro motor principal de crecimiento. Originalmente establecida para consolidar la adquisición de gas, el transporte y los servicios relacionados, Esentia Gas representó una extensión natural de nuestro objetivo de ingresar al negocio de comercialización de gas natural, aprovechando nuestra creciente base de infraestructura de transporte y capitalizando </span><span>las oportunidades creadas por el marco regulatorio en evolución de México. Gradualmente, Esentia Gas ha evolucionado hacia una plataforma comercial con una posición única que atiende a una cartera diversificada de usuarios finales privados. Estos clientes individualmente carecen de la escala necesaria para acceder a toda la cadena de valor del gas, pero que colectivamente representan clientes de alta calidad crediticia con quienes mantenemos relaciones de largo plazo y contratos a largo plazo. Al día de hoy, Esentia Gas es el único comercializador privado con entregas garantizadas de gas natural en firme desde el Sistema Waha hasta el centro-occidente de México.</span>
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<span style="font-family:'Times New Roman'">Al agrupar el suministro y el transporte a través de derechos de capacidad base firme, el negocio ofrece soluciones llave en mano que eliminan las fricciones en la adquisición para los clientes y nos permite celebrar contratos a largo plazo que brindan estabilidad en los ingresos. A diferencia de los contratos de transporte tradicionales, el crecimiento de Esentia Gas está anclado en una base de clientes cautiva que nos permite monetizar nuestra infraestructura de gasoductos sin necesidad de un despliegue incremental de capital, mientras provee servicios de suministro de gas confiables, competitivos e integrados a sus clientes bajo un modelo de ventanilla única. El resultado es una línea de negocio estructuralmente ventajoso con las siguientes características:</span>
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<span style="font-family:'Times New Roman'">Volúmenes contratados de 238 MMpc/d al 31 de diciembre de 2025.</span>
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<span style="font-family:'Times New Roman'">Vida promedio ponderada de los contratos de 6.1 años (desde su inicio) y de 4.4 años al 31 de diciembre de 2025.</span>
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<span style="font-family:'Times New Roman'">Ingresos firmes contratados totales contratados restantes por aproximadamente $487 millones de Dólares al 31 de diciembre de 2025.</span>
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<span style="font-family:'Times New Roman'">Representa aproximadamente el 19% de los ingresos por transporte en base firme para el periodo de 12 meses terminados el 31 de diciembre de 2025.</span>
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<span style="font-family:'Times New Roman'">Todos los contratos están estructurados sin exposición a las fluctuaciones del precio del gas natural, lo que garantiza márgenes estables y flujos de efectivo predecibles, haciendo de Esentia Gas no solo una fuente confiable de ingresos, sino también un habilitador estratégico de nuestras ambiciones más amplias de desarrollo de gasoductos.</span>
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<span style="font-family:'Times New Roman'">A diciembre de 2025, las Entidades Esentia Gas cuentan con aproximadamente 737</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">MMpc/d de capacidad firme en todo nuestro sistema de gasoductos —equivalente aproximadamente al 15% de la capacidad total de nuestro sistema de gasoductos de, y con 109</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">MMpc/d de capacidad firme en CENAGAS, gestionando o comercializando aproximadamente 185</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">MMpc/d de gas natural para una base creciente de 16 clientes privados (incluyendo base firme, variable, interrumpible y venta de gas).</span>
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<span style="font-family:'Times New Roman'">En los años terminados el 31 de diciembre de 2025, 2024 y 2023, generamos respectivamente Ingresos Ajustados por EUA $434.6 millones, EUA $403.1 millones y EUA $401.1 millones, y una UAFIDA Ajustada de EUA$333.4 millones, EUA$311.2 millones y EUA$306.2 millones.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Descripción de Activos del Grupo/Principales Subsidiarias del Grupo.</span>
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<span style="font-family:'Times New Roman'">Nuestros activos/subsidiarias/asociadas principales consisten en:</span>
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<span>Roadrunner Gas Transmission, LLC. – (asociada) RR: Un gasoducto de gas natural que se extiende desde un punto cercano al punto de suministro Waha hasta la frontera entre Estados Unidos y México en San Elizario, Texas;</span>
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<span>Tarahumara Pipeline, S. de R.L. de C.V. – (subsidiaria) - TPL: un gasoducto de gas natural que se extiende desde la frontera entre Estados Unidos y México en San Isidro, estado de Chihuahua (frontera con El Paso, Texas), hasta un punto de entrega cercano a la ciudad de Chihuahua, estado de Chihuahua, México;</span>
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<span>Esentia Pipeline El Encino, S. de R.L. de C.V. – (subsidiaria) - EELL: un gasoducto de gas natural que se extiende desde El Encino, cerca de la ciudad de Chihuahua, estado de Chihuahua, México, hasta un punto cercano a La Laguna, en el estado de Durango;</span>
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<span>Esentia Pipeline La Laguna S. de R.L. de C.V. – (subsidiaria) - LLAGS: un gasoducto de gas natural que se extiende desde La Laguna, en el estado de Durango —donde se interconecta con EELL— hasta Aguascalientes, en el estado de Aguascalientes;</span>
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<span>Esentia Pipeline de Occidente, S. de R.L. de C.V. – (subsidiaria) - VAG: un gasoducto de gas natural que se extiende desde Villa de Reyes, en el estado de San Luis Potosí, hasta Guadalajara, en el estado de Jalisco;</span>
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<span>Esentia Pipeline de Toluca, S. de R.L. de C.V. – (subsidiaria) - TGT: un gasoducto de gas natural que se extiende desde la estación de compresión de CENAGAS ubicada cerca de Palmillas, Querétaro, hasta Toluca, en el Estado de México;</span>
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<span>Estación de Compresión Soto la Marina, S.A.P.I. de C.V. – (subsidiaria) - SLM: una estación de compresión ubicada en el estado de Tamaulipas; y</span>
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<span>Esentia Compression Solutions, S. de R.L. de C.V. – (subsidiaria) – Una estación de compresión y un amplificador de presión: La estación de compresión se encuentran en San Juan, Chihuahua, y el amplificador de presión (</span><span style="font-style:italic">booster</span><span>) en El Castillo, Jalisco.</span>
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<span>Esentia Gas, LLC & Esentia Comercializadora de GN, S. de R.L. de C.V. – (subsidiaria) - Esentia Gas. </span><span>Negocio de comercialización de gas.</span>
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<span style="font-family:'Times New Roman'">Para mayor información respecto de la estructura corporativa del Grupo y de la Emisora, véase la sección “Estructura Corporativa” de este Reporte Anual.</span>
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<span style="font-family:'Times New Roman'">La siguiente tabla presenta una descripción de las características generales de nuestros gasoductos y nuestra estación de compresión SLM:</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Tabla de los gasoductos y de la estación de compresión SLM</span>
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width="624" height="261" alt="A screenshot of a graph

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<span style="font-family:'Times New Roman'; font-style:italic">Fuente: Esentia. </span>
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<span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gasoducto Roadrunner</span>
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<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'">El Gasoducto </span><span style="font-family:'Times New Roman'; font-style:italic">Roadrunner</span><span style="font-family:'Times New Roman'"> conecta a los productores de gas natural en la Cuenca Pérmica en Estados Unidos con los mercados de gas natural en México, que registran un rápido crecimiento para satisfacer las necesidades de generación de energía eléctrica y del sector industrial.</span>
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<span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'">La ruta del Gasoducto Roadrunner va desde una estación de compresión ubicada en la interconexión con el sistema de gasoductos OWT en Coyanosa, Texas, hasta la interconexión con el Gasoducto Tarahumara en la frontera entre Estados Unidos y México, cerca de San Elizario, Texas. Una de nuestras empresas afiliadas construyó un tramo corto de gasoducto (de menos de un kilómetro de longitud) en México, desde la frontera hasta la interconexión con TPL. La ruta del gasoducto atraviesa partes de los condados de Pecos, Reeves, Culberson, Hudspeth y El Paso, en el oeste de Texas.</span>
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<span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'">El Gasoducto Roadrunner es propiedad de RGT, una empresa conjunta con una participación 50/50 entre ONEOK Inc. y Esentia. RGT es operado por OWT, filial de ONEOK Inc. La capacidad actual del gasoducto es de 640 MMpc/d con una longitud total de 321 km.</span>
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<span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'">El Gasoducto Roadrunner transporta gas natural para CFE, Esentia Gas y OWT.</span>
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<span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gasoducto Tarahumara</span>
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<span style="font-family:'Times New Roman'">El Gasoducto Tarahumara fue diseñado para suministrar gas natural a plantas de generación de energía, tanto nuevas como existentes, en las regiones Norte, Occidente, y Centro-Occidente de México. Adicionalmente, la demanda ha sido impulsada por empresas extranjeras que han invertido en instalaciones industriales en dichas regiones. TPL constituye el segmento clave del corredor Wahalajara, que abastece gas proveniente de la Cuenca Pérmica a través del Gasoducto Roadrunner hacia los centros de demanda industrial en el centro de México.</span>
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<span style="font-family:'Times New Roman'">TPL es un gasoducto que opera dentro del estado de Chihuahua, México. TPL inicia en la frontera entre Estados Unidos y México, en la interconexión con el Gasoducto Roadrunner en San Isidro, así como con El Paso Natural Gas (Kinder Morgan), y termina en El Encino, donde se interconecta con los gasoductos El Encino, incluyendo Topolobampo (TC Energy), Ojinaga-El Encino (IEnova) y el Gasoducto El Encino.</span>
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<span style="font-family:'Times New Roman'">El Gasoducto Tarahumara transporta gas natural para CFE y Esentia Gas.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gasoducto El Encino</span>
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<span style="font-family:'Times New Roman'">El Gasoducto El Encino es una continuación del corredor Wahalajara, diseñado para suministrar gas natural a plantas de generación de energía, tanto nuevas como existentes, en las regiones Norte, Occidente y Centro-Occidente. Adicionalmente, la demanda local está impulsada por el crecimiento esperado de la industria y el sector manufacturero en la ciudad de Torreón, donde se concentran las industrias agrícola, petroquímica, minera y automotriz.</span>
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<span style="font-family:'Times New Roman'">EELL transporta gas natural desde El Encino, ubicado cerca de la ciudad de Chihuahua, en el estado de Chihuahua, México, y recibe gas a través del Gasoducto Tarahumara, de nuestra propiedad, y del gasoducto Ojinaga, propiedad</span><span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'">de IEnova. El sistema se extiende hasta un punto cercano a La Laguna, en el estado de Durango, donde se interconecta con el Gasoducto LLAGS y con CENAGAS a través de la interconexión León Guzmán, para abastecer de gas a la ciudad de Durango. EELL corre en paralelo al tramo Gloria a Dios – Chávez del sistema de CENAGAS.</span>
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<span style="font-family:'Times New Roman'">EELL incorpora la estación de compresión EC-EE, con una potencia total instalada de aproximadamente 150,000 caballos de fuerza. La estación de compresión EC-EE tiene una capacidad de entrega de 1,670 MMpc/d (millones de pies cúbicos diarios), con dos de sus tres turbocompresores en operación. Asimismo, cuenta con tres estaciones de MRCS: la primera ubicada en Delicias, para entrega a las centrales de generación CT Francisco Villa y CC Francisco Villa; la segunda en Lerdo, para entrega a las centrales CT Lerdo y CC Lerdo; y la tercera en la interconexión con el Gasoducto LLAGS.</span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">EELL transporta gas natural para CFE y Esentia Gas.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gasoducto La Laguna</span>
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<span style="font-family:'Times New Roman'">El Gasoducto La Laguna transporta gas hacia el sur, desde la estación de compresión de La Laguna, en el estado de Durango, hasta Aguascalientes. La demanda está impulsada por plantas de ciclo combinado (CCGT) ubicadas en las regiones de Durango y Jalisco. Adicionalmente, LLAGS suministra gas a una zona de distribución en Aguascalientes y las principales regiones de consumo del país, las regiones del noroeste, centro-oeste de México, que albergan múltiples</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span><span style="font-family:'Times New Roman'">sitios manufactureros y automotrices (región Bajío), ferroviarias (Coahuila) y mineras (Zacatecas).</span>
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<span style="font-family:'Times New Roman'">LLAGS se interconecta con el Gasoducto El Encino hasta Aguascalientes, en el estado de Aguascalientes, México, donde a su vez se conecta con el Gasoducto Villa de Reyes. LLAGS incluye una estación de compresión ubicada en La Laguna, en el estado de Durango, y una estación de medición, regulación y control (“</span><span style="font-family:'Times New Roman'; font-style:italic">MRCS</span><span style="font-family:'Times New Roman'">” por sus siglas en inglés) ubicada en Aguascalientes.</span>
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<span style="font-family:'Times New Roman'">LLAGS transporta gas natural para CFE y Esentia Gas.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gasoducto VAG</span>
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<span style="font-family:'Times New Roman'">El Gasoducto VAG es el segmento final del Sistema Wahalajara, que transporta gas desde Texas a regiones del centro-oeste incluyendo El Bajío. El Bajío es una de las principales regiones de consumo, que concentra múltiples desarrollos industriales en los sectores manufacturero, automotriz y textil. Adicionalmente, este gasoducto proporciona conectividad hacia la región centro del país (Guanajuato y Tula), incluyendo plantas de generación de energía en el centro de México. El gasoducto atraviesa los estados de San Luis Potosí, Zacatecas, Aguascalientes y Jalisco.</span>
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<span style="font-family:'Times New Roman'">VAG incluye una estación de compresión y dos estaciones de medición, regulación y control (“</span><span style="font-family:'Times New Roman'; font-style:italic">MRCS</span><span style="font-family:'Times New Roman'">” por sus siglas en inglés): la primera en la interconexión con el gasoducto Manzanillo–Guadalajara (“</span><span style="font-family:'Times New Roman'; text-decoration:underline">EOM Pipeline</span><span style="font-family:'Times New Roman'">”, propiedad de TC Energy), y la segunda en la terminal del ramal cercano a la futura central de generación Guadalajara I de CFE, ambas ubicadas en el estado de Jalisco. VAG se interconecta en Aguascalientes con el Gasoducto LLAGS (Esentia); en San Luis Potosí con los gasoductos Tula–VdR (TC Energy) y Los Ramones Sur (Engie); y en Guadalajara con los gasoductos Energía Occidente de México (TC Energy) y Zapotlanejo (GAZA/SIMSA).</span>
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<span style="font-family:'Times New Roman'">VAG transporta gas natural para CFE y Esentia Gas.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gasoducto TGT</span>
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<span style="font-family:'Times New Roman'">El Gasoducto TGT fue el primer activo en nuestro portafolio. Es un gasoducto de 127 kilómetros de longitud y 16 pulgadas de diámetro, que va desde Palmillas, en el estado de Querétaro, hasta Toluca, en el Estado de México, con una capacidad de transporte de 96 MMpc/d (millones de pies cúbicos diarios). El gasoducto transporta gas natural desde el sistema nacional de gasoductos de Pemex en Palmillas, Querétaro (donde se conecta con SISTRANGAS), con varios puntos de entrega hasta llegar a Toluca, en el Estado de México.</span>
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<span style="font-family:'Times New Roman'">La demanda del Gasoducto TGT está impulsada por los sectores industrial, residencial y comercial de la ciudad de Toluca. El Gasoducto TGT cuenta con 32 MMpc/d de capacidad firme contratada con la industria local y empresas distribuidoras locales (“</span><span style="font-family:'Times New Roman'; font-style:italic">LDCs</span><span style="font-family:'Times New Roman'">” por sus siglas en inglés). Su cliente ancla es un participante privado.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Entidades Esentia Gas</span>
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<span style="font-family:'Times New Roman'">Fundadas en 2016, como parte de la estrategia de la compañía para ingresar al negocio de comercialización de gas natural, las Entidades Esentia Gas son nuestras filiales comerciales de comercialización de gas y las únicas participantes internacionales en México capaz de ofrecer capacidad firme de gas natural a clientes privados a través de su propia infraestructura. Con oficinas en Houston y Ciudad de México, las Entidades Esentia Gas ofrecen servicios integrales de comercialización de gas, que incluyen adquisición de gas, balanceo y gestión de riesgo de precios. Sus ventajas competitivas radican en su acceso a la capacidad firme de nuestro sistema y en su capacidad para ofrecer soluciones integradas y personalizadas, a diferencia de otros participantes del mercado que dependen de capacidad interrumpible o controlada por el Estado.</span>
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<span style="font-family:'Times New Roman'">A diciembre de 2025, las Entidades Esentia Gas cuentan con aproximadamente 737 MMpc/d de capacidad firme en todo nuestro sistema de gasoductos —equivalente aproximadamente al 15% de la capacidad total de nuestro sistema de gasoductos de, y con 109 MMpc/d de capacidad firme en CENAGAS, gestionando o comercializando aproximadamente 185 MMpc/d de gas natural para una base creciente de 16 clientes privados (incluyendo base firme, variable, interrumpible y venta de gas). Las Entidades Esentia Gas cuentan con </span><span style="font-family:'Times New Roman'">contratos marco del </span><span style="font-family:'Times New Roman'; font-style:italic">North American Energy Standards Board</span><span style="font-family:'Times New Roman'"> (NAESB), los cuales les permiten realizar transacciones con aproximadamente veinte compañías que compran y venden gas en la Cuenca Pérmica, y actualmente realizan operaciones comerciales con diez de ellas. </span>
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<span style="font-family:'Times New Roman'">Las Entidades Esentia Gas cuentan con todos los permisos regulatorios, así como con las autorizaciones correspondientes en materia de participación cruzada emitidas por COFECE o CNA, según corresponda, que les permiten contratar capacidad firme en nuestro sistema de gasoductos. Adicionalmente, contamos con los permisos necesarios para importar y exportar gas natural.</span>
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<span style="font-family:'Times New Roman'">Las Entidades Esentia Gas tienen la capacidad de gestionar un portafolio de ventas de gas tanto fijo como variable, en contratos de corto y largo plazo, contratando capacidad fija e interrumpible tanto en nuestro sistema como en sistemas de terceros.</span>
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<span style="font-family:'Times New Roman'">Consideramos que la capacidad de las Entidades Esentia Gas para integrar servicios de transporte y suministro, junto con su acceso a nuestro sistema de transporte, la convierte en un vehículo clave para monetizar nuestro plan de expansión.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Estación de Compresión Soto La Marina</span>
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<span style="font-family:'Times New Roman'">SLM es la segunda estación de compresión más grande de México (en términos de potencia), con 3 turbocompresores que cuentan con una capacidad total instalada de aproximadamente 70,000 caballos de fuerza bajo condiciones de medición de potencia de la Organización Internacional de Normalización (“</span><span style="font-family:'Times New Roman'; text-decoration:underline">ISO</span><span style="font-family:'Times New Roman'">” por sus siglas en inglés), ubicada en Soto La Marina (Tamaulipas). El gas natural se suministra y se devuelve al gasoducto SFC de 48 pulgadas de diámetro, propiedad de CENAGAS. El modelo de cada turbocompresor es Solar Titan 130, con una configuración de 2+1 y métricas de potencia de 17.3 MW (ISO), 23,470 caballos de fuerza (ISO) y 22,490 caballos de fuerza promedio en sitio.</span>
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<span style="font-family:'Times New Roman'">SLM fue desarrollada y operada a través de una empresa conjunta 50/50 con Enagás, una compañía de gas natural con sede en España. A SLM se le otorgó un contrato de compra de largo plazo sin derecho a recisión o </span><span style="font-family:'Times New Roman'; font-style:italic">take-or-pay</span><span style="font-family:'Times New Roman'"> por 20 años (denominado en Dólares) con la CFE por el 100% de su capacidad, con vigencia hasta finales de 2034. En mayo de 2025, adquirimos el 50% restante de participación en SLM.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Estaciones de Compresión y Booster</span>
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<span style="font-family:'Times New Roman'">Otros activos incluyen cuatro estaciones de compresión y </span><span style="font-family:'Times New Roman'; font-style:italic">booster</span><span style="font-family:'Times New Roman'">. La siguiente tabla presenta un resumen de las principales características de dichas estaciones de compresión y un </span><span style="font-family:'Times New Roman'; font-style:italic">booster</span><span style="font-family:'Times New Roman'">:</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Características de las Estaciones de Compresión de Esentia</span>
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" 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<span style="font-family:'Times New Roman'; font-style:italic">Fuente: Esentia. </span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Fortalezas Competitivas</span>
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<span style="font-family:'Times New Roman'">Consideramos que los siguientes elementos representan nuestras fortalezas competitivas, las cuales respaldan nuestro plan de crecimiento y visión de largo plazo:</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Elemento Crítico para Atender las Futuras Necesidades Energéticas de México y sus Objetivos de Crecimiento, Dados los Factores de Oferta y Demanda de Gas</span>
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<span style="font-family:'Times New Roman'">Nos encontramos estratégicamente posicionados para beneficiarnos del creciente nivel de dependencia de México respecto de las importaciones de gas natural proveniente de Estados Unidos, en un contexto de aumento sostenido en la demanda y de una disminución estructural en la producción nacional. Dado que el gas natural continúa desempeñando un papel fundamental dentro de la matriz energética de México representando más del 40% de la demanda de energía primaria en 2024, nuestra infraestructura, que transporta gas de bajo costo desde el Sistema Waha hacia los principales centros de demanda en México, es esencial para satisfacer las futuras necesidades energéticas del país. Se espera que la demanda de gas natural en México incremente aproximadamente un 20% hacia 2050, impulsada principalmente por los sectores de generación de energía, industrial y exportación de Gas Natural Licuado. </span>
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<span style="font-family:'Times New Roman'">Al mismo tiempo, la producción de gas en México ha disminuido en aproximadamente 60% desde el 2010 al 2024 y no se espera que se recupere de manera significativa en el mediano plazo debido a desafíos estructurales. Esta dinámica ha generado una oportunidad de largo plazo para que las importaciones de gas desde Estados Unidos aumenten su participación en el mercado mexicano, pasando de un 81% en 2025 a un 90% proyectado para 2050. El Sistema Waha, que es la fuente más barata de gas estadounidense, se volverá cada vez más importante en el suministro de gas de EE.</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">UU. a México, y se espera que la tendencia de gas barato de Waha continúe durante la década de 2040. La cuenca de Waha produce aproximadamente 26 BPC/d, de los cuales menos del 10% se exporta a México. Por lo tanto, nos encontramos en una posición sumamente privilegiada para beneficiarnos del creciente suministro de gas estadounidense hacia México, siendo el único sistema integrado que puede transportar gas barato desde Waha hacia el Centro-Occidente de México. </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Nuestra Red de Gasoductos Privada, de Gran Escala e Interconectada, con Red de Gasoductos Privada, de Gran Escala e Interconectada, con Ventajas Comerciales, Estructurales, Sostenibles y de Largo Plazo Frente a Rutas de Transporte Alternativas</span>
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<span style="font-family:'Times New Roman'">Como importadores privados de gas, Esentia Gas actúa como un facilitador e integrador de nueva demanda para los sistemas de transporte, al ofrecer soluciones integrales de gas a clientes que, buscan acceso a precios competitivos, en el sector industrial. Somos propietarios de un sistema de gasoductos privado, de gran escala y completamente interconectado, que transporta gas natural desde el punto de suministro Waha en Estados Unidos hacia el corredor industrial en el centro de México. A partir de El Encino hacia el sur, nuestro gasoducto abarca la totalidad del corredor Wahalajara, incluyendo segmentos relevantes como EELL, LLAGS y VAG, lo que nos permite un acceso continuo y eficiente a la región centro-oeste.</span>
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<span style="font-family:'Times New Roman'">Nuestro corredor ofrece capacidad firme y confiable, con acceso total sobre la infraestructura. Este acceso nos permite asignar capacidad de manera independiente, estructurar acuerdos de transporte y de venta de gas altamente competitivos, y atender directamente tanto a CFE como a clientes privados, mientras cumplimos satisfactoriamente con nuestras obligaciones en virtud de las Leyes aplicables. En contraste, otros participantes del mercado están sujetos a contratos de compraventa de gas (</span><span style="font-family:'Times New Roman'; font-style:italic">offtake</span><span style="font-family:'Times New Roman'">) fijos, o requieren de la intermediación de terceros para acceder a los usuarios finales. Nuestra plataforma de comercialización, respaldada por su autonomía operativa y su red de interconexiones, nos permite ser competitivos y eficientes.</span>
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<span style="font-family:'Times New Roman'">Esto se ve reforzado por nuestro acceso al punto de suministro Waha, actualmente el punto de suministro de gas más competitivo en términos de costo en América del Norte. En comparación con el gas a través de otras rutas de importación en el Sur de Texas, la molécula de Waha ofrece una ventaja sostenible de precio de aproximadamente EUA$0.67/MMpc. Esto se traduce en precios de gas entregados al usuario final, aproximadamente 33% más bajos que los de sistemas alternativos. Combinado con una alta confiabilidad y menores costos de transporte, nuestra plataforma proporciona ventajas estructurales y sostenibles, que creemos que la posicionan como la opción más eficiente en costos y con mayor agilidad comercial dentro del mercado de gas natural en México.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Negocio Base Estable con Contratos de Largo Plazo Denominados en Dólares y Ventas de Capacidad de Largo Plazo con Contrapartes con Grado de Inversión</span>
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<span style="font-family:'Times New Roman'">Nuestro negocio principal está respaldado por un portafolio sólido de contratos de capacidad de largo plazo, bajo esquemas sin derecho a rescisión </span><span style="font-family:'Times New Roman'; font-style:italic">(take-or-pay</span><span style="font-family:'Times New Roman'">), denominados en Dólares y celebrados con contrapartes con grado de inversión, incluyendo a CFE y otros líderes del sector privado. Al 31 de diciembre de 2025, contamos con un valor total de contratos pendientes de aproximadamente EUA$6.5 mil millones (excluyendo el Gasoducto Roadrunner), con una vigencia promedio de aproximadamente 21.5 años. Estos contratos ofrecen alta visibilidad sobre los ingresos, ya que están estructurados para garantizar certidumbre en los flujos de efectivo, independientemente del nivel de utilización de los gasoductos. La mayor parte de nuestras ventas de capacidad se realiza con contrapartes con grado de inversión.</span>
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<span style="font-family:'Times New Roman'">El portafolio está diversificado entre clientes públicos y privados, con aproximadamente el 81% de nuestro ingreso en base firme contratado con CFE y el 19%,</span><a href="#_ftn2" target="_blank" style="text-decoration:none"><span style="font-family:'Times New Roman'">[2]</span></a><span style="font-family:'Times New Roman'"> a través de Esentia Gas, con otros clientes privados de alta calidad, al periodo de doce meses terminados en diciembre de 2025. En particular, el 19% de nuestros </span><span style="font-family:'Times New Roman'">ingresos firmes contratados vienen de clientes privados de alta calidad, a través de Esentia Gas, se distribuye entre seis clientes como sigue: 38%, 26%, 19%, 6%, 4%, 3% con el 4% restante compartido entre otros tres clientes finales. Estos contratos son principalmente bajo el esquema sin derecho a rescisión </span><span style="font-family:'Times New Roman'; font-style:italic">(take-or-pay</span><span style="font-family:'Times New Roman'">), y están denominados en Dólares, lo que proporciona una protección natural contra la inflación y la volatilidad cambiaria en México. Creemos que la naturaleza de largo plazo de estos contratos, combinada con la solidez crediticia de nuestros clientes, nos posiciona como una plataforma altamente resiliente dentro del sector de infraestructura energética en México.</span>
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<span style="font-family:'Times New Roman'">Adicionalmente, nos beneficiamos de sólidas perspectivas de renovación de contratos. A medida que las importaciones de gas a México continúan en aumento, y considerando la disponibilidad limitada de infraestructura comparable, creemos que nos encontramos en una posición favorable para mantener y renovar nuestra base contractual. Nuestra capacidad para ofrecer soluciones de infraestructura a la medida crea una ventaja competitiva clara. Asimismo, nuestra ventaja estructural de precios derivada de su acceso al gas de bajo costo del punto de suministro Waha— se espera que se mantenga, lo cual respalda su relevancia comercial en el largo plazo y la visibilidad de sus flujos de efectivo a largo plazo.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Perspectivas de Crecimiento Significativas Derivadas del Portafolio de Proyectos de Corto Plazo y Múltiples Oportunidades de Expansión Altamente Rentables y con Eficiencia de Capital</span>
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<span style="font-family:'Times New Roman'">Como se describe en la sección de “Estrategia de Desarrollo– Justificación del Plan de Expansión, Fundamentos, Fases y Alcance Técnico” del presente Reporte Anual, a través de nuestra estrategia de desarrollo en tres fases, buscamos reducir el riesgo de ejecución, optimizar la asignación de capital y maximizar las contribuciones a la UAFIDA en el corto plazo.</span>
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<span style="font-family:'Times New Roman'">Consideramos que nos encontramos en una posición favorable para detonar un crecimiento significativo a través de una estrategia de expansión por fases, diseñada para mitigar riesgos y aprovechar nuestra red existente de derechos inmobiliarios (incluyendo servidumbres de paso, entre otros) y su sistema interconectado. Estamos avanzando en el desarrollo de un programa de expansión de capacidad en tres fases, con el objetivo de atender la creciente demanda industrial y el crecimiento impulsado por las exportaciones en las regiones Centro y Occidente de México, que se encuentran entre las zonas más dinámicas y con mayor intensidad energética del país.</span>
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<span style="font-family:'Times New Roman'">El plan de expansión, que contempla un incremento total de capacidad física de 660 MMpc/d y aproximadamente EUA$680 millones en gastos de capital, está estructurado para ser altamente eficiente en términos de capital. La Fase I, que representa 146 MMpc/d (millones de pies cúbicos diarios) de capacidad física y EUA$91.5 millones en gastos de capital, se obtuvo la FID en el tercer Trimestre de 2025, con una fecha estimada de COD en el Primer Trimestre de 2027. Las Fases II y III, que en conjunto representan 514 MMpc/d de capacidad física adicional, se espera que se desarrollen poco tiempo después. Es importante destacar que la expansión estará completamente respaldada por clientes del sector privado, lo que permitirá a Esentia diversificar su exposición frente al sector público, al mismo tiempo que mantiene una alta visibilidad de ingresos contratados a largo plazo.</span>
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<span style="font-family:'Times New Roman'">Adicionalmente, prevemos futuras expansiones enfocadas en atender oportunidades vinculadas a las exportaciones, centros de datos y otros sectores orientados al mercado externo, como Gas Natural Licuado, fertilizantes y minería.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Perfil Crediticio Sólido </span>
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<span style="font-family:'Times New Roman'">Hemos consolidado un sólido perfil crediticio respaldado por un historial comprobado en los mercados de capitales, un desempeño operativo consistente y una gestión financiera disciplinada. Nuestro principal cliente, CFE, está calificado en escala global Baa2 (Negativo) por Moodys, BBB (Estable) por S&P y BBB- (Estable) por Fitch. Desde el 2012, hemos recaudado más de EUA$4.6 mil millones en financiamiento, mediante una combinación de emisiones de bonos y créditos sindicados. Nuestra capacidad para atraer socios financieros de alta calidad nos validó múltiples reconocimientos en la industria, incluyendo los premios </span><span style="font-family:'Times New Roman'; font-style:italic">Oil & Gas Deal of the Year</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'; font-style:italic">IJ Global</span><span style="font-family:'Times New Roman'"> y </span><span style="font-family:'Times New Roman'; font-style:italic">Structured Loan Deal of the Year</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'; font-style:italic">Bonds & Loans</span><span style="font-family:'Times New Roman'"> en 2023.</span>
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<span style="font-family:'Times New Roman'">Los inversionistas deben tener en cuenta que cualquier calificación incluida en este Reporte Anual refleja la opinión independiente de la agencia calificadora correspondiente y no constituye una garantía de calidad crediticia. Una calificación crediticia no es una recomendación para comprar, vender o mantener valores, y podrá ser modificada o retirada por la agencia calificadora que la haya otorgado en cualquier momento.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Infraestructura Moderna y de Reciente Construcción, con un Fuerte Compromiso con ESG, Salud y Seguridad</span>
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<span style="font-family:'Times New Roman'">Operamos una de las plataformas de infraestructura de gas natural más modernas y de mayor calidad en México, con aproximadamente el 72% de nuestra capacidad total construida en los últimos ocho años. Nuestro sistema de gasoductos, desarrollado bajo estándares de Estados Unidos y Europa, supera los requisitos regulatorios locales y ofrece una confiabilidad operativa líder en la industria. Al 31 de diciembre de 2025, hemos mantenido una disponibilidad del 100% tanto en nuestras estaciones de compresión como en nuestra red de gasoductos desde su creación (excluyendo mantenimiento y eventos de fuerza mayor), respaldada por sistemas de monitoreo altamente automatizados que minimizan tiempos de inactividad y maximizan la seguridad. </span>
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<span style="font-family:'Times New Roman'">Más allá de nuestra infraestructura física, mantenemos un firme compromiso con los principios de ESG y con los más altos estándares en materia de salud y seguridad.</span><span style="font-family:'Times New Roman'; -aw-import:spaces">  </span><span style="font-family:'Times New Roman'">Alineamos nuestra gobernanza con marcos globalmente reconocidos, incluyendo los Principios Rectores de la ONU sobre Empresas y Derechos Humanos, los Estándares de Desempeño de IFC y los Principios de Ecuador. Todos nuestros colaboradores están certificados bajo un Código de Ética y Conducta, y hemos demostrado de manera consistente altos niveles de cumplimiento en auditorías externas aplicadas a sus sistemas operativos. Asimismo, mantenemos una de las tasas más bajas de frecuencia de accidentes con tiempo perdido (“</span><span style="font-family:'Times New Roman'; font-style:italic">LTIFR</span><span style="font-family:'Times New Roman'">” por sus siglas en inglés), y somos reconocidos por nuestra alta representación de mujeres en puestos de liderazgo, ambos indicadores de una sólida cultura de seguridad y de un entorno laboral inclusivo. </span>
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<span style="font-family:'Times New Roman'">Bajo la dirección de Partners Group, adoptamos los más altos estándares de responsabilidad, sostenibilidad ambiental y compromiso social.</span>
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" 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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Patrocinador con Amplia Experiencia y Sólido Historial en el Sector de Infraestructura, con Operación Exitosa de Esentia</span>
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<span style="font-family:'Times New Roman'">Nos beneficiamos de ser propiedad de vehículos de inversión gestionados y/o asesorados por afiliadas de Partners Group, una de las firmas de inversión en mercados privados más grandes y con mayor trayectoria a nivel mundial, con más de EUA$185 mil millones en activos bajo gestión, al 31 de diciembre de 2024, aproximadamente 1,800 profesionales en 20 oficinas alrededor del mundo y más de 800 clientes institucionales a nivel global. Fundada en 1996 y listada en la Bolsa de Valores de Suiza (SIX Swiss Exchange) desde 2006, Partners Group es un inversionista líder en capital privado, infraestructura privada, deuda privada, bienes raíces y regalías.</span>
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<span style="font-family:'Times New Roman'">Partners Group ha invertido más de EUA$36 mil millones en activos de infraestructura privada a través de más de 170 inversiones en más de 20 países, aportando una profunda experiencia en el desarrollo y operación de plataformas de gran escala e intensivas en capital, en sectores como energía, transporte e infraestructura digital. Partners Group mantiene algunos de los estándares más altos en materia operativa, financiera y de ESG dentro de su portafolio, y ha demostrado su capacidad para generar valor mediante crecimiento disciplinado y mejoras en eficiencia operativa. Su inversión en nosotros está liderada por un equipo senior especializado en infraestructura, con más de 150 años de experiencia acumulada, que incluye participación activa en los consejos de administración y supervisión directa de especialistas del sector.</span>
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<span style="font-family:'Times New Roman'">Bajo la administración de Partners Group, hemos demostrado una ejecución operativa sobresaliente y nos mantenemos bien posicionados para cumplir con nuestros objetivos estratégicos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Estrategia de Desarrollo</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Crecimiento inminente a partir de infraestructura existente</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Nos encontramos en una posición favorable para generar crecimiento en el corto plazo a partir de nuestra infraestructura existente, con un despliegue mínimo de capital. Nos encontramos en avanzadas negociaciones comerciales con múltiples clientes para contratar capacidad actualmente disponible a lo largo de nuestra red de ductos. Estas oportunidades incluyen tanto nuevos volúmenes como crecimiento contratado mediante escalamientos tarifarios incorporados en contratos previamente existentes—particularmente con CFE bajo estructuras de contratos sin derecho a rescisión (</span><span style="font-family:'Times New Roman'; font-style:italic">take-or-pay</span><span style="font-family:'Times New Roman'">). Nuestro negocio de comercialización de gas también continúa expandiéndose, capturando margen al adquirir gas de bajo costo y venderlo a clientes privados bajo esquemas flexibles y personalizados.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Justificación del Plan de Expansión, Fundamentos, Fases y Alcance Técnico</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Estamos avanzando en un proyecto de expansión de capacidad a gran escala y por fases, para satisfacer la creciente demanda industrial y el crecimiento impulsado por el </span><span style="font-family:'Times New Roman'; font-style:italic">nearshoring</span><span style="font-family:'Times New Roman'"> en las regiones Centro y Centro-Occidente de México. Se espera que Esentia Gas comprometa las ventas de gas contratadas que anclarán esta expansión. El plan de expansión añadirá 660 MMpc/d de capacidad física incremental a lo largo de rutas de ductos existentes, aprovechando nuestro sistema contiguo y los derechos inmobiliarios ya asegurados, con un desarrollo de </span><span style="font-family:'Times New Roman'; font-style:italic">greenfield </span><span style="font-family:'Times New Roman'">mínimo requerido. La expansión fortalecerá la conectividad de gas natural en estados de alto crecimiento, incluyendo Chihuahua, Durango, Zacatecas, San Luis Potosí, Aguascalientes y Jalisco, lo que nos permitirá atender tanto a clientes industriales como de generación eléctrica con un suministro escalable, asequible y confiable.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">En total, anticipamos que el proyecto requerirá una inversión de EUA$680 millones y se integrará completamente en nuestro corredor existente.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Este proyecto por fases busca reducir el riesgo de ejecución, optimizar la asignación de capital y maximizar las contribuciones al UAFIDA en el corto plazo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:28.52pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-weight:bold">Fase I:</span><span style="font-family:'Times New Roman'"> Busca añadir 146 MMpc/d (millones de pies cúbicos diarios) de capacidad física mediante un programa de inversión estimada de EUA$91.5 millones de gastos de capital, enfocado en la repotenciación y reconfiguración de las estaciones de compresión existentes en El Encino y San Juan, la incorporación de una nueva estación de compresión en Aguascalientes y la construcción de una nueva interconexión entre VDR y Ramones Fase II Sur (“</span><span style="font-family:'Times New Roman'; text-decoration:underline">Hub VDR</span><span style="font-family:'Times New Roman'">”), cuya fecha de entrada en operación comercial (“</span><span style="font-family:'Times New Roman'; text-decoration:underline">COD</span><span style="font-family:'Times New Roman'">”) se estima para el Primer Trimestre de 2027.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin-left:66.2pt; text-align:justify; line-height:115%; padding-left:5.8pt; font-family:serif; font-size:12pt; -aw-font-family:'Courier New'; -aw-font-weight:normal; -aw-number-format:'o'">
<span style="font-family:'Times New Roman'">Se espera que el Hub VDR habilite volúmenes adicionales contratados mediante una inversión de capital relativamente baja. Este proyecto consiste en una interconexión bidireccional, de bajo costo, entre nuestro gasoducto VAG y el sistema Ramones, estratégicamente ubicada para atender el gran centro de demanda en la Zona 5 de CENAGAS. Consideramos que esta conexión permitirá un acceso flexible al suministro de gas, mejorará la redundancia del sistema y abrirá nuevas oportunidades comerciales, particularmente para clientes que buscan diversificar su </span><span style="font-family:'Times New Roman'">suministro y reducir la dependencia de una sola fuente. Con una capacidad planeada de 886 MMpc/d, el Hub VDR nos permitirá monetizar su infraestructura existente y optimizar los flujos entre los puntos de Waha y HSC, facilitando arbitraje de precios y mejorando las opciones de suministro de gas.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:28.52pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-weight:bold">Fase II:</span><span style="font-family:'Times New Roman'"> Busca añadir 295 MMpc/d de capacidad física, a través de una inversión estimada de EUA$205.5 millones, que incluye reconfiguraciones para permitir la operación simultánea de varios turbocompresores, así como mejoras en las estaciones de El Encino, La Laguna y Aguascalientes, con una fecha estimada de entrada en operación comercial (COD) en el Segundo Trimestre de 2028.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:28.52pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-weight:bold">Fase III:</span><span style="font-family:'Times New Roman'"> Busca añadir 219 MMpc/d de capacidad física mediante un gasto de capital estimado de EUA$383 millones, que contempla la construcción de una línea paralela (</span><span style="font-family:'Times New Roman'; font-style:italic">looping</span><span style="font-family:'Times New Roman'">) en el gasoducto EELL, reconfiguraciones para permitir la operación simultánea de varios turbocompresores, y la incorporación de nuevas unidades en las estaciones de VAG y LLAGS, con una fecha estimada de entrada en operación comercial (COD) en el Cuatro Trimestre de 2030.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-style:italic">Infraestructura de Esentia en cada fase de la Expansión</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-style:italic"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:115%; font-size:12pt">
<img 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" 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</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-style:italic">Fuente: Esentia. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Cronograma Esperado del Plan de Expansión</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-style:italic">Línea del tiempo – Plan de Expansión Esentia</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-style:italic"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:115%; font-size:12pt">
<img 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2uqI458/gXiUlegasdWEdv41k4cOnIUfzI+hcAp8aJt41s7cbK2FjMm3u+wjFrBwRKs+ssb2PvSWmx8ayfmZ2TCdmivaItLXYHDuZsx9PbbcOTzLzAsYbZof8z0PADgT8anMO6JRVj28xmIHRMOn9HjYDu0t8H+nRkrIIiIiIiIiMhjKEMw1ImByLuHi4TD2LuGo8bFPHXOHPn8C1SfOSuqDeZnZOLg4SMYevttgH2OBjWl0iJOqjpPmPSg5nHk3cPFOg4ePqppnz5hPL48W59Icaa5/TsLJiCIiIiIiIio0zl05CgG9PUDpPkhbIf2Yu9LawEAVTu2YtnPZ4jhFk+/8irG3jUctkN7kd/IHH/UfExAEBERERERUadScLAEuUV/x4yJ92Po7beh+sxZl3fUiB0Tjqd++ShKjpoBQCQtlMdN4e+nR27R38XjvN17MGbYUE0fteb27yyYgCAiIiIiIiKPMSxhthgusfGtnXKzS+phFnGpK2A7tFcMkcjPWIm41BWi/elXXtVMOPn8H1/Hc/Pm4rl5c/H8H1+Hz+hx+HPxO/JTuKQkMZT1fXn2LJ6bN1fuJjS3f2fBSShboDWTUBaVlWtua2ktzkdM6opGb+FJbY+TUBIRERERtYy7JqGkzo0VEO2oqKwcS9e/DGtxvviPiIiIiIiIqCtgAqId7dh3AHkmoxwGABgSZkMXFYfE9EwAgCknF7qoOOii4pBdUIiisnKYcnJF/xj7jKwxqSugi4pzeKyLioMhYbboT0RERERERNSROASjBVo6BMPVUAtDwmzkmYwwBAU67aPElP9nFxRq2ufERsOUk4tRwYMxKXQkYE9gqB9T4zgEg4iIiIiIqO2wAqId+ev1MFdWyWEE9OsLQ1CgJqaugFCEGUJQVFaOsopjmBMbjVN1dVictQG6qDis2pKHU5Y6ABAJCiYfiIiIiIiIyFMwAdGOQkOCNRNQNqTUXOEwT8TUyAi8f+w4aiwWAEB/X1+sSUkW/ebERsNcWYWyimMwzkpQrY2IiIiIiIioYzEB0Y7mxEZjSfw0Udmgi4pzWhEBe7WD0sdfrwcAGIICUWquwNTIsYB9fdv37Rf9isrKkbrhFbyxe4+mekKZH4KIiIiIiIioo3AOiBZo6RwQ5Nk4BwQREREREVHbYQUEEREREREREbU5VkC0ACsgOidWQBARERERtYxPbKYcapStYIkcok6OFRBERERERERE1OaYgCAiIiIiIiKiNscERDsxV1Zp7n6hi4qDIWG23K1F3HGXC3esw5WmrruorBymnFw5TEREREREXUTglHj4jB4n/mtP455YhI1v7ZTDTfaY6XnNtm98ayeOfP4FAqfEAwCOfP6Fpt1n9Dgc+fwLeTWdGhMQ7cQQFAhrcT6sxfm4b9gQWIvzYc7dLHdrkV0ZK+WQR2nq9k0KHQnjrAQ5TEREREREXcjh3M2wHdqLp375KB4zPS83N+rpV17F06+8KocbtfeltUh6eLIcbpaXU5fAdmgvbIf2Ol1XQL++ov3l1CUYljC7SyUhmIDwADGpK6CLihOVAtkFhUhMz4QuKg7myirRrouKgyknV/w7u6BQLA8AppxcGBJmi3Z5/cr6GpJdUKhZh9Jf2R5DwmwkptdPMJNdUOjQT72sUs2groCQ2xLTM5GYnglDwmxNBYSzv4OIiIiIiLqO8CEGfHn2rHisrhwoOFgCSFUF455YhKdfeRXP//F1PP/H1zUVFM6qKsY9sUhULWx8ayceMz0vKiDkagUlSfD0K6+KZVqSHFFLengyEiY9iDfe/Yfc1GkxAeEGyol4U4caqGUXFGJq5FhYi/MRZghBUVm5aLMW58MQFIjqM2dhLc5HycYsbN29R1RSbN+3X7MuAFgSPw3W4nwsmzkdRWXlyC4oRJghRCyfuuEVeREH8RPGw1qcjzUpySg1HxPbZC3OR57JKPpt37dfrHftth0irmxfqblCxGBPNpRszHJoCw0JdqgGMeduFtugJFqIiIiIiKjryNu9B7f27QvYkwVKdUF+xkrE2c+9Mv78hojvfWktnps3F0/98lE89ctHYTu0VyyrVFXkZ6x0SBw4q1aIS12B/IyVolJBeT4A2P/Rx7Ad2os/GZ/SLAMA8zMyHZIkDRk9dAhOnq2Vw50WExBucKquTg412am6OizO2gBdVBxWbcnDKUv9ukJDgkWfgH71XzpDUKD4tyv99b71//f1xSlLHU7V1WFU8GDAvnxT9Pe1r0Pvi1N1dThlqdNsD+xzWrx3+Ch0UXEIT0pBjcUCqLbVmRqLBeFJKdBFxeG9w0dF1USYQbtuqCogFmdtkJuIiIiIiKgTG5YwGz6jx+HLs2fFSf6+f30skgSxY8IR0K8vjnz+BUYPHYL5GZkNnuzv+9fHYp1xqSuw/6OPRdv0CeM1fWGvfoD9eWCvVKg+82Mlxi+iHhD/lqmHYCjL04+YgHAD46wEWIvzmzzXgVp/X1+sSUkWVQNzYqPlLq3S39cX7x87DtiTBi3RX++LsopjmpghKFDMZdHUv91frxcVEFZ7dYczRWXlmioMIiIiIiLqOpRqhb0vrZWbHCQ9PBm2Q3ux6i9vYNwTi+RmQUkK2A7tRdWOrXJzhzl05CgG9PWTw50WExAdbE5sNLbv2y/mO1APwXCHObHRKDVXiEqFjOR5cpdGTQodiRqLRaxDMTVyrNhuZV6IhmxavkRUQDQ0t8Ok0JHYunsPdFFxyNy6TW4mIiIiIqIuJqBfXzE/g1LtMPT220T73pfWYt+/fqxsUFMv2xRDb78N1WfOiufZ+NZORN49XO7WagUHS5Bb9HfMmHi/3NRp+dhsNpscpIalpaVh6dKlcrhLKCorx459B7Bp+RK5yeutXr0aaWlpcpiIiIiIiBrhE9v4BUmZrcDxnCJwSjzyM1ZqkguwD4sYljBbPD6cuxlDb78N455YJBIPT/3yUTw3b66mr+3QXodlEyY9iD8Zn8K4JxZh2c9niKESj5mex+ihQ5D08GQUHCzRzPugzCeh3F3juXlzRZtCvbziyOdfIC51Bap2bHXYDqjW21UwAdECXS0BYa6s0lQ+WIvzNe2dBRMQREREREQt464EBHVuHIJBjTIEBYp5Gzpr8oGIiIiIiIjaFisgWqCrVUB0FayAICIiIiIiajusgCAiIiIiIiKiNscERDtKTM8Ud4DQRcUhu6BQ7tIippxct9w9w1xZhRjVRCsAHB4npmfCXFnl8JzmyipxJ4yY1BWav1Mtu6AQppxcTUx5DkPCbKfLmSurNHGDNHGLWkOvsXq75G0gIiIiIiKitsUERDsr2ZgFa3E+SjZmYXHWBrm5RYyzEjApdKQcbra123a06DadzijzRaxJSdac7Cu3BVWYK6vgr9cD9tvjKMuVbMzSJCFmTBgv2sYMHdJgAkF5ja3F+ZgTGw3Ykw9TI8eKuHFWgrwYERERERERtSEmIDrIyVoLBvjVn3ibcnI1V/2VagLlCn5ieqaoDpD/rSxfVFauqRRQTtDVVQUK5bGyvJohKFAOuV2YIURUT2zfdwBTIiPkLjAEBWJNSrLLKpH+vr5yyCUlyaEkI4iIiIiIiKj9MQHRzsKTUqCLisN0owl5JiPMlVWoqbXAWpyPPJNRJA4OHjkqruDXWCzIMxlhLc7HwSNHxb9rLBbNurfvOyDajLMSYMrJxZL4aWLdiemZyC4oxJqUZFiL87Fp+Y+3vSkqK4e/PSGi9t7hoyJhoYuKwxu798hdnFL6Z27d5lBtMCp4MN4/dhwAUGqucFm90V/vi1N1dQCAN3bvEeussVgaTCYor7GSdDlZa3H6txEREREREVH7YQKinamHBxiCAnGy1iJOrqcbTaiprU8qjBk6RLOcUpkQ0K+vyyoF46wELF3/MnRRcSgqK0dNrQVhhmAAwKTQkeLEffu+/dBJ8yOcstQ5rSq4b9gQsb3W4nzMmDAesFcgnLLUJwecUfrnmYwO80hMCh2JUnOFZviFM+ptUoZgAGh0mIj6NQaAAX568boSERERERFRx2ACooMN8NNr5jdQVyW0hDl3M0o2ZmHHvgPw99Oj1HwMUCoc7Cf7uzJWwlqcj+379ovl1NUGTdFf76tZfu22HQgNqU92NEWYIQSpG15xOvwC9mETi7M2OFQ65JmMWLtthybWGENQIA4eOepyOAcREREREbVeWlpas/+jroUJiA5mCAqEv59eDBloaHLFxihzSYQnpWBKZASMsxKQuXWbqK7YtHwJsgsKxXNNjRwrlp0UOrJZVQKTQkfCX//jdsvDIpR4eFIKdmWs1CwLAFMjI1B95qxm+EX1mbOa5ZQKBjWlf3ZBIYrKyp2+XuohGEq7OXezeC10Lua/ICIiIiIiorbjY7PZbHKQGpaWloalS5fKYa+XmJ6JRdOmuBzi4WlMObkYFTzY5RwSzbV69WpmYYmIiIiIWqglx9LOlgmcEo/qM2fF48O5m5GSuRYzJk5A0sOTNX2b4jHT8xg9dAiSHp6MwCnxWL/014gdEy53a7LAKfHIz1iJobffJjdRI5iAaIHOmoAwV1YhdcMrTisWPFFM6gq3bqu7EhA+LyTLoS7H9qR7bjFLRERERN6jJcfSzpZx9wm+OgHhDu7evq6EQzBIMAQFuvWEvq1507YSEREREVHLPWZ6Hhvf2gkAGPfEIjz9yqvwGT0OPqPHoeBgCQBg41s7Rcxn9Dgc+fwLaS31yxYcLEHBwRJNX1cxReCUePiMHodxTyzSrE/9nIFT4jVt5IgJCCIiIiIiIvIowxJmixN7Zw4ePgLbob14OXUJVv3lDQBA0sOTYTu0V8Qz/lwfdyZ2TDhsh/bicO5mBPTri9gx4SJmO7QX+RkrxXofMz2PX0Q9ANuhvVj28xlieMiRz7/A/IxMsczYu4bjMdPz0jORGodgtEBnHYLR1XEIhvtwCEbnwM+y+/A7QUREXUFLjqWdLeNsiIN6GMW4JxZh2c9nIHZMOI58/gXiUlegasdWANAkLBImPYg/GZ9yuSzsFRHqx+r5JyLvHo69L6112ic/YyUOHj6KQ0eO4k/GpwAABQdLsOovb2DvS2vFNpAWKyDaUWJ6prgLgy4qTtzJQR2LSV0B2Oc3kJlyclFUVi6HHTh7HkVM6gqHO0Q4W86QMFvT1hyu7k7RHObKKqevARERERERkTOPmZ7HU798VFRANGbjWztxa9/66gcAePqVVzH2ruGiAoLcjwmIdlayMQvW4nxYi/PFbSuXzZwuYu6a18DZ88SkrsDUyLEibpyVIPpnFxSixmIRbebczaq1tT9DUCDCDCFNSrgQEREREREBwAA/PwDAoSNH5SYH8zMyRfWCYkDf+uVLjppF7Na+fcXjjW/tFBUS/n565Bb9XfTL270HY4YNFY/JERMQXYS5sgr+er1IRjijvtWNQl0xYa6sAgAYEma7rKKQqasY1NUdTVnn1MgI7Nh3QCxPRERERETkSuovZmB+RiZ8Ro/D/o8+lps1lAktlXkmNr61E8/Nm4vn//g6fEaPw5+L3xF9/2R8SsQPHTmKyLuHA/Z5JJ765aNiHV+ePYvn5s0Vy5EjzgHRAi2dAyIxPRNv7N4jHluL81FUVo7pRpOIrUlJxpzYaKe3mDTl5GJU8GBMCh2pictcPc/7x45rqh5k2QWFWJxVP045z2TUPI96eUPCbFEh4Ww71X3V7XLfpqxTXqYtefIcEFkPTMfMkJHo060HTlyoxTP787H12IdytxaJD74XLz04A3269cDr5veRkJ8jd2k2jnfvHNris9xV8TtB3sgnNlMOdVq2gsZLtYmocS05lm7JMuS9WAHRztRDIxTqIRgNVSg0h/w8A/z0qKm1yN005sRGi2WmG01iHgZdVJwmSRLQr69mueZqi3V2NvHB9yJiwB0AgIUjxmP2sNF4eMcr8HkhGWWnq/DSgzM0/QN69sbCEeOxcMR4TVyOxQffi4Ujxot1A8BLD86A6eAu+LyQ7JbkAxERERERkTNMQHQRhqBAHDxyVDMhZVP46/WwFucjz2SUm1w6ZakT/1YP66g+c1YMBWnuOruSukUZeOOhOVg2aiIAYELAIJScqsSBk58BABLyc9CnWw9NEmHZqImYfMcwzBk2GiWPpQIA3p2xCHOGjcacYaPx6bz6zPJT4ZMwIWAQiqYvQMSAO7BwxHh0u/oazAwZgXdnLEJAz95inUQdZeGI8bA9uUH8p/6sExEREZH3YgKinYUnpTjMdbBqS57Tu08oMV1UnJiMcbrRpFne1R0nnD2POXczMrduE/HE9B9LK7MLCjXPl2cywhAUiBqLBbqoOCxd/7Jq7c6ZK6ugi4rD4qwNmBoZAQBYEj9NrHNJ/LRmrVNJVsA+rESZL6Kze3jHKzhxoVYONyjlnTxMfGMtDltOofvV1wIAJgQOwoJ3tmL45ucwsFf9ZDrDNz+Hhe/m4coP3+OWG3oCAK788D22VHyAHtdei51T52vWS9TeIgbcgbUTp2HsnzPh80IyFr27Dft/wdJoIiIib5CWltbs/6hr4RwQLZDWwjkg2kJT54XwRu39t3nSHBCfzkvDsbozeGj7RiwcMR7GMTG4N2clqi+eR9YD0xF1WwjufEW7rblxszDu1jtx3+urUH3xPC4t/X+YvSsXpacrUTX/9/B5IRkRA+7AXybPxl8//Qgp7+SJ+R9816bCFBGLGSEjHNbbEhzv3jm447PcGOWzsujdbVj3wR68PTUJAPDQ9o2iT8ljqfjg39VIeScPsCcp1EmJsX/OxIGTn6HksVSE3RIE2Nf3r7MnHfotGzURkwcOE7ETF2rd8plvDL8T5I04BwQREbkbKyC8XKm5ot1O0NuTubKq0/5tjbE9uQEDe/lh8sBh+HReGtZ9sAcfna1BxVwjTj7xPBbcOw7drr5WnKjBnnx41DAK3a6+BlXzf4+FI8Zj8+FDeOnBGfhw1grsPHEYAFA0fQG6XX0NFtw7Dp/OS8PWYx/ixIVa1C3KQPI9kXij4gPVlhC1rZLHUrHo3W2amF+PG/Gl9bwmVnvpa9yq+3F40IGTn8HnhWT4vJCM0tOVWDZqIhaOGI+wW4Lg80Iy1n+4F8YxMU77PbR9o4iduFCL4i8qNM9FRERERG2HFRAt4EkVEOQ+nlQB4e14tbdzaK/Psu3JDc2qgFCzPbkB6z/ci1t1vRHs2w93vpImKiSUygh1P2UdC0eMx9qJ09r1byTyNu6qgAjw02Gn8SEMC9Tj8n9+wLsfVeOhZ9+Wu7VIVtL9mBk5GACwZd9xpGz8h9ylSVgBQUTUPlgBQUREHmN39SeYPHCY5i4wA3v5OSQfIgbcoUkq7K7+RMx1Mn3wPTh35RIOnPzMoZ9iZsgIURlERO4TYeiPhZPvRnzEIBF75/dTYbl4BT6xmQiZn4MxIf2RlXS/Zrn4iEFYOPluRBj6i5iyLiXmbN2zHxgC05YSmLaUYPYDQ0SciIg8ExMQRETUId6emiQqA9ZOnIaSx1Kx7oM9WP/hXuz/xRLYntyAtROnoU+3HuJOLpDmgFhw7zjYntyAdR/sQenpStie3IAF946D6eAup/2U5cNuCcKq998V6yQi9/jtz8MxYfitWDVnrEgyDLylF+as/TsAoLrWioMVpzDiDu3tt5+KH4UJw29FkWkqIgz9EWHoj7f+7yERWzj5bqfrLjl+GnMeHII5Dw5ByfHTmnUSEZHnYQKiHSWmZ2ruNKHc2aK5YlJXaP6vptwZQ313DGf9nMWc6Up3nyCi9qWej8HnhWSE/ykDsN/VRR33eSFZM1Gkem4H5T8ACP9Thni87oM9LvstGzURpad/vLUtEbnPxKffxEPPvo3z33yLm3pcJze7NHxBLha+sgdXvvsBt/S+AcumjMCJUxfw0LNv492PqjFh+K1O132r/kZc/vYHXP72B9yqv1FeLREReRgmINpZycYsWIvzYS3Ob/IEi+bKKs0tM3dlrNS0qxlnJTist6H+RERdScSAOzB54DBs4YSrRG0iwE+HklUzcfnbH5CwuhAAcOL0Bfw+YYxov+d2P2zZf1yzXIShP95Lj8eWfcex9cAnsF7+Dt2vvxoA0OP6a8Sy8roH3tILM9L/hhnpf8PAW3pp1klERJ6HCYgOZsrJFRUR2QX1P6ZFZeWaWHhSCt7YvQe6qDhAql4wJMyGLipOxJQKCDWlTb3e9w4fBQBkFxSKmFIxYa6sErE3du/RrIuIyJspVRHrPuC+jagt7DQ+hGFBegwL0ouJHZ/JPYToEUE4mfMrVLw8C71v7AbjzHDNckWmqeh23TVYEHsXPt30OP4v9yB633A9Pt30OO66zQ+rdnzgdN27P/4SH659FB+ufRS7P/5Ss04iIvI8vAtGC8h3wcguKMTirA24b9iQBqsNEtMzxQn9AD89zLmbNe0xqSuwK2MlDAmzkWcywhAUCNgTAmu37cCm5fU/tkq/mNQVyEieB0NQIBLTMzElMgLvHzuOUcH1s0G/f+w4jLMSNOtVnlOJqbla76JpU8S2dGbuvAuG9YkX5XCXoXvpN5zxv5NQhixQ6/E7Qd7IXXfB8Aa8CwYRUftgAqIF5ASEKScXq7bkNSkBIZ/MK8sCEMvLyYGGEhBKP6V64lRdncsEhLq/8m8leQJVUkTdz9k2d1ZMQLgHExCdR1f/LLsLvxPkrZiAICIid+MQDDcwzkqAtTi/weSDK6XmCjEnhKL6zFlNn4YoE0SWVRxDf72v3KzhbL3b9+0Xzx/Q78cZqTnxJBEREREREbkTExAdLMwQIuZb8NfrAQCrF8zXzMtgCArEwSNHoYuKc0gMhCeliLkh5MknZUvipznMATE1cqyIKRY+MkWsl3NAEBERERERkTtwCEYLyEMwqHPgEAz3YLl559HVP8vuwu8EeSsOwSAiIndjBQQRERERERERtTlWQLQAKyA6J2+vgDBXVqFPTx369e4tN7UrXu3tPDrqs9zZ8DtB3sonNhPWLb+Sw52ObuYfWAFBRNROWAFB1EGKysphSJiNmNQViEldgUNHzYhJXQHY744Sk7oCppxcJKZn4sz58/LiDrbvO4CPTnwuh1tMvS1FZeVyM3VxMakrNHPVwJ4EU2LynDXquCFhtmpN9YrKyjV9lM8f7Hf5cbWsvFxrPqvq5yQiIiLqDD44/okc6lBMQFCTxaSucJgEk1onfsJ47MpYiV0ZKzF6iEHTtvCRKTDOSsCiaVMwe2WGpu3M+fMwV1ahqKxck5z4+vJlTezM+fMoKivHoaNm0UdeTnlM1FQxqSswNXKsuIOOcVYCYJ8UV4lZi/MRnpQilrlv2BARX71gvkMiAQCWzZwu+qhvMay+W485d7NmmelGE0o2Zon2xibjJSIiIupKsvP/Joc6FBMQ7SgxPdNrTuDNlVVITP9x8ilzZRX89XoYggI1/RoiX5U05eRqYqacXHHFVP26yFfclUoBmfqqqLyO7IJCh6uZ7rxS6i41tRYUlZU3uC2GoECEGUI0fT468TnWbtsBAJi9MkMkE94p/xBfX74M46s5oh8A5OwqxrY9+3DoqFlcrT530YpDR81Yu20Hvr58WfN+E7mi7AvmxEZr4tkFhViTkqyJrUlJRnZBoSYG+x174ieMb/Bzr9i+b3+jtzg+WWvRPFbvG5TPe2J6JgwJs6FzUkUhU++rlf1Ra9dJRERE1BGOV3+Jvf/8SA53GCYgPIh8wtyRDEGB2LT8x/GQ8uPG6KLinF6VzDMZHa6a3jdsCFI3vCKt4Uc79h3AmKFDNCcr2QWFyNy6TXO1VZ0c2b5vP/z1ek1SorNdKZ0SGYFJoSMxNXKsSDRMiYzAtPGRuHjpEgBA16M73j92HABwrPpLwF4lccpSB0NQIN794J+i7eCR+luzEjXkZK0F/n71twxWO1VXh/56X02sv94Xp+rqNDFFf19fnLJo21ZtyRMn+c4SF85Yi/Mx3WiCLipOJNHmxEaL73mpuUL0Xb1gPqzF+RgzdEizk8FtsU4iIiKi9vDKX3fKoQ7DBEQHUK7oq6/EJ6Zn4r3DR8WBt1IZoD4QT0zPFPMFABDrUI/Vl5eJSV3h0A+q6gR1FQLsVzcNCbM1FRDNvfKnXAltarWEv16PMEOIyxOOGosFi6ZNwY59B0Rs+779DqXYCuUK7ZTICGxXLQMnV0o7mr+fHpNCRzaYDDlz/jxKzRUu+1gv1ycb1L6+fBkA8Ps/vo7EyT/FlMgIAMDoIQZsXpGKU3V1WJP3JgBg0bT6oR6uXk8itQF+etQ4+R45SyicstShv682KaFwlrBQD8GQKywaoiwD+35Qvc+qPnNW9BtgT5z4++mbvS9oi3USERERtYf9Hx3GRyc+k8MdggmIDjJmaP146DyTEe8fO45Ny5eIMdJzYqORuuEVcVC9fd9+wH4ivvCRKdiVsRKmnFzETxgPq32stLmyCqXmCrFM5tZt4rmUqgNFYnqmqAQoNVfAEBSIko1ZSEzPROqGVxxORNWVBqXmCnGVz9WVP2cnFgrlSqVOGjJhnJWg2WZFdkEhpkaOhSEoEDUW5wf3SiJESWBs33dAVAeor1RanVwp9WTKRJTGV3Pwf798VG7Ga7uKYMrJxTvlH7pMToQEBmDVljyRvDFXVmHTzr+JJM3UyAiYcnJhyskVCQmihhiCAnHwyFGHhOGc2GgsztLe6WFx1ganiYSisnJs3b3H5edWLcwQ0qzqsP6+vpo5IwL69ZW7uKQkFvz99Cg1HwPsw6RgT3q2ZJ1E1HzKPEdEROQep+vqUFhSJoc7BBMQHUQpYXZ1NbH6zFlxov7e4R9L45UD9ppaC6bar2rDfmU/zBAiHquTAkolgjIkocZiQXhSili3ubIKhqBA+PvpMTVyrFgH7CesY4YOEY/DDCHiKp+rK3/OroQq1EMw5AqJ1QvmO5xobN+3H4uzNohtlU96AMCcu1kz9nzr7j0i0fDe4aOaoRvKc8N+gt+RJoWOFMNQFMpYd+OsBBx6eR12ZazEpuVLHCaoBIDHYybBOCtBs4zy+VBiq55IwqonkrBp+RIYZyXAEBQI46wEbP3dM5g2PhKGoEBs/d0zMM5KwOLpj2jW72y9RLB/5zK3bhP7KCWhV7IxS8R09mFYCqXCSxcVh6XrX3ZIdEIagqFUVhlnJSDMEKJZr5ocnxMbjamRY532dUW5o0f8hPGA/TmV/U6NxSKGOjVnnUSd1Znz55GYnon43z6rmZx62UsbEf/bZxH/22ex7KWNon9M6gokpmdi2Usbnf7umnJyMXr+Qix7aSMS7Xd9+ujE5w4VjK2hrhRtytwzRESdUWFJGb65ckUOtzsmIDxUQL++4mRZXb2gUF+hgz0ZoL7af/DIUYcTfIW/Xq+ZC8EQFCh+kJVqC4VytVNRaq4QiQdXwgzBWJy1odlXLyaFjkSYIQRbd+8B7MkPqJIGJRuzxPa5uipaVFYuqkus9goT9dANNVel4UTUOHPuZvE9U+aHMQQFavZb6n2QOu4s+TApdKTLPsZZCZo2NXVc2Q71fA1KIm3T8iVie+Sk2q6MlbCq5qWBar3K8s1dJ1FntWpLHqZERmDr757BroyVMAQFIrugEP31vtj6u2ew9XfPoL/eV3PBYNPyJVj1RBJGBQ92WoFonJWAVU8kITQkGFve/YeIF5WVi2MB3tWJiKh1Dnx82COqIJiA8CDKVT5TTi4ykuc5XAlUU4YsKO0G+50SlGWWxE+TFxE2LV8iKiB09qEQS9e/DOOsBPG8akvip4m+YYYQl4kNhcE+pEP9HMqBiHoIhquDEMX2fQc0FRnK8xaVlTtcFVVKv3fYh18oJoWOxMEj9VUeSl/l73NWGu4tGps3goiIqC1UVFU7/P78vfwDTRXd4umPOFzQgP23y9VwyjPnz6Os4hiCAwIA+wWPry9fFpNU865ORESt5wkJCB+bzWaTg9SwtLQ0LF26VA6Tl1u9ejXS0tLkcLP5vJAM6xMvyuEuQ/fSb2B7UjsXAHmnrv5Zdhd+J8hb+cRmwrrlV5pYTOoKh1vjNhST2+THppxc1NjvrjMqeDAmhY5EUVk53j92HMZZCTDl5GLiiHsAAO9+8E/Rd+KIe/D7P76OqZFjMSc2WrOerbv3aKqolOc05eSK51DTzfwDbAVNv9MXEZE3Gb/g1+I2nH1798Ku1S/inkF3yt3aDSsgiIiIiKhJbuze3WGI5QMj79UMuSgqK8cDI+/V9AGAQ0fN8Nc7DuOcEhnR4DAm66XLvKsTEZEbnD1/ocOrIJiAICIiIqImUaoSlEklDx01Y/H0R1BWcUxMNrlj3wHNkIyY1BWI/+2zyNlVDNPcWZr1NRXv6kRE5B6FpWWwXrosh9sNh2C0AIdgdE4cguEeLDfvPLr6Z9ld+J0gb+VsCEZnxCEYRNSZqYdgKN549rfi7l/tjQmIFmAConNyZwKiq+PJVufABIR7MAFB3ooJCCIi7+csAfFYdBT++IzjHQXbAxMQLdCaBERieiamREZgx74DWDRtiubODu8fO46pkRFYu22HuJ0cVJMnZRcUirs9AMCalGTNnRwMCbM14x6V8Zin6uqwakueiKuXi0ldgfcO/3ibzTyTEbDfTUK9DV2BuxIQHa26uhr9+vXDddddJzcRNQsTEO7BBAR5KyYgiIi8n7MEhP6mm7Ar80WMGDxIE28PTEC0QEsTEObKKpFcSEzPbFECAqrbR8oJB3l2Z1ezPsekrhCzRqtnoy4qK8fS9S/DnLvZYfu6AiYgiLRYzeM+TECQN2ICgojI+zlLQACA6Vez8czjj8nhNscERAu0NAFhysnF1MgIGIICHU7w3ZGAUCc41P+WExDqdcoJiHVv7sCujJWaW2B1FUxAEHmfTz/9FHfe2XG3kiLqzJiAICLyfq4SEOFDDNiV+SJuuuEGualN8S4Y7ajUXKGpKAhPSoEuKg66qDhMN5o0fV1ZnLVBLLN6wXxNmyEoEDUWCwCg1HwMoSHBmnZX1NuQkTwPADApdCRKzRVyVyIiIiIiIvJyJUfN2HWoVA63OSYgOlDJxixYi/NhLc4Xcy+okwjOrElJFsuse3OHw724wwwhKCorx/Z9+zXzQzTEWpyPGRPGY9nM6V1qyEVn9b///Q9XXcWvNhERERERuVZYUiaH2hyHYLRAS4dgqIc7uBqCYZyVAEPCbOSZjDAEBWqGRchDMGJSVyAjeZ4maWCurELqhlfgr9eLYRzyEAxXc0DIQzrUbV1BZxmCUVlZCX9/f1xzzTVyE1GnwyEYRG3HJzZTDrW5/r27YdTtffBWeY3c1KY4BIOIOitXQzAAoE9PHXatfhGjmlg57w5MQLRASxMQTZkDwjgrAUVl5ZohGSUbs2AICmz0LhiKmNQVWPjIFJFwMOXkNngXDM4BUY8JCCLvwwQEUedy8eJFfPvtt+jbt6/cRERELdBQAgIA0ubMwm/nzJLDbYYJiBZoaQJCPTGkp5MTJF0BExBE3ocJCKLO5cKFC/jhhx+g1+vlJiIiaoHGEhChhmD8bdWL6NNTJze1CQ4Ub0fqagdPpmxfV0o+EBERUcf773//Cx8fHzlMRERtpMx8rF3ngmAFRAt0hqvkTeHn5wcAqK2tlZs6rc7w3n722We47bbbOBEldQmsgCDqXM6ePYvrr78ePXv2lJuIiKgFGquAAICfPzgRf077PzncJpiAIJdYBumdmICgroQJCKLO5fTp09DpdLihne9LT0TUWTUlAdHrxhuxK/NFhBlC5Ca34xkKuXTlyhV069ZNDhMRERG1Cd5Kmoio/V34+ut2G4bBPTy59J///AfXXXedHCYiIiJqE99//z0nUSYi6gCFJWWwfPWVHHY7JiDIqW+//RY+Pj747rvv5CbyUFeuXEF1dTX0ej2vHhERkVdRfsOuv/56/OQnP5GbiYiojZUfO94uVRA8SyENm82G8+fP4/Tp0/juu+/w73//G+fPn8f//vc/uSt5CJvNhgsXLuDf//43/vOf/+DcuXO4cOECOL0LdWY2mw11dXW4+uqr+Vkn8mLKb9jp06fxn//8B1euXMFXX33F7zURUQdgAoLa1ffffw+LxYK6ujr88MMPgH0sZl1dHWpra/Gf//xHXoQ6mPKeWSwW8Z798MMPIvb999/LixB5vStXruDs2bM4f/48fvjhB5w+fRqXLl2SuxGRh/vuu+9QW1sLi8WC//73v4D9N0w57mAVJhFR+yosLcOhI0flsFsxAUEAgMuXL6O2thZfuRj3Y7VaUVtbi2+++UZuog5y+fJlWCwWl+/ZV199hdraWp6YUaditVphsVhgtVpF7NKlSw1+F4jI81y6dAm1tbW4ePGi3AQAuHjxIn/DiIja2cVvLrV5FQQTENTkH/krV67AYrHgwoULchO1s6YmhC5duoS6ujqemJHXU66KWiwWfPvtt3KzuJJaW1vLyh8iD/fVV1/BYrHg8uXLcpNGYxdHiIjI/XaVlOHs+bY73/OxNXGQXa8HY/FVIyc75H2uv/ZaPPbABCQ8MB5+N90kNzu4eOkS/vTOP/DH4nfx9ZUrcjO1g6uuugq/fHACHnvgftzSp4/c7MDy1UX86Z3d+NM7/8C3LGclL/XC3Mfx8H3hctipvR8fwbw1WXKYiDxA/XHH/XjsgQnQ39RTbnbw1TeX8Kd3diP3nX/A2kjCgoiI3OO1p5/ErJ9OksNu8ZO0tLQ0OejMi7l/4clLJ/TDf/+LD098hn+fOw+/m27CLX16y10Ec9WXyPprPnLf+Qe+s883QO3PZrPho8++wOlz56G/qSf6+7pOQvzrs8+x/u0CvLFnP36wj68l8kafn/43fHx8MOy2ILlJ4+1DpXh1VzFqecWUyCMpxx1nLnyFvr1uws29XR93HKmswvq/5uP1d/fgP6xsIiJqN9ddew2m3T9ODrsFExAEAPjs9L9x/GQNrrvmGgy+dYDcjOIP/omsv+7Eno8Oy03UQb749xkcP1mD6691/p7ll5Qh66/5OHi0Qm4i8jpffXMJB45WwHrpEgL79UXPHj007Re+/gZ/2FWE9X/Nx0mLRdNGRJ7nxKnT+OTkKXS77loMGuAvN2NXWTnW/7UA+w4fkZuIiKiNfXm2FhF3DcOtffvKTa3GBAQJlq8u4v3jn+Lb777DoAH+uP7aa/H9Dz/gtaJ3sP6v+Thx6rS8CHUwy8WLKP/kBP7z/fcIvvVWXHfNNbj07bd4dVcx1r+dj+qztfIiRF7LZrPh488r8WWtBb1uvAG3+vkBAD76/Aus/2s+/rybV0mJvEntV1+h/NMT+O6HHxAScCuuvfpqXP7Pf5Bd+Hdk/TUfX/z7jLwIERG1g+++/x79evfGhBH3yk2txjkgyKnRhmCkPfYLrN3xNv5WVi43kweKGGrA7375KH77x9dx4IhZbibqVLpfdx1+P/sx6Lp3R+qmbFz4mr9PRN5s3PChMCb8HKbcv2Dvx6x6ICLqaHcNvAO7Ml/EzU2Yc645mIAgIiIiIqIura5wJ/r01AEAFq3Jwrpt2x3i6998CymZax3i6v62Q3vta9TGqWU+3fo6BtqHaalff3V854GDeOg3TwPS+6KOu+pPDct+ajlmx8bI4VbhbTg9WF3hTtgO7YXt0F4snDbVaTxrySKncaX/2y8+J2K2Q3vx6dbXRX8ibxExfJjmc+wqHjF8mNO42qdbXxfxkj9s0LQReYOSP2wQn+G3X3zOaVz92XbWXx2T24i8iav9vRxv7Pdh4bSpmrj6+Io6v0+3vo6Hn/w/+Iyun3TPOPuXgH1fCQA+o8dh54GDWPDIww32/3Tr6zhxsgY+o8eh1FyBtYtT7M9ALVHyhw1Y/+Zb8Bk9DucuWsXr//aLz2HgAH/4jB6H9W++hckRYxAxfBjefvE5mDb/ET6jx+HEyRpMjhjTYH9qXGFJmRxqNSYgPJSrHVtzd4QAcO6iFT6jx8Fn9DjcGf+oiBN5i7de+D18Ro/DIvutFZXvwVsv/B6l5grxQ5P91PIG+5f8YYP4AfIZPQ7hv0oWz0HkDd5+8Tl8cOwTzcFVxPBhyFqyCGGGEIydvxCL1mQhzBCChdOmuuwf/qtk8T1Y/+ZbAIDdH/xTfjoij+dqf9/c3wfj7F+K/qXmCsx8YIJ4Dur87ox/FAc+rp9o/cTJGhEPM4TgRE39Y2UfuXDaVJf9Bw7wx7GqagDAB8c+AexJL2qZ8F8liwoS5X0AgDHDhorXPW/3HgDA9Anj8dBvntZUnJy7aG2wPzWusLQM+/71kRxuFSYgPJSrHVtzd4REnYFv9GQA0PyoLJw2FX166sQP/LGqalFa56w/AAz098fOAwc1MSJv8tBvnhblp8pBLgBEhY7EuYtWHPj4sPjcTxhxj8v+asqy8veFyBs429+35PdBKdkGgD66H/9NXc/AAf6ak93a8xcc2uXHSv9zF63w691L0373nQM1j6llBvr7a85xzlnrkwuKW/vWT0ytVDENHOAvvu9ooD817NKVb1FY8r4cbhUmILxAa3aEsP+osqSQOgNlaJFyUAknCTf1lQZ1/4jhw9Cnpw6TI8aI7wNLzsmbBQcGiKQDAJyXDq7kg2C5P+zfl4ED/HGQtzokL9ea3wfYx5aHGUKcnrhQ16FUxDS1QlLuv+Wd3eJzpFQpU+u9/eJz6NNThznPp8tNDpTqvhMnazTDr6jlCkvLcMpSJ4dbjAkIDyfv2Boj93/oN09rvogLHnmYX0TyWsbZv8SJkzXiim5jnPXfeeAgfOxDmJSxgUTeJmvJIgwc4A/T5j/KTU656r/s5/EAgFV/2aqJE3kbZ/v7hsj95auh6nlUqGt4+8XnEGYIEcNzFHIyV0lsOeufkrnWYXibXG1DzZO1ZBEmR4zB+jff0iTQ5UqlL6Vbzxfb7+KnVKA01p9cO/zZ526dC4IJCA/mbMeGZu4I1VyV3xJ5g0+3vo4+PXUO85jIFUDKj5Or/grlh4cJOfI2C6dNxYJHHsbOAwc1B7a9pYMrpVrOVX8AmBwxBqXmCs1BHZG3cbW/b+rvQ8TwYeIER0lQhxlC+PvQhSgnufJdK06crMFA//rP0YQR9wD2hIKr/mozH5iAUnOFHKZmUH6/1He/gH0+COX7rczlkLd7j2ay/RHBgwAA//r0hMv+1HSFpUxAdHqudmyt2REGBwYAqh9gIm+hnjxSoXzOlR+Y4MAAkYxz1v/Ax4dx7qJVfA9GBA9yKEcn8nQRw4dh7eIUh1uIHauqRp+eOkQMHyZKy3d/8E+X/WH/nQGALX/frYkTeRNn+/vm/j64GqPP34euQ5l0dO3iFDFMU5ljTRnKrBxnN9S/RHWHofNWa5MrmMk5ZRjLgkce1gwnD/9VMs5dtIqhLkp1xJ3xj4p+ykXZAx8fdtmfmm7XoVLs+fBfcrhFfGw2m00OOtPrwVh89c03cpjaiPoetgoluWBzcn9hV/0XPPKw5grA2PkL+YUjrxIxfBj2v7xODsNn9DgsnDZVc4srn9HjmtWf3wfyNiV/2IAwQ4gmpiQXnN3jvLH+vXU6jnUnr9Wc/X1jvw/yd6WhCzpERF1R6i9mIP2JJDncbExAEBEREREREZFLQ24Lwq7MFzHAr3V3EOEQDCIiIiIiIiJy6egXlW6ZjJIJCCIiIiIiIiJqkDsSEByCQURERERERELanFlyiNpBWnaOHPIo115zNXatThc3Q2gJtycg+GGlrqLgYAk+OP6JHBb4XaCuorHvAvh9oC6E3weiH/H74LkaO9Hl+9IxGntfPMHSmfFYlTJfDjcZExBELdTYjyq/C9RVNPZdAL8P1IXw+0D0I34fPJc3nOiSZwoJCsSu1S8ioF9fualJ3J6AICIiIiIiIqLO6eXUJUh6uGW38eYklERERERERETUJLtKSuVQkzEBQURERERERERNUlhShnfe/0AONwmHYBARERERUcfo3bIybmql8zvliBbfl47R2PviQRbPmIbMhU/I4UYxAUFERERERB2j92T8be0SOUpt6KeLMhs/0eX70u6a9L54kMEBt2LX6hcRdMvNclOD2iQB8bfcvXKI2tBPE8YBfN3bnfK6N4TvSfv7acI4vu4dgN8Hz8Pfho7RlO8C+L50CP4+dIxGvxM80W13TTrR5fvS7pr0vniY9UsX4YmpD8vhBnEOCHKLC99cwNNbf4uaczVyExEREREREXUyhSVlcqhRTEBQq1345gKefOMZfFT1MZ584xkmIYiIiIiIiDq5wtIyFJeVy+EGMQFBrfLpv09gbdF6kXS48M0FrCvegI+qD8tdiYiIiIiIqJP43/9sza6CYAKCWuz46U/w+ntbUP75h5q4+WQF/vLeFnxU9bEmTkRERERERJ1HYWkZPqs5JYddYgKCWqTi1DG8/t4WfPjFP+UmAIC5pr79n1UfyU1ERERERETUCXz65clmVUEwAUHNdvSkGX8+sAX/qmw4uXDs1HH8+cAW/LPyX3ITERERERERdQKFpUxAUBv6a/nOJs/xcPz0J3ht75/kMBEREREREXUxTEBQsz00Mg7Dbh0qh50afMsgzIpMkMNERERERETUCUSHhcohl5iAoGYbOmAIfnHfDNwVOExu0hh8yyD8fEw87r3tHrmJiIiIiIiIvNydtw5AzOgwOewSExDUIkMGGPDzMTNxV+BwuQlg8oGIiIiIiKjTiw4Lxe39b5HDLjEBQS1m8A/GL8bMwN1Bd2niTD4QERERERF1bldd5YPo8KYPvwATENRaIf7BWBqzCP59/AEAvW7ohcUxKUw+EBERERERdWLRYaGICh0phxvEBAS1Wq8beuGFGc9i6K1D8MKMZ0UygoiIiIiIiDqn5lY/gAkIcpdeN/TCCzN/z+QDERERERFRJzc44FbEhDd98kkFExBERERERERE1GTR4aEIuuVmOdwoJiCIiIiIiIiIqEmu/slPEB3W/OEXAOBjs9lsctCZXg/G4qtvvpHDTv0td68cojb004RxAF/3dqe87kTUNNxHtS/+NnQM/jYQNVPvyXKE2sP5nXJEi+9Lx2jsffEQcfeNxs705+Vwk7RJAoKIiIiIiIiIOp+XU5cg6eGWJak4BIOIiIiIiIiIGhUSFNiiu18omIAgIiKiDmc7tFf8FzF8GAAgYvgwEasr9I6y1M7o062vw3ZoL7KWLBKxrCWLxHtT8ocNmv5EndHbLz7n8vOufBcWTpsqN1E7cLaPAoCF06aK94bcJzosFAH9+srhJutSCQhnBzeQfkRth/bi062va5brqtSvifoLrf4y25p4UOhsPcqOXPnP2Q6d2oazHTUPJjuG+jvAk66OI78HAFDyhw1O913kfnWFO+EzehzGzl8IAMh+ajkA4K0Xfo9ScwV8Ro/Dlnd2833oAHWFO3GsqloTixg+DAseeRjr33wLPqPr57xQf3eodeoKd4p9j/qEVv17Qe2roeMi5T06cbIGMx+cIDdTG3O2j1JMGHEPTpysAezHudR6115zNaLDR8nhZukyCQhXBzdZSxZpfkTHzl+IgQP8G9zRdAUlf9iAsfMXwmf0OJy7aMXMB+p3qAunTcXaxSnYeeAgfEaPg8/ocejTU9dg0ubtF58TX351bHLEGCxakwWf0eOwaE0WwgwhePvF5zT9yP2c7ah5MNkxXO2XeNLVfpRkz84DBzXxrCWLEGYIEfvBqNCRmnZyL9/o+nGkBz4+jHMXrSLep6cOfXQ6AEBK5lqkZK4VbdQ+fKMnY/cH/9TE7r5zIADg1r5+AIDwXyXjwMeHNX2oZT7d+joefvL/xG+xcfYvRfzEyRpxzMTjpfYV/qtkPPSbp+UwAGDmgxNw4mQNjlVVI8wQIjdTG3O2j1KMGTYUx6qqceJkDX/H3SQmPAwTRtwrh5ulyyQgXB3cRIWOxImTNeKg5sDHh1FqrujyOxD5YOK8tf41m/ngBJy7aNXshHceOIiBA/ydnrBGDB+GyRFjsP7NtzTxMcOGotRcgXXbtgMA1m3bjhMnazBm2FBNP3I/ZztqHkx2DFf7JZ50tZ8DHx8WB/pqyndB+W7cGf+o1IPaQsTwYejTUyeSpKXmCgwc4A/bob084fIg67Ztx7mLVkyOGONwlZ5a5874R8Xvr/riTW+dDr3tvwvrtm13eTJM7S/MEILisnJxbMXvg2dYOG0q+vTUYdVftuJYVTUGDvCXu1ALtGbuB0WXSUAo5IObgQP8cc5+cq2oPX9B9O2q1CXgUB18D/T3F8kIxZdnawHVgbpa+oIklJor8K9PT4iY8h4or7PinNWKPj3rf1ypffFgsmPJ+yWedHW8VX/ZCgBYuziF5c7tKPup5Zokd/ivkrFoTRYAYHLEGH4fPIhv9GRRObR2cQp/N9rAwAH+OFFTn4Q4ePgI+vTUwcZhkh5F+dzn7d4jjqU4DMMzTBhxD85dtOLAx4fFbzorSltnyG1BiA5jAqLZ5IMbck65KqhcGWzJAXjE8GEIM4Rg+fqNchN5IB5Mdhx5v8STro6n7AOVK5At2QdS85T8YQMGDvDHw0/+nya+btt28V4EBwZo2qhjPfSbp8VxwoQR98jN1ApKkiH8V8mA/bVWhuuFGUKYhPAQSrJh/8vrYDu0F3166rp8FbWnGDNsqEja7X95HWCvfKeWiw4PxQB7hWhrdKkEhLODm3MXraLUWeHXuxdgPwCl+qw77AmF81arKAFUKKXK//r0hJjc0HZoL56bNxew75SVL/6CRx4WlRLK66zoo9NpytCp/fFgsv052y+BJ10e4874R0UyiEm5tvP2i8+JOTeU396I4cM08ws5q1ikjpG1ZJFIjCrfC6UaklpP+T4o+x6FkhgtNVdgoD/LyT1BmCFEMy8afy88gzL8Qplrzmf0ODFknFqm23XXuaX6AV0pAeHs4Ab2k+uBA/zFjkK5ai9PSNbVqA/6lJOfAx8fRnFZOfr01GlKmCZHjEGpuQIHPj6MO+MfFV/0scn1k7f5qCbZW//mW1i3bbuYZ0MZ5rJw2lQMHOCPLe/sFuul9sODyY7hbL/Eky7PUPKHDeK7oCTj1EPJyL0mR4wBVFcRlYqTc1areHzuolVcDab2U1e4E2sXpwD2iwh1hTuRkrkWY4YNhe3QXqxdnIJScwXnqnGTrCWLxCTdyjxZsL8PCmfDYaltKXdFgj3pYDu0F2t/Xf+9UM+rpbxnHIbRfpzto5TfbfV3SHmfOAyjZaLDQzH+3rvlcIv42Gw2mxx0pteDsfjqm2/ksNdwVj6rHPSX/GGDQ7nUiZM1XXrSsYjhw0TVAlSvFVR3sFA7d9EqJtRzRlnf+jffEgcpn2593SETWWqu4AFmG6sr3KmZa0N579Rxvg/tw9V+KX1BktgnNfbdotaR93Wwf/6Xr9+oiav3XUREbUX+jQaARWuyMGHEPZpjL6VakYioPfzhyVTMnfxTOdwiXSYB0VxKppkH/k2jJBNa+4NoO7S3yyd/iIiIiIiIPMGwO27HrtUvor/eV25qESYgiIiIiIiIiMjBbx79OV5ITpTDLdZl5oAgIiIiIiIioqbp0e16xIx2z+STCiYgiIiIiIiIiFpg1OA78VfTMxg1+E65yetFh4Vi7F3D5XCrMAFBRORl7r3zDvzV9AzuvfMOuYk81MR77kLhShPGDR8qNxF5JO5niIga1u26a5EUF4P/l5yI4FsH4P8lJyIpLgbdrrtW7uq1osPdW/0AAD9JS0tLk4POvJj7F3z73Xdy2CMMCQzA6qRf4UTNKdR+dVFuJi80avCdeGHu4zhVV4dTdefkZvIAfI/a39U/+QlmRz+IJ2dMQ2DfvogcNhRX/+QnOFpVjf/+739yd/IAt99yM5In/xSp06fCt6cOk0bei1433oDT587jwtecV4k8z3XXXIM50VF4csY0BPT1436GiMiJO/37I+VnkzEn+kF0v+46AED3665DeMhg9NHpUFNXh3PWr+XFvMpdA+9A2txZuLF7d7mpVbw6AXHN1Vfj8aiJWDFzOgbf6o+xQ4fgqquuwtGqavyPP5Jeqb9vHyT+dBKenDEdt93cDw/cczdu7N4NX9Za8PXlK3J36gB8jzrGrX56pDwch6S4GPS4/noAQPfrr8NoQzB63XgjvqytxQVOFOxRYkJHIuVncYgJHYmfXFVfcPiTq67C8Ntvw8D+/fGf77/HiVOn5cWIOkxQv75Y8LM4JMZO4n6GiMiF++8ejgU/i0PUyHvkJgCAIfBWBPXrB+vly6g8c1Zu9hqz42LwUMR9crjVvDYBcfstN2PBQ/UH4zd27wYAuLF7N9w3JAS9brgBX9Za+CPpZe6/ezhSfhaHKRFjcN011wD2KzH33jkQQf364dK333r1l7gz4HvUMcKCByPl4cmYPDpMbgIADAkKQEBfP5z/+mt8WWuRm6md3dynN34VE4WUn8Xh9ltulpsBeyIvPGQwbujWDdW1tfjmCpN31LHuGxKClJ9NRmzYKLkJ4H6GiAgA8NgDE5DyszgYAm+VmzQG6H1x1+23AQA+/qJSbvZ4N3bvjrQ5s3Brv75yU6t5ZQJi3PCh4qqSM0ODAhF0c19cvHQJVWdr5WbyML1uvAGPR01Eys8mu/wyB/T1w8hBd+L6a6/B5//+t8d8FrsKvkcdZ0rEaCx4KBYjBzU8sVFAXz8MDQrED//9L8xV1XIztaP/+8UMJDxwP66/tuExoNdfey1GDBqInj164N1/fiQ3E7Wb+HFjkfKzONx9x+1ykwb3M0TU1Q2//Tbcdftt0PVofFiC9fJlfPx5pVcmIH429j4snTldDruF1yUgHntgAlIenowhQQFyk8atfnoMv/02+MDHK9/0ruT5Ob/EYw9MwA3d6ss9Xbmh2/UICxmMm/v0RvEH/5SbqQ3xPeoYV111FUKDB2HU4DubNP7uh//+F5+crIG5+kv88N//ys3UTszVX+Lb777DQP9bGkxCXLx0CTnF7yK76O+sgKAOc/211yJ08J0YNXiQGHbREO5niKgr+/iLStTU1aGPTocBel+5WSipOI71b+fjrwdL5CavsOznM3BXG01C7GOz2Wxy0JNduHABX331Fb7//nu5ycE111yDm266Cb169ZKbyIN8//33uHDhAi5evIiGPo4+Pj7o2bMnevXqhWvs5f/UPvgedaxvvvkGFy5cwJUGTlK7deuGXr164YYbbpCbqIN8/fXXuHjxIi5fviw3oXv37ujZsyduvPFGuYmoQ3z99de4cOECvv32W7lJ4H6GiKjed999J46NZcqx8LUNXIRoT+MX/Bp7m1Fpec+gO7Fr9Yvo27ttzqG97jacvXr1gl6vR/dGrgZ2794der2eyQcvcM0118DPzw99+/bF9S6uvlx//fXo27cv/Pz8eGLbAfgedawbbrgBfn5+0Ol0chMAQKfTQa/X86TAw9x4443w8/PDTTfdBB8fH8CepLvpppvg5+fH5AN5FOXzyv0MEVHjrr32WvTt2xe+vr6a33hfX1/07dvXY5IPLRETHtpmyQd4YwICqoPxnj17yk2APevk5+fHH0kvo9Pp0LdvX4f3tWfPnujbt6/LgyJqP3yPOs51110HPz8/9O7dG1fZ76hw1VVXoXfv3tDr9S4TQ9Sxrr32Wvj5+eHmm2/Gtddei5tvvhl+fn5efWBCndf1118PvV7P/QwRURP17t0b/fv3x3XXXYf+/fujd+/echev0vOGHogOD5XDbuWVCQh08qxTV3bdddehb9++6Nu3L6655hrx7+vs99eljsf3qONcddVV8PX1xc0334xrrrkGN998M3x9ffGTn/xE7koe5oYbbkBgYGCD5e1EnuAnP/kJfH190a9fP+5niIiaoHv37ujRo0ejFfreIDosFKOHDpHDbuW1CQhFZ8s6Ub2ePXvipptucrjSTp6jZ8+e6N27N8vIO0CPHj0QFBTU4JwQ5JnOnz8vh4g80g033IAbb7wRPXr0kJuIiEjSWX7f27r6AZ0hAQF71kmn03WKrBP9qKmTjVLH4XvUsTrLjx0ReSbuY4iImsbHxwf/+9//5LBXGRk8mAmI5jh37pzXv+lERERERETkXZQpAbxZdHgo9DfdJIfdrtMkIIio/f3vf/8TE5VRx2jotqhERERE1D68+Zis1403tkv1A5iAICLyXj4+Pp0i405ERETkzbz9glx0eCjCDCFyuE149ytFndp///tfzrpNREREREQez5srIKLD2qf6AUxAEBF5L5vN5tU/dkRERESdhbcek4UaghEzOkwOtxkmIIiIvBSHXxARERF1PG8eghEdForeuhvlcJvx3leKiDoch8kQEREREXlnBUSfnrp2m3xSwQQEERERERERURcTHRaKUSHBcrhN+di8MVXjxGeffYbbbrvNq8tfSIvvqefje9SxPvvsM9x+++0cimHn80KyHPI4v7zjbvzxs3/JYY9je3KDHKIu6NNPP8Wdd94ph4mISPLll1/Cz88P119/vdzU4cYv+DX2/vMjOQwA+MvvnsHMBybI4TblY7PZbGlpaXLc6zzyyCPYuXMnvvvuO7nJqzT3vfCGA25yrqUH+HzPG9bS17U5fGIz5VCHePS+QLz+XpUcbne2giVyqEPwu+E+7fE9ooZ5wn4m94lwJLxUIofbnafsY4jIc3X0PnPFQyFY+XaFHG53zvaXrhIQ4UMM2JX5Im664Qa5qU11msuWb775ptcnH4iImsMTkg9E1Hl5QvKBiMgbeELyobmiw0PbPfmAzpSAICIiIiIiIqKG6W+6qd0nn1QwAUFERERERETURcSMDsOIwYPkcLtgAoKIiIiIiIioi+io6gd4egIiNDQUaWlp4r+AgAC5C3kh25MbxH9ZD0yXm6mDZT0wXfMetQVl3Z/Oa96kq0SeqOSxVH6myWvERwzCyZxfwVawBHVbkmF6dLTcpcWyku5H3ZZk1G1JRlbS/XIzEZHXact9ZkcZM2wIosNGyeF247EJiICAAERHR+O1115DWloaCgsL8fjjj8vdyMvULcrA+g/3wueFZPi8kIwF947DwhHj5W7UQRaOGI8F944T78/6D/eiblGG3K1V6hZlYOeJw/B5IRl3vsKTNfJub09NQp9uPcR35tyVSyh5LFXuRtRhIgz9ER9RX2Yb4KfD5l9H4bV3zfCJzcQTG3bjmRlhiDD01yyzcPLdWDj5bgT46UQsPmKQJhZh6I+Fk+8W6waA2Q8MgWlLCUxbSjD7gSEiTkTkLdT7udbsM5WY/Fi9rLxfbS/RYaHQ9eghh9uNR9yGc+bMmRg0qP4H7Ny5c8jKysLMmTMBAFu2bBH95s6di9OnT2PXrl2APUmhTkq89tprqK6uxty5c+Hv7w8AKCwsxJkzZxrtpzxvR2vue+HJt51bOGI81k6cJrax/uQ2UnPSmfXAdIy4OQDhf/rxJLduUQb6dKv/Uqz/cC9S3slD1gPTseDecQCAnScO46HtGxvtBw9/fVpaXeCuv6nksVSE3RIEACg9XYnwP2Wg5LFUfPDvaqS8kyf6fTovDes/3Id1H+wBAEQMuAP7f/HjLX7G/jkTB05+plnfone3AQDWTpwm+vm8kOzwmWgLLX1dm6Mtb/WUlXQ/ZkYORp8br8eJ0xfwTO4hbD3widytRbKS7sfsB4ag+3VXY8aLf3Pbep3d8qkjtOXnCi72TXWLMvDwjldw4ORnop/tyQ2abVHvl85duQTftfUJCvX6fF5IxttTkzB54DAAwIkLtbjzlTRNH6iet621x/eIGuaO/UzJqpkIG3wzTpy+gDsTX8PCyXcjdcoIDJj1B9Hn002Po/if1UjZ+A/AfkD864fuwaX/fI+7bvOD78wNMD06Go9PNOCTUxcQPvgWhMzPQfaiB3Hp2+9xz+1++Gvp50jZ+A+8+9wj0PfsBgCwXLyCiU+/KZ6nNTxlH0NEnssd+8yFk++GcWY4fGfW/wa2dJ+p3hd2u/Zq3Jn4GkpWzcSl/3yP8MG3YJJxOx64O8Bhv1pdaxXP01LO9pfq23D27d0Lu1a/iHsG3Sl3azceUQGxZcsWMcyiT58+CAgIQI8ePXDx4kVNv0uXLqFnz57icXV1tViupqYGo0ePRmhoKPz9/ZGWlob3338fkZGRTvsBQLdu3VBYWIi0tDSPSD50NjNDRmDnicPi8cBeepy7cknT58QFi+bgGgB816aKq+9Rt4UAABbcOw6L3t2GsX/OxOSBwxAx4A6n/W7V9RZX19v6ZMTbhf8pAz4vJGPsnzNF4qBPtx44ccGi6XfuyiUM7KUXjw+c/Ey8vqWnK7Fs1EQsHDEeYbcEiffDOCYG6z7YI/qduFCLrAemi/Uo5epd/UpxgJ/OITs++4EhePj3b8MnNhNln5zBS8kTnC6jXk6Jqa9Eytn4CEN/zH5gCELm58AnNtNtyYeuxNk+p0+3HprkA+zfmYgBd4jHKe/kafZJC0eMx9tTk3D+20vie1TyWCoe2r5R9BvYy0+znxv75/oDq/ZIPlDnsfy1/dhZ9rkcbtDWA58gfNkW/KHoCLpdezUAYMbYQfhr6eeY+PSbOHXuazwUdjsmPv0mHnr2bZz/5lvc1OM6AMCt+htx+dsfcPnbH3Cr/kZpzUREnm3m2MHYsu+4HG6Qs33mhOG3YsHL/8DwBbkYeEsvAED4si2Y+PSbOP/1Fdx9u5/T/Wp7iAkP69DkAzwlAaGIiYkB7IkFOdkAwGlSQuHv74+LFy/itttuw7lz5wAAZrMZ3bt318wdofSDPQFBbSNiwB0IuyUIq95/V8ScJRucJSUUUbeF4NyVS2KIxroP9uDAyc9w7solTB98j0M/APDrwQOe5lo2aqJ4/eRkA1wkJRRhtwThS+t5TAgYhBMXagEAecf/iT7deogTsIgBd2BgLz+xjhMXajWJD/WJWlezbt54zBw7WDyeMPxWlBw/jQPmUwCAhNWF6HPj9ZpyvWVTRmBy6O2Y8+AQlKyqrxR7Lz0ek0Nvx6o5Y/H2Mw8hPmIQZo4djMmht+PDtY+K5c5/fQU7jQ8hd2m0WB81n3qfIycb4CIpAXvioU+3HvjX2ZMI9u2HY3VnAAAf/LsaA3v5iX7K3DjqdaSPfxilpyvFY6KmUPYlirdLP0fvG7uJZGV8xCD0vrEbVu34QNNv4eS78VLyBMz+f8UAgCvf/SCSDMoBdoCfDiWrZuLytz8gYXUhAGDgLb0wI/1vmJH+N3HQTUTkDSIM/TEsSI+Ujf8QVQQt3Wde/s8PuKX3DZqhFVlJ9+Nkzq8AAOt2/svpfrU9dOTkkwqPSUDMnDkTo0aNEkMQvvjiCwwaNEgkD0JDQ9G7d28x/EIREBAgqh127dqFL774An369AEAGAwGXL58GdXV1Q79AKB79+6Ijo7mBJdtYNmoieJg2fbkBkQMuAPrPtiDgb38NBNPLrh3HJbveUu1ZL26RRk4d+USwv+UIUr/F44Yj4gBd6BPtx7IO/5Ph36wH/hPHjiME1w2UcljqRjjf7soCf/g39WaISzKa6i8B4qIAXfA9uQGUQ6+u/oTcQI1ffA9OHflEg6c/AwLR4zH/l8swaJ3t2HdB3uQd/yfmhOtrm5MSH8sf22/HG5QysZ/YOLTb+JwZR26X381Fk6+G92uuwYTn34TGTs+QPCA3k6z8QBw/ptvkf33oxg31J9JiBaS9zknLtQiO6Y+yQP7d0pd+aXIemA61k6cJoYsHas7g2DffgCAETcHiATe21OTxDwsamG3BDndVxI15NNNj2Ny6O0YeEsv2AqWoLrWis3vHMXmX0fh002P443f/BQAsNP4kFgmPmIQ1ibWJ/7f+M1P8fYzD+H5re8jekQQTub8Cle++wHrdv4LO40PYViQHsOC9OJgfffHX+LDtY/iw7WPYvfHX4p1EhF5umVTRgCqIQyfbnq8xfvMze8cxUvJE/Dh2kdFFVrKxn/gvuVbAXsywtl+ta1FDB/mEQkIj5sDAgBqamrw6quvIiYmBqNGaWfoVM/VIM8BAfscCo3NAaH0U8ydOxcA8Oqrr6p6dIzmvhfyQaqnkMctn7OPe5bnD1Co/w552UXvbsPAXvoG54BQ+iknylkPTMfMkJHixNoTtXSMtbvec/WcDVC9rupx6Apljgg4mQMC9m1qbA4I5TOgXr/ynO7U0te1OdwxzjAr6X6MHdIf2X8/igWxd4nx2caZ4bh30euorrUiK+l+RN0TgDsTX9Msm7s0GuOG+uO+5VsRNuhmbP51FHpMXQfTo6MxY+wgzbqe2LAbWw98gtyl0bjj5psQvmwL3n3uEVz69ns89OzbmvW2lLPxhh3BXd8NV1ztcz6dl+aQWFPP1SDPTeNsfgcfaQ4IqL53b09NQrBvv3adtLU9vkfUMHfsZzoLT9nHEJHncuc+01awxK3rC/DTiWFpb/3fQ9jwt49gfP2Q3M0tnO0vlTkgnk/6FVY89gu5ud15RAKiozEB0XaUk1Xlql97YQKi62rp69oc7vhR+nTT4+jf50Z0v66+QmFn2ed46Nm38e5zjyB88C04//UV+PveiJq6r/HPz2tFsiB3aTQeHR+Mc19/iz43Xo9Fm/Zg5tjB8Pe9Ad2uuwYb/vYRzNXn8MZvfir67Cz7HAtf2YP30uMBAN2uuwYP//5th/LslnL2Y9cROut3o25RBkwHdzlUIrWl9vgeUcPcsZ/pLDxlH0NEnsud+8xPNz3ucPGnNSIM/ZG96EEAwLGT5912AcgZZ/vL8Qt+jU+/rMHfVr+AuwZ2/NDnLpuACA0NRXR0fQny5cuXkZ6eLnfpEM19Lzz9gLu9ExDqg+b2es6WaukBvqe/5x2tpa9rc7jzR27h5LtFBYS3cvZj1xE643fj7alJmmFS7aU9vkfUMHfuZ7ydp+xjiMhzcZ9Zz9n+cvyCX6Nf797YYjLKTR3CY+aAaG9lZWXizhieknzojJQ7JrRXIsDHPoN8ez4nUWucvXAZX1q+lsNEAICHtm9s9+QDERERdS7zfjZZDnWYLpuAICLyBFsPfIKJT78ph4mIiIiIWm1wwK0Yd89dcrjDdNkhGJ6que9FZyw57ipaWuLM97xhLX1dm4NlflrOyv06gs8LybA+8aIcpmbSvfSbdvkeUcN8YjNh3VJ/y7auTDfzDx6zjyEiz8V9puv95QfHP8GIwT/e8KGjsQKCiIiIiIiIqBPypOQDWAHheZr7XvBquPdq6RVGvucNa+nr2hzMsv/IVba9I7ACwj1YAeEZOmo/c+b8eZy7aIUhKFBu6hCetI8hIs/VUftMhSfsO71lf8kEhIdp7nvBA27v1JoDfL7nrrXmdW2Ojv6R8ySe9GPH74Z7tNf3iBrW1P2MKScXRWXluOmGHgCAXRkrEZO6ArsyVsKUk4tScwXCDCGoqbXANHcW+vXu7bDs6CEhsF66DNPcWfjoxOd4/9hxGGclqJ6l5Uw5uRgVPBgAxHqV7WsKT9rHEJHnamifeeb8eRhfzcHFS5fw9eXLyEieB0NQILILCvH38g/w9eXL8NfrxT7SW/ed3rK/FAmIpUuXym3UzlavXt0lExCJ6ZmYEhmBSaEj5aZOqzUH+J3hPW8rrXldm6OhH7muxpN+7Fr63TDl5GLVljwAwH3Dhogf95jUFXjv8FEAwLKZ08VBhToOACUbsxyueBgSZuNkrcWhj7myCuFJKQ5x2PeFb+zeI9rWpCQjzBCs6T/ATw9z7manByHKwUpr96Xt9T2ihjV1P+PsfVcnIJQ2c2UVUje8ovncqNuzCwphvXwJwQEBeP/YcYwKHowBfnrx+SwqKwcA8Txnzp/HRyc+F32Ux3cNvN3hQL25B9FqnrSPISLP1dA+c9lLGzFxxL2a/aS5sgqmnFxs/d0zAIBDR83I2VWMTcuXeO2+01v2l5wDogszV1ZBFxUn/jNXVom2mNQVmr7uJK+7xmJp1gFzTOoKsc2mnFy5mYioyUw5uaiptcBanA9rcb74YU9Mz8TUyLEiXlNrQXZBoVhOiVuL8xGelKLZfwJAQL++mj7q5IMcVyvZmCXa5sRGAwBmTBgvYubczZr+RABwrLoaRWXlOHTULDcJhqBAhBlCxMGw2pnz51FWcQzBAQEAgFJzBb6+fBmpG14B7McLX1++jGPV1Vj20kYAwJSn6y+YXLx0SVxd/PryZcxemaFaMxFRx6uoqnY41/h7+Qd4PGaSeDx6iAE1lh8vHCi473Q/JiDaUFFZuUefIMsHwuqrbM4o5UatJWfu5McNiUldoTkpcFeZU2Pc9bcTkWcpNVdg03LHqwU1FotIAADApuVLsH3ffk0fRZ7JiO37DshhB9v3HUCeySiHiTrUjn0HsGnn3zSViGGGEEwbH4kwQwgOHTWjT08djlV/ia8vX0FFVbVY9lh1NW675WZ8dOJz1FgsOFb9JaC64kdE5Km+vnxFDjUL950t1+oEhPpqtPKfO1681py8t+XJYnZBoeYqWEN27DuAqZERctgjZBcUYk2KdjLDNSnJ4m+rPnNWU2WQXVCIVVvyMN1oQmJ6/S0IDQmzoYuKE49NObkipouKE+tVPiOGhNniMezvsdK3sXXAnkX01+s1JwUKeRlzZZUmpvxd8rZkFxSKPsoVTPVyrv52Iuq8lH1NUw3w06NGNdwC0j5U2efV1FowwK/h9YYnpTjs/97YvUezTyKSBQcEYFLoSIweYpCbhDPnz6PUXOFwFXBKZASMsxIc4grrpcvYtPNvCA64VZP0P/TyOvjr9Vi09iUAwNTIsTDOSsCujJUu10VE1BFu7N7doVJx4oh7sEN18eDM+fNOf/u573S/VicgdmWshLU4HzMmjBelo+548SaFjmy3q9vNMSc22ukJsDObli9xKK9ta+phFQ05VVeH/npfTay/3hen6urEY6XKYOvuPZgTG41lM6cjz2QUY6NWL5gPa3E+YH9eAFgSPw3W4nwsmzkdRWXlyC4ohL9e77R0eOn6l8VzQJX1k9ehOFlrgb+Tg3dTTq5YJs9kFEkCpQS6ZGMWyiqOiZMK9bZs37df9Fm7bYdYp7JdpeYKh7/dk6kTKkqSBfZyciWuTqKo4zoXyUN5yIyShHOWJFT6mnJyXa7XXFnlsE4ladjQ9qgTQzppyFBX11DZNTWfISjQaRmmK872TeohGEqVl7+fXjMvhDPqIRgK9RAMT/xdJM9myslFTOoKGF/Nwf/98lG5uUmCA27Fm3v3Y9lLG3Fj9+6Afb1lFccwwE+PSaEj8ffyD2DKyRVlxkREnsI4K0Hsn0w5uTh01IzRQwwIDrwV8b99FqacXCxa+xIWTZsiluG+s+20OgHhivrqtnISkZieCUPCbCSmZ4o3VWc/UVJOPJSTJvXJjXxFWl5/Q1elG1tWfZIm91O2V91PXQHhbJuVWFFZudOTsaZWT7RUYwe3iv6+vjhl+THZAACnLHXo71uflAjo11fExwwd4nCyV1NrwXSjCbqoOLyxe494XiWpoaz/VF0dprioAlE/R2hIsNgeeR0KZ1cZYd+WMEMwYE9cKScOShZTOZkwBAXC308vPjPmyiq8d/godFFxCE9KEcupt8ubZBcUioSKOsliysmFv1994sVanA9/P734jEM64Vm6/mWnSYiWyDMZRXJn3Zs/JncMQYHw1+s1nyl1ZtnV9qhP6NakJIvxdZ7OlJOL+N8+i5jUFdi2Zx9gTxgosfjfPisSCEVl5TAkzIYpJxeJ6ZkOiQWlPTE9U9P++z++runXGs4SS52Zv17v9DfEX6/X7K8T7XNCODPdaGpStduo4MGYbjTJYaJWcXYFTkl6GWcl4NDL67ArYyU2LV/iUCHhbFn1BSClfdr4SGz93TNY9USSmLDNOCsBq55IwqonkgAAW3/3jIipKetQr7c5Qy+JiFrLEBQo9mHGWQliX7h4+iNi37X1d8+IC8fcd7YtlwkIJTnQ0hPmdW/uECcLysnHwSNHNVeRlbH8Y4YOQWhIMKzF+YifMN7pCZCyrlJzBdDA1XNnGlpWOdlMTM8UJz5KPwDiKr98El5UVi5O6pbETxOvU42lfjIz9YfSOCtBPJ+rMcTuMil0pOZ1cWVObDQWZ2lnOV+ctUFUd1SfOSviB48cdajk8PfTixNM+e9V6+/ri/ePHZfDgPQcZRXHHCoyZIagQBw8ctThM+nvp0ep+RigvC9OyqcUynuhJCTuGzZE/A3e/qXevm+/07+h1Fwhdlywvwbqz7hansmoKUdrK1MiI8SY+aKycoQZQuQuQCPb09D77CmUhMPW3z2DXRkrMW18JGBPGKxd9AR2ZazE2kVPaBII8RPGwzgrAaa5s7B22w6H5F/8hPHYtHwJFk2boqnaOXTUrElYHDpqRlFZOc6cPy9iRdIkdUVl5Q7r72qU3yM5Ka3M+aDE/f20w7+UuC4qzuldMNRDMJSk9KTQkcgzGR3iauohGEoiSD0EQ6eqbnO2HiUxrF6eiIiIyFO4TECoTw5bQrmyrIuKE+sK6NdXc5CmnHD6++kbPPl0dkXa1dVzWWPLKmosFnHg997ho+KgXBmvK5fOnrLUYdWWPOii4rA4a4MYuuDsREpdAeFJSjZmaQ5gSzZmibaTtRYRXxI/DVBdvYtJXQHjrAQsXf+y6OPqJGZObDRKzRVO//7VC+Zr4q6SGGrm3M3I3LpNLJeYngnjrAQRm240uRwmoR6eopy8To0cq1mXK+q/vTNzVXquvEY6++e9KZQTofCkFGQkz9O0TQodKZIgyi2LnFFvj/qEbnHWBpfvsyd5c+9+JE7+qSZ26KgZYYYQcaulfr17O51duV/v3ng8ZpLLyQ3/Xv6B2J9WnzmLY1VfImdXsUgwHKv6UjOrcvxvn8XXly/DeukyYL8l1SlLHdZu2+FQadHVbFq+RCQi1UPFlCGGVmnogzpudXInC9j3Veo+yv5NnSSWk7fq7VCe0xAUqIlZ7clleRuUKyTy8kRERESexGUCQjl4aup8BzL1lWV57L87NPfquZqz5Iq/Xq8p/XZ2QKnWX++LZTOnN+lAr9RcoTlw9BTyga36b1bHlc+AcuCsXGVXH2AbggJFqRCkuTLUB8rKY/X6rMX54mTS1TrU1M+rLKeOwf63qU9Qd2Ws1Py9Stuc2GiHmLqKQN5WZxUGnYmryfeU18hqH/6ABobEKNQVMs7KzpVhGM4m9lGot0cZgnHfsCEOE6h6qq8vX9bc0xn2SYlao9RcUZ/U7N5D7HcC+vXFnNhoTImMQFlFfTWQ9fIlHKv+UuzvevboIcYcAkBh6fsicfruB/8U6yciIiIiais+NpvNlpaWhqVLl8ptzZKYnolF06aIk9iisnJx0nHfsCHYlbESMakrxAmcKScXo4IHY1LoSKf/hv3KqHFWgmY55d/q9c+wlyQr1Otztmx2QaHmKq5y0qq+Qm8tztf8Tco6lUqLObHRSEzPxBu79wD2O0j019cPN1BOCpTnM+XkYtWWPMDJtqqtXr0aaWn194ZtKp8XkmF94kU5TB5O99JvYHuyaZUEMlfvuSknF6XmCockiVKGrXwu1Y/l760hYTZWL5ivSQiov0OwzzUB+3dAFxUnvj/ZBYUoqziGTfZJSpXvIOzrlRORRWXlWPfmDoQZQsS2NbQ96u1wtj608nVtDp/YTFi3/EoOO1iT9yZ03Xs4JNJGz1+IQy+vE4/jf/sstv7uGRSVlWv2IfG/fVZcBYf9NVO3K9T7RaWi5N0PPsSqJ5I0r9uho2Yse+kVHHp5HRLTM53ui1w9hyu6mX+ArcBxPR3B1XeDmqe9vkfUMJ9Y11V5XY2n7GOIyHNxn1nPG/aXbktAeCtXJzIdgQmIrqM1B/gNvefqZBdUyTV1skydBFPHYa9akKsRGkpAuErmydvhbL2wf//yTEZxgt3Q9qi3Q53sUGvN69ocTU1AwP43wT6MKzjgVkwbH6lJvpgrq/B4zCRMCh2JorJyLF3/MgL69cWN3bvjkXFjxbwRaCA5ICcgpkZGIHXDKwgJDMChoxU49PI6ZBcU4lRdnUhSmXJyYb10CboePTBxxD1igiVXz+EKExCdT3t9j4iIiKjr6ZIJiJjUFXjv8FHAXrkgX53sKExAdB2tOcDne+5aa17X5mhOAqKzYwKi82mv7xERERF1PS7ngOjMdqnmJPCU5AMRERERERFRZ9YlKyA8VXtWQMil80pZviFhtuZuHyUbs7B93wHNeH60oEybtFpzhbGl73lX0JrXtTlYAfEjT6uAIPdoj+8RERERdT1MQHiQ9k5AwD6OX00e7w9pUk8FExCt05oT5Za+511Ba17X5mAC4keelIAgIiIiIs/W6iEYRWXl0EXFif9iUlfIXVrEXFklJm9rrcT0TBSVlSMxPVOzrcpJOOyT4TmLK0w5uU63R71OQ8JsEY9JXaF5TbILCsXdB4iIiIiIiIi6mlYnIABg2czpYk4FqK6ut4YhKNBhhvuWMFdWAYC4el+yMcth/gflVn9yXK3UXIEay49DE6Ca3V5ZTrmbhiknF/56vYjvyliJObHRKDVXaJbvaIuzNogkSVFZOQCg+sxZtyeTiIiIiIiIiNySgFCrPnMW/fW+MFdWOVQUJKZnIiZ1hagIUFcJmHJyxb8hVUAo/ZQKg+yCQs1ysJ/0KzEl6QAA2/cdwKJpU8RjWVFZOeInjHd6i0BFUVk5wgwhmBo5VpNcqbFYXCZJ5GQFAIflO9qalGSRJFH+/oB+fTWJEyIiIiIiIiJ3aPUcEEVl5ZhuNInHy2ZOh3FWgmYuAeXfMakrsPCRKZgUOlLck944K0EkEYyzEsQJepghGGu37cCiaVOwdtsOzYm+IWG2qDaISV2BjOR5SN3witMTZvV2JKZn4o3de0SbtTjf5VwIaonpmVg0bQoMQYFifebKKrFd5soqhCelAPYKC0NQIEw5uVi1JU8TUy/jDOeA6DpaM1dBS9/zrqA1r2tz+MQ6DsfqyjgHBBERERE1hVsSEM5OROW7KViL8zUnt+oTYGf/VhIQm5YvESfzMyaMd0hIKCfHADDdaMIAP71ITsBJAkJJJChcbb+aUpWhUBIK8sm6s/UryQlrcb7HJSDUd8G4b9gQ7MpY6fC+5ZmMeP/YcZFMgT3JNCp4sCbxpCxPTdOaE2XO9N+wlr6uRERERETUttosASGfnMsxZ0kHVwkIeXlnFRDKSb98tb6xBATsCYY8k9HpMAx1pYb8OCZ1BcIMIaLN2frNlVWYbjTBnLvZoxIQ1LFak4AgIiIiIiLyRm6fA0KRkTxPzMmgvjtEc6nnkvDX6wEAS+KniViYIQSGoEBxF4utu/doEglhhhDNnBDhSSkO80dYi/Mx3WhyiAPA9n37MTUyQjyeExstqgF2ZaxEqblCLKcM71DPRxGelII8kxEAUGo+htCQYMCeGCEiIiIiIiLqKlpdAeHpGqs6aE/OqkLUWAHRdbACgoiIiIiIupo2q4DwFMpwCOU2kx0lu6AQYYYQOUxERERERETUJXT6BAQAbFq+xOn8Du1pTmy0wzwZ5FlMObkedZtUIiIiIiKizqRLJCDIUXZBYYMn24npmZq5MxTmyiokpjftFoTq+Tt0UXFO19eR5Hk4Ss0VDrclJSIiIiIiIvfocgkIXuVumk3LlzjcLQT2IS1NmU9DfftR5T9n62sOOWHQWvJ8HPJjIiIiIiIich+3JSCyCwrdfoIIN5x0ysvzKrejmNQVokpBqW5QV0AodxiJSV2hqYDILih0eucQANi+74C4+4daUVm5w3OZcnLFc+ii4gCpekJpf+/wUVFJkZieCUPCbCSmZ2q21ZSTK+b7kJ8nMT1T8xzKZ0P9XEosu6BQs02eVr1BRERERETkbdyWgNi+bz/89fpGT9TUJ4hN0dqr0vLy8uPORn0y3VTVZ86KKoUai0XTZsrJRfyE8bAW5zu8dplbt4nlSs0Vmve+ptaCAX71t01VW7r+ZbEMVJODLomfBmtxPpbNnI6isnKRwLAW58M4KwHm3M24b9gQUUlx8MhR5JmMLqsxEtMzsSYlGdbifGxavgRFZeWosVg0z61I3fAKSjZmwVqcjzBDiKiQUf7uNSnJKDUf0yxDREREREREzeOWBIS5sgr+ej2mREZg+74DIq6uPohJXYHsgkKs2pKH6UaTuCrt7Mq3cqVaXVWh7ucspujqV7lP1moTCE0R0K+vHBJqai2YGhkhh2GurMKYoUPE4zBDiOa5/f30TrdF/VyhIcE4ZakDAPTX+9b/39cXpyx1MM5KwNL1L0MXFec0YRXQr2+DQzpqLBZNpcspSx2mRo7V9FFT1jUqeDBO1dm3yde+TXpfESMiIiIiIqKWcZmAUMrymzJfwvZ9BzAlMgKTQkei1FwhNwtzYqOxbOZ0ceXalJMrrnznmYwiKXHwyFFYi/M1J5Dm3M2wFudjxoTxyEiep4mtSUlGdkEhr3IDmBQ60unf31L+fnqnr4tShaAoNVdoKh5GBQ/GdKNJPFZUnzkr/l1WcUwkHpwx525GycYs7FAltZxRb2ONPenhr9drEhf99b4oq3D8OxRK8un9Y8dF4oGIiIiIiIjcx2UCQn2i2Jitu/dgutEEXVQc3jt81OkVa2dqai0IMwQD9hNnpfxffWVdzZSTi9CQYHG1WqleWJy1AeBV7jZhnJWAzK3boIuKgyFhtqZtSfw0UT0SZgjRVCRMCh2JPJNRtCuVDKsXzNdUqLi6PaopJxe6qDiEJ6VgiqoCw1lFhHFWAhZnbYAuKg41FgsmhY7EpuVLxGcyJnWFeB7ludXVLhnJ8xCelAJdVBznCCEiIiIiImojPjabzZaWloalS5fKbU1SVFaOHfsOiLH46seGhNkw524G7MkCc+5mmHJyMSp4MCaFjoQpJxf9fX0xJzZaLLdo2hSs3bZDrC8mdQV2ZaxEUVk53j92HMZZCeJ5lMdKNUN/va9mW9TLx6SuQEbyPBiCAsXzKpTnV6+/I6xevRppaWlyuEE+LyTD+sSLcpg8nO6l38D2ZH3ijIiIiIiIqCtwWQHRVDvswy8Uk0JH4uCRozBXVmmukC+JnwaoSvNjUldorq5PN5pcTigI++SFq7bkQWe/Ej8pdCS27t4DXVQcMrduA1RX03mVm4iIiIiIiMiztLoCgtyHFRBdBysgiIiIiIioq2l1BQQRERERERERUWOYgCAiIiIiIiKiNscERBeWXVAIU04usgsKHW63GpO6QvN/hbqvMteGcqcJtcT0TIe7VcSkroC5ssrlctkFhZo25basDVHuhOJs3g91XN4W2LfRlJMrh8UtaOXtU6/P2XJERERERETkGhMQXdj2fftbddeP+4YNgbU4H9bifPjr9ZqT/EXTpmDHvgPicXZBobhF6owJ48VyUyPHak7y16Qki7aDRxq/pWtAv76iv7U4X9wKVBcVh5KNWSLu7HafNRYLSs0VmlhM6gqEGULEcrsyVoq4etta87oRERERERF1Ra1OQBSVlXvc1WBXV7Ab46wSQOHq7zQkzAakq+O6qDjRLl/xV1+h70hFZeUiIdAWDEGBqLFYxOPt+/Y7vfPInNho+Ov1Ll+XAX56OdSo7IJCrElJFskIZ5SESJghRCQ5zJVV8NfrXSYXTtXVySHAXkmhbH9RWXmTKjeIiIiIiIi6mlYnINpLUxMJppxc+Ov1Dlewm2JObLTTk2RXTDm5WL1gPiBVA1iL8wH7CW14UorTK/Qd7f1jx9Ff7yseL87a4DSB0pD3Dh/V9JerDNQn9w3x99PjZG19skK9HfETxjf6elWfOeuQbDpVV6f525xREiJTIyNEpcbJWgv87QmPorJyzd+2K2MlSs0V0NlvA6u2aNoUrN22A7DflnbRtCmadiIiIiIiInJzAiIxPVOMyZf/DfsJu3JSp5zEqSsE1EkGZdmY1BWISV0hTnaLyso1J4fOrjarr7wr1M+tVDmo16NUP8jzG8gnm2o1tRaHk2617fsOIM9klMMeoabWoqkuUA8vUBIoABqsTlAnXUJDgh0qRJSTe/XwC2fU27ImJRl5JiMG+LmuRFBTD8FQkk39fX1xyuK8WgH2z5zyeQpPSsEbu/cA9mqLGnsiZFLoSFiL83HfsCFiuV0ZK2EtzseS+Gnaz6qq2qPGYmk0aUJERERERNQVuTUBUWOxIM9khNU+fl/5tzohoMTiJ4yHKScXhqBAcQKpnOyacnIRb58nYFfGSuzKWClOdieFjsTS9S9rTpTVV9mNsxIQZggRCQRzZRXMlVUoNVeIZTK3bgMALF3/spgnQK58UPrGTxjv9Cq+fFKurgZQkiLySb4nUVcdNMTfT4/tqrkcMrduQ5ghWNPHFeXE3NXwC9iHQsgn7ZNCRyJ+wniXw2EaE2YIxuKsDQ7vkWL7vgOahMuymdORXVAIQ1AgDh452qTn9ddr39epkWNhSJiNhY+w+oGIiIiIiMgZtyYgYD/phP3KdENXgkcFDwakCgjlSnRNrQVTIyOkJX4U0K+v+HdoSLDD1W7jrARYi/NRsjEL4UkpOFlrQZghRLSPGToE5sqqBrdR2aZVW/LkJkAq14dUDbBp+RKgGSf5HWFU8GCH180Z46wEbN29R7we6mER6qSLqwktp0aOdThZf0O1vu379jsdJmOclYDMrdtgrqzSzLEgUw/B0NkrZAxBgeK9V+LqpMLW3Xs0CZGpkREiKWXO3YzMrdvEcu8dPgpI84pkbt0m3mOFsr6GKmKIiIiIiIi6MrcnIJrq/WPH0d/XVwxTsBbnY8aE8YD9xL3UfExeRKg+c1b8u6ziWIPj/Qf46THAT6+528HBI0dhCArUrEdNmcRQuTrujLpc35VRwYMx3WiSwx5hUuhIbN+3H3Ax94U6KWDO3SySK+okgxKzNjDXxpzYaM3JurriRV5O3g5z7mZRReEqUaTeNqvqbhfy88jrVTMEBWpi8jqhGn5hLc53WB72Kpx4++eXiIiIiIiIHLV7AmK60QRdVBxKzRViEkAldvBI/dVm5eq3TjUHg79eL65kr14wX1yNhnTVWT3XQ3hSCvJMRhiCAjXDMpbETwMAzXrU8xfMiY0WkyFutVdlyOQTYnU1gM4+9GNS6EjkmYyauLPhHB1lauRYh3kbPI1yZwpPt+7NHU4rQIiIiIiIiKiej81ms6WlpWHp0qVym9uZcnIxKnhwpylTd/ffs3r1aqSlpcnhBvm8kAzrEy/KYfJwupd+A9uTG+QwERERERFRp9XuFRCdiXFWApauf1kOExEREREREZGkXRMQxlkJbqsW8BTO5gMgIiIiIiIiIq12TUCQ58guKNTMTaHcOhTSPBoxqSs0y6mX0dnn4JDvUlFUVq7pI6+jIUVl5W6Zl8KQMFuzDertU8flOTnUy6lfEyIiIiIiImodJiC6MOVOH1bVrUNNObmoqbU4vUsFpNuNKneIcGbZzOku19GQSaEj3TKZY0C/vprtVCYN1UXFoWRjloirK3IS0zMRP2G8w2tCREREREREree2BER2QaHTK93qq+nKFXPYT/aUmHKni6aQn0O5+m7KydVczTZXVokr2DGpK5xuA+zbLV9xV55DvoquMFdWaeLK9iemZzpcUfc2peaKNjvxVr8Pynujfi2V91B5P9SvvxJTV1c0t0JBub2qfAcTNWe3VpXf56Kycs22eft7TkRERERE1B7cloDYvm8//PV6Tam7KScXpeYKhyvm2QWFqLH8eJW9PeZRUJ5rTUqywy03S80V4rH6to/qq+glG7M0SYgZqivlY4YOgSknF5uWL8G6N3eIPp5OudVoc06i1bcbbSgBsGpLnuiXXVAIAKg+c1a8ZjWW+hP91A2vIM9khLU432nlg9JfeY+Wrn9Z81lytd3VZ86K51cSSqfq6tBf7yt3FZTEi7KcQnm++AnjxfONGVpfCZJnMuL9Y8dFXyIiIiIiInLOLQkI5aR9SmQEtu87IOKl5gqX5ffVZ87KIcDJHADNqY5oqTBDiDix3L7vAKZERshdYAgKxJqUZHEyLevvW39iKydhPJl6CEZTJwdVD8FoqFJCPQRjTmw0YE/oOOPquZ31V8dCQ4JxylKnaVeok0fKZ7C/r6/L/opNy5eIxILy2VMSEqu25Il+/n71SaoBfnqnVRNERERERESk5ZYEhHLSPil0pKaaQE19pX1ObDSWxE9zevVdvY6isnLETxivWov2CrwuKg5v7N6jaXdF6Z+5dZvDlfZRwYPFVexSc4XLE+L+el+cqqs/gX1j9x6xzhqLRZxkh4YEo9R8TFrSe/jr9Q1WNrSF5iRs1ImrsopjDVY0yMIMwVictaHJzxfQr68YtmEtzseymdPlLkRERERERNREbklAbN29B9ONJuii4vDe4aNOy+LlE7g5sdHiCvV0o0lzUjg1ciyyCwqxY98BTJWqEeRJEGfYExSNXd1W+ueZjA7zSChJD/XwC2dOWepEpYMyBAMAMpLnST29g3oIhvKayMMQ5AoUOQHk6mRePQRDXodaRvI8hCelQNfIkA7F6gXzxXphf+/k+T8gDcHQ2ZNchqBAlGzMEs+nUw0PgTQvyXSjCbsyVmJObLR4nbY2MdlFREREREREjnxsNpstLS0NS5culduapKisHDv2HRAnrurHygml+g4Lo4IHO1QY6KLixMm8wpAwG2OGDnEo849JXaEZ1pGYnolF06bgZK0F697cIdoS0zMRGhKMObHRmmXMlVVI3fCKw9AQZb6KhY9MEdsnLxeelAJrcT7MlVVYu20HNi1f4vD3Kye0SkVEc6xevRppaWlyuEE+LyTD+sSLcrhLkT8T3kD30m9ge3KDHCYiIiIiIuq0Wl0BsUOaM2FS6EgcPHIU5soqh6vpyhj67IJCzdXpPJNRLK8YM3SI07kYXJkUOhL+er1Yp3pYBFTbEJ6U4vRkdWpkBKrPnNUkR9RX0ZXkg0zpryQeyiqOIcwQLPUiIiIiIiIi6tpaXQHRVrzxqjZaud2sgOg6WAFBRERERERdTasrINpCdkEhpkaOlcMeLzE9EwsfmSKHiYiIiIiIiLo8j0xAzImNbtEcCh1t0/IlDvNbEBEREREREZGHJiCo/ch3BGmJmNQVLu+GQURERERERAQmIMgdMpLnYe22HXKYiIiIiIiISBCTUJJnaO570dpJKJVJM9WTZyq3Ni01H8PirPqJEpfNnA7jrAQkpmfi4JGjOFlrwQA/Pcy5mzXroabhJJRERERERNTV+NhsNpscJO/RlgkIQ1CgQ7/E9ExMiYzApNCRmn6mnFyMCh7MOTCaiAkIIiIiIiLqajgEg1zKLiiELioOuqg4VJ85K+ID/PQAAH8/PU7WWlRLEBERERERETnHBEQXpp440l+vR1FZOQCgxlKfVNi+bz+sxfmwFucjoF9f0ZeIiIiIiIiouZiA6KIMCbMRnpSCqZFjAQCLpk3BdKMJuqg4+Ov1MAQFYmrkWFEB0ZhScwWHXxAREREREZFLnAPCy7V2Dgh3MFdWYe22Hdi0fIncRC5wDggiIiIiIupqWAFBrZa64RUsmjZFDhMREREREREJTEBQq+3KWKm5YwYRERERERGRjAkIIiIiIiIiImpzTEAQERERERERUZtjAqKLyi4oFHe40EXFwZSTK3fxGInpmZpbhjpjSJit+Xt0UXEwV1YhJnWFpp+8LvVy2QWFgH1STXk9Mvm5FEVl5U7jREREREREXR0TEF3YmpRkWIvzYS3OR02tpcOSEHKSQLZp+ZJG55gw526GtTgf9w0bIv6mxpYxJMzG6gXzRf85sdEAgPCkFBGzFucjPClFXlTzPNbifMCefFi6/mWHOBERERERETEBQXabli9BqbkCkCoAlKqAxPRMzVX9xPRMUT0g/1uh9DckzAbsJ+jqioOisnIkpmfivcNHxXOZcnKdPrdSheDseVqiqKwc8RPGY1LoSE08u6AQa1KSNbE1KcliWxqyY98B5JmMcpiIiIiIiIiYgOh81MmDlkrd8Iq4gr99334AQI3FormqX2OxIM9khLU4HwePHBX/rrFYAHvSQIktiZ8mqivGDK2vHMgzGfH+sePYtHyJqCaYExsN46wEh+dWmHJyRcUC7H9rS52y1KG/r68cxqm6OvTXa+P99b44VVeniSlJE3UypMZiabTqgoiIiIiIqKtiAqKTOVlbnwBojeozZ8XJ9XuHjwIApkaOhS4qTjNcQjnZDujX1+HEu8ZiEdUFYYZg1Ni3y99PDwAY4KcXMTV1BYSsptaC6UYTdFFxeGP3nlb9rc6SCgDQ39cXpyzauLNkhXoIxqblSwAA/np9q5IiREREREREnRkTEJ3MpNCRLZp/IDE9E2GGEMCeUFDWoaxnTmw0rMX5TT7J9tfrUVRWDgAoNR8TiYfGlJorXG6/v59eVFVYi/Mdhk+4omyHubIKB48chSEoEJNCR2LVljzRppgTG43FWRs0scVZG8T8EA0JDQnGdKNJDhMRERERERETEF3b4qwNotrA308P46wEAEBG8jwRV+ZvUB43dZjBpuVLRLVC5tZtYt3OhBlCoLPfiUP5ty4qDv56bdLCOCsBS9e/LNqbkgjJSJ4ntiM8KQWrF8wXbdbifNGmPD8AlGzMEjFdVBxKNmap1lhPPQRD2ZY5sdFYEj/NIU5ERERERESAj81ms8lB8h4+LyTD+sSLcrhTSUzPxKJpU5qU+PAWupd+A9uT2koLIiIiIiKizowVEOSxlAk1lWETRERERERE5L2YgCCPZQgKhLU4H+bczXITEREREREReRkmIIiIiIiIiIiozTEBQURERERERERtjgmILkq5u4WiqKwcppxcZBcUau7ioNwZAvbJINVt2QWFmnUQERERERERucIERBe1JH6aJoGwY98BTI2MAACsSUmGtTgf1uJ81NRaNEmIko1ZsBbno2RjFhZn8S4ORERERERE1DRMQHRRc2KjsX3ffvG4xmJxeqeJTcuXoNRcIYcBAAP89HKIiIiIiIiIyCkmIAhFZeUIM4TIYafCk1Kgi4pDeFIKVi+YLzcTEREREREROcUERBc2NXIssgsKNcMvGlOyMQvLZk7HjAnjMSl0pNxMRERERERE5BQTEF2YMgzD1fAL2CeelKsjjLMSUGOxwFxZpYkTERERERERucIERBfnr9djauRYTWxx1gZxpwt/Pz2MsxI07QCQkTwP040mOUxERERERETklI/NZrPJQfIePi8kw/rEi3KYPJzupd/A9iTvIkJERERERF0HKyCIiIiIiIiIqM0xAUFEREREREREbY4JCCIiIiIiIiJqc5wDwsv5vJAsh8hLcA4IIiIiIiLqSpiAICIiIiIiIqI2xyEYRERERERERNTmmIAgIiIiIiIiojbHBAQRERERERERtTkmIIiIiIiIiIiozTEBQURERERERERtjgkIIiIiIiIiImpzTEAQERERERERUZtjAoKIiIiIiIiI2hwTEERERERERETU5piAICIiIiIiIqI2xwQEEREREREREbU5JiCIiIiIiIiIqM0xAUFEREREREREbY4JCCIiIiIiIiJqc0xAEBEREREREVGbYwKCiIiIiIiIiNocExBERERERERE1OaYgCAiIiIiIiKiNvf/AV9v5AASTmnFAAAAAElFTkSuQmCC" 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<span style="font-family:'Times New Roman'; font-style:italic">Fuente: Esentia. </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Plan Comercial Estratégico de Esentia Gas</span>
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<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'">El mercado de gas natural en México se encuentra en un proceso de transformación, lo que genera un amplio espectro de oportunidades para un crecimiento sostenido. Con el objetivo de capitalizar este entorno en evolución, Esentia Gas ha definido una estrategia comercial integral basada en dos objetivos fundamentales:</span>
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<span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'">1. Acelerar la monetización de la capacidad disponible en el corto plazo, y</span>
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<span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'">2. Constituir un portafolio resiliente y de largo plazo, compuesto por clientes estratégicos de alto valor.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Estrategia a Corto Plazo (Fases I y II): Generación de Valor en el Corto Plazo</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'">Nos encontramos en una posición única para ofrecer soluciones integradas y confiables de suministro de gas, a precios altamente competitivos. Consideramos que esto, en combinación con la mayor conectividad de infraestructura derivada de los nuevos puntos de interconexión, nos permite capturar rápidamente ventas en el corto plazo mediante tres vectores críticos de ruptura del mercado:</span>
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<span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Desplazamiento de Gas desde el Sureste de Texas, de Mayor Costo y Menor Confiabilidad</span><span style="font-family:'Times New Roman'">: Ofreciendo una alternativa de suministro más estable y rentable, particularmente para clientes de los sectores industrial y de generación de energía</span><span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">.</span>
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<span style="font-family:'Times New Roman'"> </span>
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<li style="margin-left:17.62pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-weight:bold">Captura de Volúmenes Desviados de CFE:</span><span style="font-family:'Times New Roman'"> A medida que CFE redirige parte de su suministro de gas para atender su creciente demanda de generación eléctrica, nosotros intervenimos para abastecer a clientes privados afectados por este cambio.</span>
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<span style="font-family:'Times New Roman'"> </span>
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<li style="margin-left:17.62pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-weight:bold">Sustitución de la Producción Decreciente de PEMEX</span><span style="font-family:'Times New Roman'">: Atendiendo los déficits de suministro en corredores industriales de alta demanda, ocasionados por la reducción continua en la producción de gas de PEMEX.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Consideramos que un esfuerzo comercial enfocado nos permite incrementar rápidamente sus volúmenes transportados y nuestra participación de mercado en las principales zonas de crecimiento, como resultado de estas dinámicas de mercado.</span>
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<span style="font-family:'Times New Roman'; font-style:italic"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Estrategia a Largo Plazo (Fases II, III y Posterior): Construcción de una Demanda Sostenible</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'">En una perspectiva a largo plazo, nuestra estrategia de crecimiento se enfoca en identificar, desarrollar y asegurar fuentes de demanda que sean estructuralmente sólidas, estratégicamente alineadas y comercialmente viables. Para priorizar de manera efectiva las oportunidades, aplicamos un riguroso marco de evaluación basado en tres pilares:</span>
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<span style="font-family:'Times New Roman'"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:17.62pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-weight:bold">Fundamentos del Proyecto: </span><span style="font-family:'Times New Roman'">Evaluación de la viabilidad de los clientes, la escalabilidad de sus operaciones y sus necesidades energéticas de largo plazo.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:17.62pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-weight:bold">Nuestra Ventaja Competitiva:</span><span style="font-family:'Times New Roman'"> Enfoque en aquellos segmentos donde nuestra huella de infraestructura, nuestra capacidad de formación de precios y la oferta de soluciones integradas de gas se traducen en una posición sostenible y defendible en el largo plazo, dado nuestro sistema moderno y de alta calidad de ductos, que mantiene una disponibilidad del 100% tanto en nuestras estaciones de compresión como en la red de ductos, y nuestro acceso único a gas de bajo costo a través del Sistema Waha, dado nuestro sistema moderno y de alta calidad de ductos, que mantiene una disponibilidad del 100% tanto en nuestras estaciones de compresión como en la red de ductos, y nuestro acceso único a gas de bajo costo a través del Sistema Waha.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:17.62pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-weight:bold">Alineación Estratégica y Regulatoria:</span><span style="font-family:'Times New Roman'"> Prioridad en proyectos que estén alineados con la política energética y la agenda de desarrollo económico de México, incluyendo sinergias con empresas públicas del Estado y con los principales entes reguladores.</span>
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</ul>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:115%; font-size:12pt">
<img 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width="624" height="374" alt="A close-up of a map

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<span style="font-family:'Times New Roman'">A través de este enfoque disciplinado, avanzamos en negociaciones dentro de cinco sectores de alto potencial:</span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Generación de Energía Eléctrica:</span><span style="font-family:'Times New Roman'"> El gobierno mexicano ha establecido como meta alcanzar un 46% de nueva capacidad de generación para 2026, impulsando la participación del sector privado en proyectos estratégicos de energía.</span>
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<span style="font-family:'Times New Roman'">En este contexto, nos posicionamos como un aliado clave, con participación esperada en 5 de las 14 plantas de generación de la CFE actualmente en construcción o planeación. Esto representa el 34% del total de las nuevas plantas que se prevé entren en operación en el corto y mediano plazo.</span>
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<span style="font-family:'Times New Roman'">Nuestra infraestructura, experiencia y enfoque en soluciones energéticas a la medida nos permiten apoyar directamente la transición energética del país, garantizando un suministro confiable, eficiente y alineado con el Plan México.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Producción de Fertilizantes:</span><span style="font-family:'Times New Roman'"> En Esentia, aprovechamos nuestra ventaja competitiva en costos y una ubicación estratégica para posicionarnos como el proveedor preferente de gas natural para proyectos de producción de amoniaco y urea en México y Estados Unidos, dos de los principales mercados importadores de fertilizantes a nivel mundial.</span>
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<span style="font-family:'Times New Roman'">Nuestro objetivo es atender una demanda proyectada de hasta 4 millones de toneladas por año (MTPA), lo que requerirá un consumo estimado de hasta 320 (MMpc/d) de gas natural.</span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
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<span style="font-family:'Times New Roman'">El fortalecimiento de la producción local de fertilizantes, impulsado por la expansión del sector agrícola y políticas gubernamentales favorables, representa una oportunidad estratégica para sustituir importaciones y consolidar cadenas de suministro regionales.</span>
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<span style="font-family:'Times New Roman'">Esentia está preparada para acompañar este crecimiento, ofreciendo soluciones energéticas confiables, eficientes y escalables, diseñadas para responder a las exigencias de un mercado dinámico y en evolución.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Centros de Datos:</span><span style="font-family:'Times New Roman'"> La expansión acelerada de los centros de datos, especialmente en Querétaro, está generando una necesidad urgente de un suministro base de energía confiable y constante. Esta demanda no solo se mantiene, sino que seguirá creciendo conforme el sector se expande.</span>
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</ul>
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<span style="font-family:'Times New Roman'">Se espera que la demanda de energía para centros de datos aumente aproximadamente de 80 MW, a cerca de 500 MW o hasta aproximadamente 1 GW, incluyendo implementaciones de hiper escala en los próximos años. A la fecha, se han anunciado 22 nuevos proyectos de centros de datos, con 12 actualmente en construcción. Según </span><span style="font-family:'Times New Roman'; font-style:italic">DCD Intelligence</span><span style="font-family:'Times New Roman'">, esto representará una inversión de aproximadamente 7 mil millones de Dólares al 2027.</span>
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<span style="font-family:'Times New Roman'">Estamos listos para cubrir esta demanda estratégica, ofreciendo suministro de gas natural con un potencial de hasta 320 (MMpc/d) a centros de datos en Querétaro y San Luis Potosí.</span>
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<span style="font-family:'Times New Roman'">Nuestras soluciones integrales y personalizadas de gas para generación de energía (</span><span style="font-family:'Times New Roman'; font-style:italic">gas-to-power</span><span style="font-family:'Times New Roman'">) aseguran un suministro estable y eficiente, diseñado para acompañar el rápido crecimiento y las altas necesidades energéticas de este sector clave.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Exportación y Almacenamiento de Gas Natural Licuado:</span><span style="font-family:'Times New Roman'"> En Esentia, aprovechamos nuestra red de gasoductos en operación para facilitar la exportación de gas indexado al punto Waha a través de la costa del Pacífico mexicano.</span>
</li>
</ul>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Como parte de nuestra visión estratégica, estamos desarrollando un centro integrado para la producción, almacenamiento y exportación de gas natural licuado (GNL). Esta iniciativa nos permitirá llevar gas natural al mercado internacional de manera eficiente, segura y competitiva.</span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">A diferencia de los proyectos </span><span style="font-family:'Times New Roman'; font-style:italic">greenfield</span><span style="font-family:'Times New Roman'">, nuestro enfoque por fases y de menor riesgo permite acelerar la entrada al mercado, optimizar la inversión inicial y maximizar el retorno sobre capital.</span>
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<span style="font-family:'Times New Roman'">Con esta estrategia, proyectamos incrementar nuestras ventas de gas de 300 a 900 (MMpc/d), mediante una solución que combina infraestructura existente y nueva, adaptable al crecimiento de la demanda global.</span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Esentia, es un socio estratégico para abrir nuevas rutas de exportación de GNL desde México hacia el mundo.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Minería:</span><span style="font-family:'Times New Roman'"> En Esentia, atendemos las necesidades energéticas tanto de operaciones mineras existentes como de nuevos desarrollos, a través de soluciones integradas de gas natural que optimizan costos, confiabilidad y desempeño ambiental.</span>
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</ul>
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<span style="font-family:'Times New Roman'">La industria minera mexicana está bien posicionada para un crecimiento sostenido, impulsada por la creciente demanda global de metales clave para sectores como la electrónica, los vehículos eléctricos y las tecnologías de energía renovable.</span>
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<span style="font-family:'Times New Roman'">Con este panorama, hemos identificado tres proyectos estratégicos para atender la demanda energética del sector minero en Chihuahua, Zacatecas y Jalisco, con un potencial de hasta 160 (MMpc/d) en ventas de gas natural.</span>
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<span style="font-family:'Times New Roman'">Nuestra experiencia y capacidad de respuesta nos convierten en el aliado energético ideal para una minería más competitiva, segura y sostenible.</span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Principales inversiones en los últimos 3 ejercicios </span>
</p>
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<span style="font-family:'Times New Roman'"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">El 14 de mayo de 2025, la Compañía adquirió de un tercero el 50% del capital social de SLM que no era propiedad de Esentia, resultando así en la obtención del control total de dicha sociedad.</span>
</p>
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<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">La siguiente tabla muestra las inversiones en equipos de compresión e interconexiones llevadas a cabo en los últimos tres años.</span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:115%; font-size:12pt">
<img 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" width="596" height="288" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-style:italic">Fuente: Esentia</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-style:italic">Cifras no auditadas</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-style:italic"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Patentes, Licencias, Marcas y otros Contratos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Los derechos relacionados con todas las patentes, licencias y marcas señaladas en el presente Reporte Anual son propiedad de sus titulares. Somos titulares o tenemos derechos sobre diversas marcas utilizadas en el desarrollo de nuestro negocio, incluyendo Esentia Energy Systems y Tarahumara Pipeline.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Nos encontramos en proceso de obtener la protección de nuestra marca en México. Una solicitud (Clase 42) ya ha sido registrada con éxito. Algunas solicitudes restantes han sido temporalmente retrasadas debido a una impugnación presentada por un tercero, Esenttia, S.A. (“</span><span style="font-family:'Times New Roman'; text-decoration:underline">Esenttia</span><span style="font-family:'Times New Roman'">”), con base en una supuesta similitud. Para abordar esta situación, hemos iniciado procedimientos legales para cancelar ciertas marcas anteriores registradas por Esenttia, de las cuales varias ya han vencido. A la fecha del presente Reporte Anual solo una permanece en revisión dentro de un procedimiento de cancelación.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Hemos llevado a cabo diversas acciones de mitigación, incluyendo el acotamiento del alcance de nuestras solicitudes y la oposición a solicitudes recientes presentadas por Esenttia, con el fin de preservar su posición. Continuamos con el proceso de registro de nuestras marcas y consideramos que la estrategia actual reduce significativamente el riesgo de un conflicto prolongado o de limitaciones en el uso de nuestra marca.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Esentia es titular de diversas marcas registradas ante el Instituto Mexicano de la Propiedad Industrial, cuyo detalle se presenta a continuación:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<table cellspacing="2" cellpadding="0" style="width:95.32%; border-spacing:1.5pt">
<thead>
<tr style="height:15pt">
<td style="width:146.55pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Marca</span>
</p>
</td>
<td style="width:54.75pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Número de registro</span>
</p>
</td>
<td style="width:37.1pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Clase</span>
</p>
</td>
<td style="width:12.9%; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Vigencia</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">(Fecha de expiración)</span>
</p>
</td>
<td style="width:35.5%; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Importancia para el desarrollo de Esentia</span>
</p>
</td>
</tr>
</thead>
<tbody>
<tr style="height:15pt">
<td style="width:146.55pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Esentia Energy Systems (y diseño) </span>
</p>
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<img 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" 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AI-generated content may be incorrect." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
</td>
<td style="width:54.75pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">2758002</span>
</p>
</td>
<td style="width:37.1pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">42</span>
</p>
</td>
<td style="padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">18/09/2034</span>
</p>
</td>
<td style="padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Representa la identidad visual de Esentia ante terceros. Su protección asegura la diferenciación en el sector </span><span style="font-family:'Times New Roman'">energético</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="width:146.55pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Esentia Energy Systems</span>
</p>
</td>
<td style="width:54.75pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">2757548</span>
</p>
</td>
<td style="width:37.1pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">42</span>
</p>
</td>
<td style="padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">18/09/2034</span>
</p>
</td>
<td style="padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Denominación principal bajo la cual Esentia desarrolla sus servicios de transporte y comercialización de gas natural, indispensable para la continuidad del negocio.</span>
</p>
</td>
</tr>
<tr style="height:74.75pt">
<td style="width:146.55pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Tarahumara Pipeline</span>
</p>
</td>
<td style="width:54.75pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">1281924</span>
</p>
</td>
<td style="width:37.1pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">39</span>
</p>
</td>
<td style="padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">24/11/2031</span>
</p>
</td>
<td style="padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Marca que distingue un activo estratégico de la Compañía, aportando valor reputacional y comercial a las operaciones del gasoducto Tarahumara</span><span style="font-family:'Times New Roman'; -aw-import:spaces">  </span>
</p>
</td>
</tr>
<tr style="height:74.75pt">
<td style="width:146.55pt; padding:0.75pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">ESENTIA POWER (y Diseño)</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<img 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width="134" height="72" 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" />
</p>
</td>
<td style="width:54.75pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">2996948</span>
</p>
</td>
<td style="width:37.1pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">37</span>
</p>
</td>
<td style="padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">24 de febrero de 2036</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Marca que distingue los proyectos estratégicos de generación, almacenamiento y entrega de energía de la Compañía, aportando valor reputacional y comercial al desarrollo del portafolio de activos de Esentia Power.</span>
</p>
</td>
</tr>
<tr style="height:74.75pt">
<td style="width:146.55pt; padding:0.75pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">ESENTIA POWER (y Diseño)</span>
</p>
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" width="136" height="56" 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" />
</p>
</td>
<td style="width:54.75pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">2993149</span>
</p>
</td>
<td style="width:37.1pt; padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">42</span>
</p>
</td>
<td style="padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">13 de febrero de 2036</span>
</p>
</td>
<td style="padding:0.75pt">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Marca que distingue los proyectos estratégicos de generación, almacenamiento y entrega de energía de la Compañía, aportando valor reputacional y comercial al desarrollo del portafolio de activos de Esentia Power.</span>
</p>
</td>
</tr>
</tbody>
</table>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Además de las marcas registradas, Esentia mantiene contratos de licenciamiento con terceros respecto de diversas plataformas tecnológicas y software especializado que resultan críticos para sus operaciones. Entre ellos destacan las aplicaciones técnicas de ingeniería, como Synergi Gas, ETAP y UNISIM Design Suite, utilizadas para el diseño, modelado y operación de la infraestructura de transporte de gas natural; los sistemas empresariales de gestión, como SAP S/4HANA Public Cloud, SAP Ariba, SAP Concur y SAP SuccessFactors, que soportan procesos financieros, contables, de tesorería, de compras y de recursos humanos; así como soluciones de cumplimiento, gestión documental y mantenimiento de activos, incluyendo Docusign, Navex Compliance, Risk Allay y Fracttal, que permiten garantizar la integridad de la documentación, la trazabilidad de procesos y la confiabilidad operativa.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Los contratos de licenciamiento cuentan con vigencias multianuales y, en su mayoría, contemplan esquemas de renovación periódica. Si bien algunos de estos contratos se encuentran próximos a su vencimiento por la fecha en que se emite el Reporte Anual, todos forman parte de procesos regulares de renovación que ya se encuentran en curso. En consecuencia, no se anticipan interrupciones en su utilización ni se estima que dichos vencimientos puedan tener un efecto adverso relevante en el desarrollo de las actividades de Esentia.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Este Reporte Anual incluye menciones a marcas registradas propiedad de otras empresas que nos han sido licenciadas. Esentia no es propietaria de dichas marcas y únicamente mantiene contratos de licenciamiento o derechos de uso conforme a las condiciones pactadas y no deberán ser consideradas como emisoras o intermediarios colocadores y no tendrán responsabilidad alguna respecto de información financiera, proyecciones u otra información financiera contenida en el presente Reporte Anual.</span><span style="font-family:'Times New Roman'; -aw-import:spaces">  </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Recursos Humanos. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Al 31 de diciembre de 2025, contamos con 319 empleados, ninguno de los cuales se encuentra sindicalizado y 7 empleados están contratados de manera temporal. La siguiente tabla muestra el número de empleados por área y actividad:</span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="width:44.62%; margin-right:auto; margin-left:auto; border-collapse:collapse">
<tr>
<td style="width:58.38%; padding:0.5pt 5.9pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Actividad</span>
</p>
</td>
<td style="width:41%; padding:0.5pt 5.9pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Empleados</span>
</p>
</td>
</tr>
<tr>
<td style="padding:0.5pt 5.9pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Dirección</span>
</p>
</td>
<td style="padding:0.5pt 5.9pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">26</span>
</p>
</td>
</tr>
<tr>
<td style="padding:0.5pt 5.9pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Operaciones</span>
</p>
</td>
<td style="padding:0.5pt 5.9pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">170</span>
</p>
</td>
</tr>
<tr>
<td style="padding:0.5pt 5.9pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Administrativa</span>
</p>
</td>
<td style="padding:0.5pt 5.9pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">123</span>
</p>
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</tr>
</table>
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<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">En atención a nuestras necesidades operativas y el curso ordinario de nuestro negocio, el número de empleados puede variar (hacia abajo o hacia arriba) frecuentemente.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Información de Mercado.</span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Mercado del Gas Natural en México y Posición Competitiva de Esentia Energy Systems</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">México representa un mercado estratégico y resiliente para el gas natural estadounidense y una plataforma crítica para el crecimiento industrial del país. En este sentido, Esentia se consolida como el actor privado mejor posicionado para capitalizar esta oportunidad, al ser el único que integra de manera eficiente transporte y comercialización bajo una misma plataforma.</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Contexto del Mercado</span><span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:28.52pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'">Demanda Creciente: El consumo diario de gas natural en México supera los 8.4 BCF/d, con más del 60% de la electricidad generada a partir de este combustible.</span><span style="font-family:'Times New Roman'"> </span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:28.52pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'">Dependencia Estructural: México importa más del 78% de su consumo desde EE.UU., principalmente de la cuenca de Permian en Texas.</span><span style="font-family:'Times New Roman'"> </span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:28.52pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'">Visión Geopolítica: Las exportaciones hacia México son la ruta más estable y estratégica para para la sobreoferta del gas estadounidense, frente a la saturación de capacidad de GNL y el estancamiento de la demanda interna en EE.UU.</span><span style="font-family:'Times New Roman'"> </span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:28.52pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'">Infraestructura Clave: La red de gasoductos en México está compuesta tanto de la red troncal de CENAGAS (SISTRANGAS) así como gasoductos privados que proviene de procesos de licitación pública internacionales auspiciados por el estado mexicano.</span><span style="font-family:'Times New Roman'"> </span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Marco Institucional</span><span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">La creación de la CNE en 2025 consolidó la regulación del sector eléctrico e hidrocarburos en un solo organismo, al absorber las funciones de la CRE y la CNH. La Secretaría de Energía (SENER) y la Secretaría de Hacienda (SHCP) mantienen roles estratégicos en el diseño de política energética y sostenibilidad fiscal, respectivamente, mientras que CENAGAS, coordina su planeación con SENER para garantizar que el desarrollo de infraestructura esté alineado con los objetivos de seguridad energética.</span><span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Esentia y Esentia Gas</span><span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">El mercado de gas natural en México se estructura como un sistema integrado conformado por tres componentes esenciales de la cadena de valor: Upstream (Exploración y Producción), Midstream (Transporte y Distribución), y Downstream (Comercialización y Consumo Final), respecto de los cuales, Esentia, con presencia de negocio en los segmentos de </span><span style="font-family:'Times New Roman'; font-style:italic">Midstream</span><span style="font-family:'Times New Roman'"> y </span><span style="font-family:'Times New Roman'; font-style:italic">Downstream,</span><span style="font-family:'Times New Roman'"> se ha consolidado tanto como uno de los jugadores más relevantes del sector, ya que su modelo se distingue porque combina activos de transporte con capacidades plenas de comercialización a través de Esentia Gas, su filial. Esta integración vertical le permite acceder al gas con precios más competitivos del mundo en el hub de Waha (Texas), contratar capacidad firme en sus propios gasoductos bajo reglas de acceso abierto y entregar volúmenes directamente a sus clientes en estados clave como Chihuahua, Durango, Aguascalientes, Jalisco y San Luis Potosí.</span><span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Gracias a esta dualidad, Esentia ofrece una propuesta de valor diferenciada basada en flexibilidad contractual, diseño de precios a la medida y confiabilidad operativa. De esta forma, no solo actúa como transportista, sino como un habilitador integral en la cadena de valor del gas natural.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Competencia</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">En el segmento de Midstream, Esentia es el único sistema con la capacidad de ofrecer un servicio integrado desde la cuenca de Waha, Texas hasta los principales mercados de demanda en México (norte, centro y occidente del país); todas las demás rutas de transporte de gas natural implican contratar con múltiples transportistas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Dentro de sus principales competidores se encuentran tanto empresas internacionales tales como Sempra Infraestructura, TC Energy, Engie, así como órganos descentralizados tales como CENAGAS, operador del SISTRANGAS.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Ahora bien, en el segmento del Downstream, la comercialización de gas natural en nuestro país se distingue por operar en un régimen de desregulación económica (mientras las tarifas de transporte están reguladas, la </span><span style="font-family:'Times New Roman'">compraventa y reventa de gas se rigen enteramente por las fuerzas de mercado); este marco permite a los comercializadores ofrecer precios diferenciados y contratos flexibles, promoviendo la competencia y la innovación.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Observando lo anterior, Esentia Gas enfrenta un entorno fragmentado y altamente competitivo donde participan diversos comercializadores independientes (nacionales e internacionales) y empresas públicas del estado (PEMEX & CFE Energía).</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Fortalezas y Oportunidades de Mejora</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Las principales fortalezas de Esentia y Esentia Gas se centran en su integración vertical, la ubicación estratégica de sus gasoductos respaldados por contratos de largo plazo, y su flexibilidad para adaptar soluciones comerciales a las necesidades de sus clientes. Asimismo, su reputación respaldada por una gran disciplina operativa fortalece su atractivo como socio estratégico para clientes industriales y energéticos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Entre las áreas de oportunidad se encuentran la alta dependencia de importaciones desde Estados Unidos, que implica cierta exposición a la volatilidad de precios, así como una cobertura geográfica aún concentrada en el norte y centro-occidente del país, lo que limita el acceso directo a polos industriales emergentes y obliga a utilizar sistemas de terceros. Sin embargo, estos factores cuentan con claros mitigantes: por un lado, las sólidas proyecciones de producción, consumo doméstico y capacidad exportadora de gas natural en Estados Unidos; y por otro, el Plan de Expansión de Esentia, diseñado para ampliar su presencia y fortalecer su posición como un actor estratégico a nivel nacional.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Historia y desarrollo de la Emisora </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">La Sociedad se constituyó con la denominación Fermaca Operations S. de R.L. de C.V., de conformidad con las leyes de los Estados Unidos Mexicanos, según consta en la escritura pública número 53,504, de fecha 28 de enero de 2019, otorgada ante la fe del licenciado Jesús Zamudio Rodríguez, titular de la Notaría Pública número 45 de Naucalpan de Juárez, Estado de México, la cual fue inscrita en el Registro Público de Comercio de la Ciudad de México bajo el folio mercantil electrónico número N-2019018613, el 13 de marzo de 2019.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Mediante escritura pública número 84,349, de fecha 10 de noviembre de 2022, otorgada ante la fe del licenciado José María Morera González, titular de la Notaría Pública número 102 de la Ciudad de México, la cual fue inscrita en el Registro Público de Comercio de la Ciudad de México, bajo el folio mercantil electrónico número N-2019018613, el 29 de noviembre de 2022, la Sociedad cambió su denominación social a Esentia Energy Development, S. de R.L. de C.V.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Mediante escritura pública número 144,190, de fecha 3 de julio de 2025, otorgada ante la fe del licenciado Francisco Talavera Autrique, titular de la Notaría Pública número 221 de la Ciudad de México, la cual fue inscrita en el Registro Público de Comercio de la Ciudad de México bajo el folio mercantil electrónico número 2019018613, el 15 de julio de 2025, se protocolizó la asamblea general extraordinaria de socios de la Sociedad celebrada el 18 de junio de 2025, mediante la cual, entre otros, la Sociedad adoptó la modalidad de “sociedad anónima de capital variable”, y llevó a cabo la reforma integral de sus estatutos sociales.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Mediante escritura pública número 95,692, de fecha 11 de noviembre de 2025, otorgada ante la fe del licenciado José María Morera González, titular de la Notaría Pública número 102 de la Ciudad de México, la cual fue inscrita en el Registro Público de Comercio de la Ciudad de México bajo el folio mercantil número N-2019018613 con fecha 11 de noviembre de 2025, se protocolizó la Asamblea de Autorización de la Oferta Global celebrada el 10 de noviembre de 2025, mediante la cual la Sociedad aprobó, entre otros asunto, aprobó (i) la división (</span><span style="font-family:'Times New Roman'; font-style:italic">split </span><span style="font-family:'Times New Roman'">inverso) de la totalidad de las acciones representativas del capital social de la Sociedad, (ii) solicitar la inscripción de la totalidad de las acciones representativas del capital social de la Sociedad en el RNV y llevar a cabo la Oferta Global, (iii) el aumento del capital social de la Emisora para llevar a cabo la Oferta Global, (iv) la reforma integral los Estatutos Sociales de la Sociedad a fin de que la Sociedad, entre otras cosas, adoptara la modalidad de Sociedad Anónima Bursátil, (v) la ratificación, nombramiento y remoción de los miembros del Consejo de Administración , y (vi) los estados financieros de la Sociedad.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Nuestras oficinas corporativas se encuentran ubicadas en Boulevard Adolfo Ruíz Cortines 3433, San Jerónimo Lídice CP 10200, Ciudad de México, México y nuestro número telefónico es +52 55 5148-6700.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Nuestro nombre comercial es Esentia Energy Systems.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Para una descripción esquemática de las principales inversiones realizadas por la Emisora en los últimos 3 ejercicios, véase la Sección “Descripción del Negocio – Principales inversiones en los últimos 3 ejercicios”.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Evolución de la Emisora y sus subsidiarias en el último ejercicio</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin-left:30.65pt; line-height:115%; padding-left:5.35pt; font-family:'Times New Roman'; font-size:12pt">
<span>Estructura Corporativa</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Para una descripción más detallada de las actividades de las subsidiarias significativas de la Emisora, véase la sección “La Emisora, Descripción del Negocio – Descripción de Activos de la Emisora/Principales Subsidiarias de la Emisora”.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Las principales subsidiarias de la Compañia y su participación accionaria al 31 de diciembre de 2025, son la siguientes:</span>
</p>
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<img 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" 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<span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'">(1) Todas las entidades antes detalladas están constituidas en México, a excepción de Esentia Gas y RR</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">One</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">que fueron</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">constituidas en los Estados Unidos de América.</span><span style="font-family:'Times New Roman'; background-color:#c6c6c6"> </span>
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<span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">(2) Al 31 de diciembre de 2024 y previo a la reorganización corporativa bajo control común, la Compañía y las entidades listadas se entienden como Entidades Combinadas.</span><span style="font-family:'Times New Roman'"> </span>
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<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Reorganizaciones Corporativas</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Reorganización </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Downstream</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Con anterioridad a la fecha de la Oferta, EES</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span><span style="font-family:'Times New Roman'">llevó a cabo una serie de operaciones corporativas (la “</span><span style="font-family:'Times New Roman'; text-decoration:underline">Reorganización </span><span style="font-family:'Times New Roman'; font-style:italic; text-decoration:underline">Downstream</span><span style="font-family:'Times New Roman'">”), mediante las cuales la propiedad de todos los activos operativos y subsidiarias de nuestro negocio, que anteriormente eran propiedad directa o indirecta de EES, fue transferida a</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span><span style="font-family:'Times New Roman'">la Emisora. Como resultado de dichas operaciones, la Emisora</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span><span style="font-family:'Times New Roman'">es actualmente la propietaria directa o indirecta de todos los activos operativos y subsidiarias del negocio.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Para llevar a cabo la Reorganización </span><span style="font-family:'Times New Roman'; font-style:italic">Downstream</span><span style="font-family:'Times New Roman'"> y con anterioridad a la fecha del presente Reporte Anual, Esentia y ciertas de sus sociedades afiliadas y/o subsidiarias llevaron a cabo lo siguiente:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Con fecha 14 de mayo de 2025, Esentia llevó a cabo la adquisición del 50% restante del capital social de SLM, resultando así en la obtención del control total de dicha sociedad.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Con fecha 7 de agosto de 2025, Esentia aumentó la parte variable de su capital social en la cantidad de $1,524,642,358.00 Moneda Nacional, mediante la emisión de 1,524,642,358 acciones ordinarias, nominativas, Serie II, sin expresión de valor nominal, las cuales fueron íntegramente suscritas y pagadas por Esentia Energy Systems, S.a.r.l., mediante la cesión en propiedad a favor de Esentia del 99.99% del capital social de Esentia New Projects Holding, S.A. de C.V., y Esentia Commercialization Holdings, S. de R.L. de C.V.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Con fecha 11 de agosto de 2025, Esentia aumentó la parte variable de su capital social en la cantidad de $4,775,188,844.00 Moneda Nacional, mediante la emisión de 4,775,188,844 acciones ordinarias, nominativas, Serie II, sin expresión de valor nominal, las cuales fueron íntegramente suscritas y pagadas por Esentia Energy Systems, S.a.r.l., mediante la cesión en propiedad a favor de Esentia de los derechos fideicomisarios en segundo lugar bajo el contrato de fideicomiso de administración, garantía y fuente de pago número DB/1800 celebrado con Banco Multiva, S.A., Institución de Banca Múltiple, Grupo Financiero Multiva (causahabiente de CIBanco, S.A., Institución de Banca Múltiple), actualmente titular de una parte social que representa el 99.99% del capital social de Esentia Gas Enterprises, S. de R.L. de C.V.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>El 21 de agosto de 2025, Esentia Energy Infrastructure B.V., vendió a favor de Esentia las partes sociales que representan el 99.99% del capital social de Esentia Power, S. de R.L. de C.V.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; -aw-import:spaces"> </span>
</p>
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>El 21 de agosto de 2025, Esentia aumentó la parte variable de su capital social en la cantidad de $6,681,497,976.00 Moneda Nacional, mediante la emisión de 6,681,497,976 acciones ordinarias, nominativas, Serie II, sin expresión de valor nominal, las cuales fueron íntegramente suscritas y pagadas por Esentia Energy Infrastructure B.V., mediante la capitalización de un adeudo a cargo de Esentia bajo los contratos de compraventa de acciones y partes sociales celebrados entre dichas partes el 21 de agosto de 2025 respecto del 99.99% del capital social de (i) Esentia MEMS II, S. de R.L. de C.V.; (ii) Esentia Compression Solutions, S. de R.L. de C.V.; (iii) Herbodem, S.A. de C.V., Sofom, E.N.R.; y (iv) Esentia Pacífico, S.A. de C.V.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ol start="6" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>El 28 de agosto de 2025, Esentia aumentó la parte variable de su capital social en la cantidad de $11,957,017,785.00 Moneda Nacional, mediante la emisión de 11,957,017,785 acciones ordinarias, nominativas, Serie II, sin expresión de valor nominal, las cuales fueron íntegramente suscritas y pagadas por Esentia Energy Infrastructure B.V., mediante la capitalización de un adeudo a cargo de Esentia bajo el convenio de cesión celebrado entre dichas partes el 28 de agosto de 2025 respecto de los derechos fideicomisarios en segundo lugar bajo el contrato de fideicomiso número 5245 celebrado con Banco Invex, S.A., Institución de Banca Múltiple, Invex Grupo Financiero, actualmente titular de una parte social que representa el 99.99% del capital social de Esentia Hub Chávez Holding, S. de R.L. de C.V.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Procedimientos judiciales, arbitrales o administrativos </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Ocasionalmente podemos vernos involucrados en litigios, arbitrajes o procedimientos administrativos relacionados con reclamaciones derivadas de nuestros activos, operaciones, contratos y permisos. Estas reclamaciones pueden incluir demandas presentadas por proveedores o clientes (como CFE), por autoridades gubernamentales, ya sean federales, estatales o locales (incluidas autoridades fiscales y las regulatorias), por propietarios de los inmuebles donde se ubican nuestros activos e instalaciones, incluyendo ejidos o ejidatarios, así como por residentes vecinos, activistas ambientales y sociales, además de disputas laborales, entre otras. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">A continuación, se presenta un listado de los procedimientos relevantes en los que participamos que se encuentran vigentes:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Arbitraje sobre el Contrato de Servicios de Transporte</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">En mayo de 2024, CFE inició un procedimiento arbitral en nuestra contra ante la </span><span style="font-family:'Times New Roman'; font-style:italic">London Court of International Arbitration</span><span style="font-family:'Times New Roman'"> con número 246270, en relación con el contrato de servicios de transporte celebrado con CFE para el transporte de gas natural en el Gasoducto Villa de Reyes. CFE sostiene que, conforme a dicho contrato, tiene derecho a transportar 1,189 MMpc/d de gas natural sin costo adicional, mientras que nosotros sostenemos que únicamente tiene derecho a transportar 886 MMpc/d. El procedimiento arbitral fue bifurcado en una fase para la determinación de responsabilidad y otra para la cuantificación de daños. El procedimiento comenzó formalmente en noviembre de 2024 y actualmente se encuentra en la etapa de memorial de conclusiones.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Consideramos que la reclamación de CFE carece de fundamento y tenemos la firme intención de defendernos. Con base en la información actualmente disponible, no se ha registrado una provisión por esta contingencia y no anticipamos que este procedimiento tenga un efecto adverso relevante sobre nuestros resultados de operación ni sobre nuestra posición financiera.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Arbitraje sobre el Contrato de Suministro</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">En mayo de 2024, CFEnergía inició un procedimiento arbitral en nuestra contra ante la Cámara de Comercio Internacional con número 28717/PDP, en relación con el contrato de suministro de gas natural celebrado con CFEnergía, vinculado a la construcción del gasoducto Zapotlanejo, propiedad de un tercero. La disputa gira en torno a la vigencia del contrato, nosotros argumentamos que el mismo se encontraba suspendido debido a retrasos en la construcción, mientras que CFEnergía sostiene que el contrato no fue suspendido y reclama el pago de las facturas emitidas por el suministro de gas natural. El procedimiento comenzó formalmente en octubre de 2024 y actualmente se encuentra en la fase de dúplica para Esentia.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">CFEnergía también inició un procedimiento arbitral en contra de Esentia Energy Systems, S.à. R.L. ante la Cámara de Comercio Internacional con número 28717/PDP en relación con una garantía otorgada a CFEnergía para garantizar el cumplimiento de nuestras obligaciones bajo dicho contrato de suministro. Dicho procedimiento arbitral se encuentra suspendido mientras el arbitraje relativo al contrato de suministro esté pendiente de resolución.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Consideramos que la reclamación de CFEnergía en ambos arbitrajes carece de fundamento y tenemos la firme intención de defendernos. Hemos registrado una reserva que consideramos suficiente para cubrir el riesgo originado por esta reclamación. En caso de que el laudo fuese desfavorable, dicha reserva podría utilizarse para </span><span style="font-family:'Times New Roman'">absorber el impacto económico, por lo que no anticipamos que el resultado de este procedimiento tenga un efecto adverso relevante sobre nuestros resultados de operación ni sobre nuestra posición financiera.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Litigios en materia de derechos de vía</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">A la fecha del presente documento, enfrentamos diversos juicios civiles y agrarios relacionados con los derechos de vía de algunos de nuestros gasoductos, promovidos principalmente por los propietarios donde se encuentran ubicados dichos activos, incluyendo ejidos, ejidatarios, comunidades indígenas, vecinos y otras personas con quienes en su momento celebramos contratos que nos permiten ocupar, usar y aprovechar los inmuebles sobre los cuales se encuentran construidos nuestros gasoductos. Las acciones que las partes actoras reclaman son de diversos tipos, incluyendo, entre otros, la nulidad de nuestros contratos. Estos juicios se encuentran en distintas etapas procesales, incluyendo primera instancia, apelación y amparo. En el pasado hemos tenido juicios similares, donde en algunos de ellos hemos recibido sentencias desfavorables.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Las acciones y decisiones de nuestras contrapartes son factores que se encuentran fuera de nuestro control y pueden dar lugar a la promoción de nuevos juicios o a la continuación de los ya existentes. En consecuencia, existe la posibilidad de que, además de los litigios que actualmente enfrentamos, se inicien nuevos juicios en el futuro respecto de cualquiera de los derechos de vía donde se localizan nuestros gasoductos y/o que se emitan resoluciones adversas a nosotros.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Si bien este tipo de procedimientos pudiera afectar que obtengamos acceso oportuno y libre de conflictos a todos los terrenos necesarios para la construcción, operación y mantenimiento de nuestros gasoductos y generar costos adicionales, en casos similares a éstos hemos ejercido de manera satisfactoria nuestro derecho a solicitar la imposición de servidumbres legales conforme al mecanismo previsto en la abrogada Ley de Hidrocarburos, y continuaremos haciéndolo en términos de la nueva Ley del Sector Hidrocarburos. Este mecanismo nos permite mitigar los efectos de los procedimientos legales promovidos en nuestra contra al permitirnos acceder y usar de los inmuebles necesarios para la construcción y operación de nuestros gasoductos. Para mayor detalle sobre este régimen, véase “Regulación en Materia Energética”.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">No nos encontramos en alguno de los supuestos establecidos en el artículo 9 y 10 de la Ley de Concursos Mercantiles, ni tenemos conocimiento de algún procedimiento que pudiera llevarnos a declararnos en concurso mercantil o vernos impactado por alguno de dichos supuestos. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Contratos Materiales</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Hemos celebrado diversos contratos de servicios de transporte, contratos de servicios de compresión y contratos de operación y mantenimiento que son clave para nuestras operaciones. Nuestros contratos materiales se describen a continuación.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Contratos de Servicios de Transporte con CFE</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Hemos celebrado ciertos contratos de largo plazo con CFE para la capacidad firme de transporte de gas natural bajo un modelo </span><span style="font-family:'Times New Roman'; font-style:italic">take-or-pay</span><span style="font-family:'Times New Roman'">. Los plazos de dichos contratos varían entre 25 y aproximadamente 35 años y vencerán entre 2038 y 2055. Conforme a estos contratos, CFE paga tarifas mensuales convencionales negociadas, las cuales son distintas de las tarifas reguladas (máximas) que son aprobadas por la CNE. Las </span><span style="font-family:'Times New Roman'">tarifas convencionales negociadas bajo nuestros contratos con CFE incluyen una sola tarifa más un cargo por combustible.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Nuestros contratos con CFE están sujetos a: (1) disposiciones de terminación anticipada si, entre otras causas, (a) cesamos o abandonamos la operación o mantenimiento de nuestros ductos, salvo en caso de emergencia o por causas directamente atribuibles a CFE, (b) incumplimos con pagos a CFE o no mantenemos vigentes las garantías de cumplimiento requeridas, (c) no obtenemos o no mantenemos los seguros requeridos, (d) realizamos cambios no autorizados en la estructura accionaria de nuestras subsidiarias operativas, (e) incurrimos en insolvencia o incapacidad para cumplir con nuestras obligaciones de pago, o (f) incumplimos nuestras obligaciones conforme a los contratos; (2) disposiciones de suspensión o terminación por eventos de caso fortuito o fuerza mayor; y (3) limitaciones en cuanto al monto de daños resarcibles, los cuales podrían ser sustancialmente menores al monto necesario para recuperar la totalidad de los costos derivados de un incumplimiento, salvo en los casos de terminación de los contratos por ciertos eventos de fuerza mayor, actos de autoridades gubernamentales mexicanas, o imposibilidad de obtener autorizaciones gubernamentales requeridas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Adicionalmente, CFE podrá dar por terminados sus contratos antes del vencimiento si determina que ello es de interés general, presentando evidencia de que el cumplimiento de los contratos generaría pérdidas y daños a México o si, por causa justificada, CFE ya no requiere el suministro de gas natural y demuestra que continuar con la ejecución de las obligaciones causaría perjuicios o pérdidas a México, en ambos casos, sujeto a audiencia y demás formalidades del debido proceso.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Nuestros contratos con CFE son, en términos generales, consistentes con las condiciones de otros contratos que CFE celebra con terceros para el transporte de gas natural en México.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Contrato de Servicios de Compresión con CFE</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Hemos celebrado un contrato de largo plazo con CFE para la prestación de servicios de compresión de gas natural bajo un modelo </span><span style="font-family:'Times New Roman'; font-style:italic">take-or-pay</span><span style="font-family:'Times New Roman'">. El plazo de dicho contrato es de 20 años y vencerá el 30 de diciembre de 2035. Conforme a este contrato, CFE nos paga una tarifa mensual.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Nuestro contrato de servicios con CFE está sujeto a: (1) disposiciones de terminación anticipada si, entre otras causas, (a) cesamos o abandonamos la operación o mantenimiento del sistema de compresión, salvo en caso de emergencia o por causas directamente atribuibles a CFE, (b) incumplimos con pagos a CFE por un monto superior a USD$1,000,000.00 o no mantenemos vigentes las garantías de cumplimiento requeridas, (c) no obtenemos o no mantenemos los seguros requeridos, (d) realizamos cambios no autorizados en el operador del sistema o en la estructura accionaria de la subsidiaria operativa sin el consentimiento de CFE, (e) incurrimos en insolvencia o incapacidad para cumplir con nuestras obligaciones de pago, (f) incumplimos nuestras obligaciones conforme al contrato de servicios, o (g) si se revoca un permiso o autorización gubernamental; (2) disposiciones de suspensión o terminación por eventos de caso fortuito o fuerza mayor; y (3) limitaciones en cuanto al monto de daños resarcibles, los cuales podrían ser sustancialmente menores al monto necesario para recuperar la totalidad de los costos derivados de un incumplimiento del contrato de servicios, salvo en los casos de terminación del contrato por ciertos eventos de fuerza mayor, actos de autoridades gubernamentales mexicanas, o imposibilidad de obtener autorizaciones gubernamentales requeridas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Adicionalmente, CFE podrá dar por terminado el contrato antes del vencimiento si determina que ello es de interés general, presentando evidencia de que el cumplimiento del contrato generaría pérdidas y daños a México o si, por causa justificada, CFE ya no requiere el suministro de gas natural y demuestra que continuar con la ejecución de las obligaciones causaría perjuicios o pérdidas a México, en ambos casos, sujeto a audiencia y demás formalidades del debido proceso.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Nuestro contrato de servicios con CFE es, en términos generales, consistente con las condiciones de otros contratos que CFE celebra con terceros para la prestación de servicios de compresión de gas natural en México.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Contratos de Operación y Mantenimiento con Siemens</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Hemos celebrado contratos de servicios de largo plazo (</span><span style="font-family:'Times New Roman'; font-style:italic">Long Term Services Agreements</span><span style="font-family:'Times New Roman'"> o “LTSAs”) con Siemens Innovaciones, S.A. de C.V. (“</span><span style="font-family:'Times New Roman'; text-decoration:underline">Siemens</span><span style="font-family:'Times New Roman'">”), conforme a los cuales Siemens provee ciertas refacciones, componentes, servicios, incluyendo asistencia técnica, reparaciones, capacitación, servicios de gestión y servicios programados de paro de planta relacionados con nuestras estaciones de compresión. Conforme a los LTSAs, pagamos a Siemens una contraprestación anual en múltiples monedas, la cual se ajusta anualmente conforme a un factor de escalamiento previamente acordado. Consideramos que los LTSAs son consistentes con los estándares de mercado y han sido adaptados a nuestras necesidades particulares. Los LTSAs tienen un plazo de vigencia de 25 años.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<a href="#_ftnref1" target="_blank" style="text-decoration:none"><span style="font-family:'Times New Roman'">[1]</span></a><span style="font-family:'Times New Roman'"> Considerando clientes de Cia. Comercializadora de Hidrocarburos y Gas Natural, S. de R.L. de C.V. y Esentia Pipeline de Occidente, S. de R.L. de C.V.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<a href="#_ftnref2" target="_blank" style="text-decoration:none"><span style="font-family:'Times New Roman'">[2]</span></a><span style="font-family:'Times New Roman'"> El 19% del ingreso en base firme contratado con clientes privados de alta calidad, a través de Esentia Gas, está dividido entre 6 clientes con las siguientes participaciones, respectivamente 38%, 26%, 19%, 6%, 4%, 3% con el 4% restante compartido entre otros tres clientes finales </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">El capital social de</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">la Compañía</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">variable, conforme a la Cláusula Séptima de los estatutos sociales vigentes. La totalidad de las acciones representativas del capital social son ordinarias, nominativas, de libre suscripción, sin expresión de valor nominal, y confieren a sus tenedores plenos derechos de voto e idénticos derechos corporativos y patrimoniales.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">El capital social se divide en dos series:</span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin-top:12pt; margin-left:36pt; margin-bottom:12pt; text-align:justify; line-height:115%; font-family:serif; font-size:12pt; -aw-font-family:'Courier New'; -aw-font-weight:normal; -aw-number-format:'o'">
<span style="font-family:'Times New Roman'">Acciones Serie I: representativas de la parte mínima fija del capital social no sujeta a retiro.</span>
</li>
</ul>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin-top:12pt; margin-left:36pt; margin-bottom:12pt; text-align:justify; line-height:115%; font-family:serif; font-size:12pt; -aw-font-family:'Courier New'; -aw-font-weight:normal; -aw-number-format:'o'">
<span style="font-family:'Times New Roman'">Acciones Serie II: representativas de la parte variable del capital social, la cual es ilimitada.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-left:18pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Ambas series son ordinarias, nominativas, sin expresión de valor nominal y con plenos derechos de voto, distinguiéndose únicamente por su carácter de capital fijo o variable.</span>
</p>
<p style="margin-top:0pt; margin-left:18pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Al 31 de diciembre de 2025, el capital social suscrito y pagado de la Sociedad asciende</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">a</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">$1,777.7</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">millones de dólares</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">sin considerar</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">los costos de emisión, e integrado por un total de 534,016,945 acciones, conforme se detalla a continuación:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<table cellspacing="2" cellpadding="0" style="width:99.12%; margin-left:0.03pt; border:0.75pt solid #808080; border-spacing:1.5pt">
<tr>
<td style="width:110.85pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:justify; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Concepto</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:73.55pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:justify; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Número de acciones</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:65.15pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:justify; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Serie</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:280.25pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:justify; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Características</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
</tr>
<tr>
<td style="width:110.85pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:justify; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Parte mínima fija</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:73.55pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:right; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">42</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:65.15pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:center; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">I</span>
</p>
</td>
<td style="width:280.25pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:justify; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Ordinarias, nominativas, sin expresión de valor nominal, libre suscripción, plenos derechos de voto</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
</tr>
<tr>
<td style="width:110.85pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:justify; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Parte variable</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:73.55pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:right; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">534,016,903</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:65.15pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:center; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">II</span>
</p>
</td>
<td style="width:280.25pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:justify; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Ordinarias, nominativas, sin expresión de valor nominal, libre suscripción, plenos derechos de voto</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
</tr>
<tr>
<td style="width:110.85pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:justify; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">Total</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">suscrito y pagado</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:73.55pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:right; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'">534,016,945</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:65.15pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:justify; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:280.25pt; border-style:solid; border-width:0.75pt; padding:0.03pt; vertical-align:top">
<p style="margin:0pt 0.25pt; text-align:justify; line-height:115%; padding-right:5pt; padding-left:5pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
</td>
</tr>
</table>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">La totalidad de las acciones representativas del capital social fijo y variable se encuentran íntegramente suscritas y pagadas.</span><span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Adicionalmente, la Sociedad mantiene en tesorería 5,369,244 acciones ordinarias, nominativas, Serie II, sin expresión de valor nominal, representativas de la parte variable del capital social, emitidas conforme a las resoluciones adoptadas por la Asamblea General Ordinaria y Extraordinaria de Accionistas de fecha 10 de noviembre de 2025, las cuales fueron destinadas al Plan de Incentivos en Acciones aprobado por dicha Asamblea. A la fecha del presente Reporte, el Plan de Incentivos en Acciones no ha sido implementado y las referidas acciones permanecen en la tesorería de la Sociedad.</span><span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">En consecuencia, el total de acciones emitidas por la Sociedad al 31 de diciembre de 2025 es de 539,386,189 acciones, integradas por 42 acciones Serie I y 539,386,147 acciones Serie II.</span><span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">La descripción del capital suscrito y pagado, así como del número, clase y características de las acciones, se complementa con la información contenida en el rubro de "Capital Social" del Estado Consolidado y Combinado de Situación Financiera y en la Nota 20 ("Capital contable") de los Estados Financieros Consolidados y Combinados Dictaminados al 31 de diciembre de 2025</span><span style="font-family:'Times New Roman'">.</span><span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">La Emisora no mantiene posiciones abiertas en instrumentos derivados liquidables en especie cuyo subyacente sea acciones de la Emisora o certificados de participación ordinaria sobre dichas acciones.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Debe leer la información que figura a continuación junto con los Estados Financieros Combinados Consolidados Dictaminados y las notas relacionadas, </span><span style="font-family:'Times New Roman'">para el periodo de doce meses terminado el 31 de diciembre de 2025 incluidos en otras secciones de este </span><span style="font-family:'Times New Roman'">Reporte Anual.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Componentes de los resultados de las operaciones</span>
</p>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Ingresos por contratos con clientes</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Nuestros ingresos provienen principalmente del transporte de gas natural y, en menor medida históricamente, de la comercialización de gas natural.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Transporte de gas natural. De conformidad con la normativa mexicana, todos nuestros gasoductos operan bajo un régimen de acceso abierto, lo que nos permite contratar capacidad con múltiples clientes de forma no discriminatoria. </span><span style="font-family:'Times New Roman'">Generamos</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">ingresos</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">en</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">virtud</span><span style="font-family:'Times New Roman'"> de dos </span><span style="font-family:'Times New Roman'">tipos</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">contratos</span><span style="font-family:'Times New Roman'">:</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Contratos firmes de transporte con cláusula de compra mínima garantizada, en los que los clientes reservan capacidad y pagan tarifas mensuales fijas independientemente de si utilizan o no la capacidad. Estos contratos proporcionan ingresos estables y predecibles durante la vigencia del contrato, ya que los pagos vencen independientemente de los volúmenes reales transportados. Una parte sustancial de nuestros ingresos firmes proviene de contratos a largo plazo con la CFE, que incluyen ajustes por inflación incorporados y, en todos los casos, aumentos tarifarios contratados programados para los próximos años, lo que da lugar a un crecimiento de los ingresos contratados que ya se refleja en nuestro perfil de ingresos base a largo plazo.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Contratos de transporte interrumpible, que permiten a los clientes transportar gas natural según la disponibilidad y se facturan en función de los volúmenes reales transportados. Los ingresos por servicios interrumpibles son intrínsecamente variables, ya que depende de la demanda de los clientes y de la capacidad disponible, y suelen representar una parte menor de nuestros ingresos totales.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Los ingresos por servicios firmes de transporte de gas natural ? nuestros contratos de largo plazo con CFE ? se reconocen sobre una base nivelada durante el plazo contractual según lo requerido por la NIIF 15. Esta norma contable requiere que los ingresos provenientes de contratos de largo plazo se registren de manera uniforme durante la vigencia de los acuerdos, independientemente del calendario de facturación o de los incrementos contractuales, a fin de alinear el reconocimiento de ingresos con la naturaleza continua de los servicios prestados. Consideramos que este enfoque resulta en una visión más consistente y comparable de los ingresos contratados, ya que suaviza el efecto de las escalaciones contractuales o de las estructuras diferidas y proporciona a los inversionistas una representación más clara de la economía subyacente de estos acuerdos.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Ventas de gas natural. También generamos ingresos por la venta de gas natural. Estas transacciones se reconocen en el momento de la entrega del gas en el punto de entrega acordado en el contrato aplicable. Las ventas de gas son complementarias a nuestros servicios de transporte y representan una parte menor de nuestros ingresos y márgenes globales.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Servicios de compresión de gas. Los ingresos por servicios de compresión de gas natural provienen de un único contrato de largo plazo </span><span style="font-family:'Times New Roman'; font-style:italic">take-or-pay</span><span style="font-family:'Times New Roman'"> celebrado con la CFE en la estación de compresión Soto La Marina. En virtud de este acuerdo, proporcionamos capacidad y disponibilidad continua de compresión, y la CFE paga tarifas mensuales fijas independientemente del nivel real de utilización del servicio. Este contrato genera ingresos estables y predecibles durante su vigencia, siempre que la infraestructura se mantenga disponible conforme a las condiciones operativas pactadas.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Operación y Mantenimiento del Gasoducto. Esta línea refleja los cargos hechos por una de nuestras compañías del grupo a las entidades de todos los gasoductos por la operación del sistema SCADA. </span><span style="font-family:'Times New Roman'">Para las empresas de gasoductos que consolidan, estos cargos no se muestran como ingresos, debido a que se compensan directamente con los costos correspondientes dentro del mismo perímetro consolidado. Históricamente, el único monto presentado bajo esta línea corresponde a Soto La Marina, ya que esta entidad se contabilizó bajo el método de participación hasta mayo de 2025. En lo sucesivo, dichos ingresos </span><span style="font-family:'Times New Roman'">intercompañía</span><span style="font-family:'Times New Roman'"> ya no aparecerán, ya que se eliminan en su totalidad, sin impacto en la utilidad operativa consolidada ni en la utilidad neta.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Costo de las ventas y de la prestación de bienes y servicios</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Nuestro costo de ventas y de la prestación de bienes y servicios se compone principalmente de los siguientes elementos: </span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">(i)</span><span style="font:7pt 'Times New Roman'; -aw-import:spaces">                 </span><span style="font-family:'Times New Roman'">Depreciación y amortización, relacionadas principalmente con nuestros activos de gasoductos y la infraestructura relacionada.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">(ii)</span><span style="font:7pt 'Times New Roman'; -aw-import:spaces">               </span><span style="font-family:'Times New Roman'">Costo del gas natural, del transporte y compresión, asociado a nuestras actividades de comercialización de gas natural. Estos costos se repercuten generalmente a los clientes y, por lo tanto, tienen un impacto limitado en los márgenes.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">(iii)</span><span style="font:7pt 'Times New Roman'; -aw-import:spaces">            </span><span style="font-family:'Times New Roman'">Gastos de operación y mantenimiento de gasoductos y estaciones de compresión, incluyendo combustible para compresión, mantenimiento rutinario y mayor, reparaciones, servicios de contratistas y otro tipo de soporte técnico.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">(iv)</span><span style="font:7pt 'Times New Roman'; -aw-import:spaces">             </span><span style="font-family:'Times New Roman'">Impuestos locales, aranceles y permisos, principalmente tasas reglamentarias y derechos de paso relacionados con la operación de nuestro sistema de gasoductos.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">(v)</span><span style="font:7pt 'Times New Roman'; -aw-import:spaces">               </span><span style="font-family:'Times New Roman'">Seguro de gasoductos y estaciones de compresión, que cubre nuestros activos y operaciones contra posible daño o interrupciones del negocio.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">(vi)</span><span style="font:7pt 'Times New Roman'; -aw-import:spaces">             </span><span style="font-family:'Times New Roman'">Nóminas y prestaciones del personal de operación y mantenimiento, incluidos salarios, prestaciones, cotizaciones a la seguridad social y otros gastos relacionados.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Estos costos son generalmente estables y predecibles en virtud de nuestra estructura contractual a largo plazo, con la excepción de las compras de gas natural, que fluctúan con los precios del mercado, pero que se compensan en gran medida con los ingresos correspondientes procedentes de las ventas de gas natural, y los gastos de mantenimiento, que pueden variar en función del momento en que se realicen las revisiones importantes.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gastos administrativos</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Los gastos administrativos consisten principalmente en la remuneración y las prestaciones de los empleados de la dirección y el personal corporativo, los honorarios profesionales por servicios regulatorios, legales, fiscales, de auditoría y de consultoría, así como gastos generales tales como viajes, comisiones bancarias y gastos de oficina. También incluyen la depreciación y amortización de los activos relacionados con las oficinas y las instalaciones arrendadas. Estos gastos son recurrentes en el curso normal de la actividad y tienden a permanecer relativamente estables a lo </span><span style="font-family:'Times New Roman'">largo del tiempo, con variaciones que reflejan en gran medida los cambios en las necesidades de servicios profesionales o en proyectos puntuales.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Otros Costos - Neto</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Otros costos - neto incluyen principalmente ingresos por arrendamientos, deterioro de cuentas por cobrar, ganancias o pérdidas por la venta de activos fijos y otros impuestos. Estas partidas son generalmente de naturaleza no operativa y pueden variar de un período a otro en función de transacciones o circunstancias específicas, sin representar un factor estructural de nuestro rendimiento operativo.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Ingresos financieros</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">Los ingresos financieros consisten principalmente en intereses devengados por nuestras inversiones en efectivo, ingresos por</span><span style="font-family:'Times New Roman'; font-style:italic"> swaps </span><span style="font-family:'Times New Roman'">de tasas de interés recibidos, ganancias por cambio de divisas, ingresos por intereses de partes vinculadas y ganancias por </span><span style="font-family:'Times New Roman'">valuación</span><span style="font-family:'Times New Roman'"> de derivados financieros. Estas partidas pueden fluctuar en función de las condiciones del mercado, las variaciones de los tipos de cambio y el rendimiento de nuestros instrumentos derivados.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic; "> </span>
</p>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Costos financieros</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">Los costos financieros incluyen principalmente los gastos por intereses de nuestra deuda pendiente con terceros, partes vinculadas y los pagarés de la empresa (tal y como se definen a continuación), los pagos en virtud de </span><span style="font-family:'Times New Roman'; font-style:italic">swaps</span><span style="font-family:'Times New Roman'"> de tasas de interés, las pérdidas por cambio de divisas, las pérdidas por </span><span style="font-family:'Times New Roman'">valuación</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">derivados financieros y otros gastos financieros</span><span style="font-family:'Times New Roman'">. Los gastos por intereses representan el componente más significativo y recurrente, mientras que los efectos del cambio de divisas y las </span><span style="font-family:'Times New Roman'">valuaciones</span><span style="font-family:'Times New Roman'"> de los derivados pueden variar de un periodo a otro en función de las condiciones del mercado.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Participación en la utilidad de inversiones de negocios conjuntos reconocidos a través del método de participación</span>
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<span style="font-family:'Times New Roman'">Contabilizamos nuestras participaciones en negocios conjuntos </span><span style="font-family:'Times New Roman'; font-style:italic">(</span><span style="font-family:'Times New Roman'; font-style:italic">joint</span><span style="font-family:'Times New Roman'; font-style:italic"> ventures)</span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'">utilizando el método de participación, por el cual nuestra inversión se reconoce inicialmente al costo y posteriormente se ajusta para reflejar nuestra participación en las ganancias o pérdidas del negocio conjunto. Históricamente, esta partida incluía nuestra participación del 50% en SLM hasta mayo de 2025, cuando adquirimos la participación restante del 50% y asumimos el control total de SLM. Tras esta adquisición, SLM ya no se contabiliza según el método de puesta en equivalencia y se consolida íntegramente en nuestros estados financieros. Seguimos contabilizando según el método de puesta en equivalencia nuestra participación del 50% en RR, y nuestra participación en su utilidad o pérdida neta se refleja en esta partida de nuestros resultados de operaciones consolidados.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Impuesto a la utilidad</span>
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<span style="font-family:'Times New Roman'">El impuesto a la utilidad consiste en los impuestos corrientes sobre los ingresos generados durante el periodo y el gasto por impuestos diferidos que surge de las diferencias en el tiempo entre el valor en libros de los activos y pasivos para efectos de información financiera y sus bases fiscales. El impuesto sobre la renta de las sociedades es del 30% en México y del 21% en Estados Unidos, aplicada a la utilidad </span><span style="font-family:'Times New Roman'">fiscal</span><span style="font-family:'Times New Roman'"> en lugar de la utilidad contable. La </span><span style="font-family:'Times New Roman'">utilidad fiscal</span><span style="font-family:'Times New Roman'"> difiere de la </span><span style="font-family:'Times New Roman'">utilidad</span><span style="font-family:'Times New Roman'"> contable principalmente porque ciertos elementos son deducibles o se reconocen en diferentes momentos para efectos fiscales. Además, en nuestras entidades mexicanas a nivel de proyecto, que se financian con deuda denominada en dólares estadounidenses, la </span><span style="font-family:'Times New Roman'">utilidad fiscal</span><span style="font-family:'Times New Roman'"> puede verse afectada por las variaciones del tipo de cambio y los ajustes por inflación, lo que puede dar lugar a diferencias entre nuestros resultados contables y nuestro gasto fiscal efectivo.</span>
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<span style="font-family:'Times New Roman'">Favor de referirse a sección "Resumen - Estructura corporativa".</span>
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<span style="font-family:'Times New Roman'; font-weight:bold">Descripción de Activos del Grupo/Principales Subsidiarias del Grupo.</span>
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<span style="font-family:'Times New Roman'">Nuestros activos/subsidiarias/asociadas principales consisten en:</span>
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<span style="font:7pt 'Times New Roman'; ">     </span><span>Roadrunner</span><span> Gas </span><span>Transmission</span><span>, LLC. - </span><span style="font-weight:normal" data-preserved-style="font-weight: normal;">(asociada) RR: Un gasoducto de gas natural que se extiende desde un punto cercano al punto de suministro </span><span style="font-weight:normal" data-preserved-style="font-weight: normal;">Waha</span><span style="font-weight:normal" data-preserved-style="font-weight: normal;"> hasta la frontera entre Estados Unidos y México en San </span><span style="font-weight:normal" data-preserved-style="font-weight: normal;">Elizario</span><span style="font-weight:normal" data-preserved-style="font-weight: normal;">, Texas;</span>
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<span>Tarahumara Pipeline, S. de R.L. de C.V.</span><span style="font-weight:normal" data-preserved-style="font-weight: normal;"> - (subsidiaria) - TPL: un gasoducto de gas natural que se extiende desde la frontera entre Estados Unidos y México en San Isidro, estado de Chihuahua (frontera con El Paso, Texas), hasta un punto de entrega cercano a la ciudad de Chihuahua, estado de Chihuahua, México;</span>
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<span>Esentia Pipeline El Encino, S. de R.L. de C.V.</span><span style="font-weight:normal" data-preserved-style="font-weight: normal;"> - (subsidiaria) - EELL: un gasoducto de gas natural que se extiende desde El Encino, cerca de la ciudad de Chihuahua, estado de Chihuahua, México, hasta un punto cercano a La Laguna, en el estado de Durango;</span>
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<span>Esentia Pipeline La Laguna S. de R.L. de C.V. </span><span style="font-weight:normal" data-preserved-style="font-weight: normal;">- (subsidiaria) -</span><span> </span><span style="font-weight:normal" data-preserved-style="font-weight: normal;">LLAGS: un gasoducto de gas natural que se extiende desde La Laguna, en el estado de Durango -donde se interconecta con EELL- hasta Aguascalientes, en el estado de Aguascalientes;</span>
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<span>Esentia Pipeline de Occidente, S. de R.L. de C.V.</span><span style="font-weight:normal" data-preserved-style="font-weight: normal;"> - (subsidiaria) - VAG: un gasoducto de gas natural que se extiende desde Villa de Reyes, en el estado de San Luis Potosí, hasta Guadalajara, en el estado de Jalisco;</span>
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<span>Esentia Pipeline de Toluca, S. de R.L. de C.V.</span><span style="font-weight:normal" data-preserved-style="font-weight: normal;"> - (subsidiaria) - TGT: un gasoducto de gas natural que se extiende desde la estación de compresión de CENAGAS ubicada cerca de Palmillas, Querétaro, hasta Toluca, en el Estado de México;</span>
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<span>Estación de Compresión Soto la Marina, S.A.P.I. de C.V.</span><span style="font-weight:normal" data-preserved-style="font-weight: normal;"> - (subsidiaria) - SLM: una estación de compresión ubicada en el estado de Tamaulipas; y</span>
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<span>Esentia </span><span>Compression</span><span> Solutions, S. de R.L. de C.V. </span><span style="font-weight:normal" data-preserved-style="font-weight: normal;">- (subsidiaria) - Una estación de compresión y un amplificador de presión: La estación de compresión se encuentran en San Juan, Chihuahua, y el amplificador de presión (</span><span style="font-weight:normal; font-style:italic" data-preserved-style="font-weight: normal; font-style: italic;">booster</span><span style="font-weight:normal" data-preserved-style="font-weight: normal;">) en El Castillo, Jalisco.</span>
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<span>Esentia Gas, LLC & Esentia Comercializadora de GN, S. de R.L. de C.V.</span><span style="font-weight:normal" data-preserved-style="font-weight: normal;"> - (subsidiaria) - Esentia Gas. Negocio de comercialización de gas.</span>
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<span style="font-family:'Times New Roman'">Para </span><span style="font-family:'Times New Roman'">mayor información</span><span style="font-family:'Times New Roman'"> respecto de la estructura corporativa del Grupo y de la Emisora, véase la sección “Estructura Corporativa” de este </span><span style="font-family:'Times New Roman'">Reporte</span><span style="font-family:'Times New Roman'"> Anual</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'">La siguiente tabla presenta una descripción de las características generales de nuestros gasoductos y nuestra estación de compresión SLM:</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Tabla de los gasoductos y de la estación de compresión SLM</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Fuente: Esentia. </span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gasoducto </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Roadrunner</span>
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<span style="font-family:'Times New Roman'">El Gasoducto </span><span style="font-family:'Times New Roman'; font-style:italic">Roadrunner</span><span style="font-family:'Times New Roman'"> conecta a los productores de gas natural en la Cuenca Pérmica en Estados Unidos con los mercados de gas natural en México, que registran un rápido crecimiento para satisfacer las necesidades de generación de energía eléctrica y del sector industrial.</span>
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<span style="font-family:'Times New Roman'">La ruta del Gasoducto </span><span style="font-family:'Times New Roman'">Roadrunner</span><span style="font-family:'Times New Roman'"> va desde una estación de compresión ubicada en la interconexión con el sistema de gasoductos OWT en </span><span style="font-family:'Times New Roman'">Coyanosa</span><span style="font-family:'Times New Roman'">, Texas, hasta la interconexión con el Gasoducto Tarahumara en la frontera entre Estados Unidos y México, cerca de San </span><span style="font-family:'Times New Roman'">Elizario</span><span style="font-family:'Times New Roman'">, Texas. Una de nuestras empresas afiliadas construyó un tramo corto de gasoducto (de menos de un kilómetro de longitud) en México, desde la frontera hasta la interconexión con TPL. La ruta del gasoducto atraviesa partes de los condados de Pecos, Reeves, </span><span style="font-family:'Times New Roman'">Culberson</span><span style="font-family:'Times New Roman'">, </span><span style="font-family:'Times New Roman'">Hudspeth</span><span style="font-family:'Times New Roman'"> y El Paso, en el oeste de Texas.</span>
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<span style="font-family:'Times New Roman'">El Gasoducto </span><span style="font-family:'Times New Roman'">Roadrunner</span><span style="font-family:'Times New Roman'"> es propiedad de RGT, una empresa conjunta con una participación 50/50 entre ONEOK Inc. y Esentia. RGT es operado por OWT, filial de ONEOK Inc. La capacidad actual del gasoducto es de 640 </span><span style="font-family:'Times New Roman'">MMpc</span><span style="font-family:'Times New Roman'">/d con una longitud total de 321 km.</span>
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<span style="font-family:'Times New Roman'">El Gasoducto </span><span style="font-family:'Times New Roman'">Roadrunner</span><span style="font-family:'Times New Roman'"> transporta gas natural para CFE, Esentia Gas y OWT.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gasoducto Tarahumara</span>
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<span style="font-family:'Times New Roman'">El Gasoducto Tarahumara fue diseñado para suministrar gas natural a plantas de generación de energía, tanto nuevas como existentes, en las regiones Norte, Occidente, y Centro-Occidente de México. Adicionalmente, la demanda ha sido impulsada por empresas extranjeras que han invertido en instalaciones industriales en dichas regiones. TPL constituye el segmento clave del corredor </span><span style="font-family:'Times New Roman'">Wahalajara</span><span style="font-family:'Times New Roman'">, que abastece gas proveniente de la Cuenca Pérmica a través del Gasoducto </span><span style="font-family:'Times New Roman'">Roadrunner</span><span style="font-family:'Times New Roman'"> hacia los centros de demanda industrial en el centro de México.</span>
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<span style="font-family:'Times New Roman'">TPL es un gasoducto que opera dentro del estado de Chihuahua, México. TPL inicia en la frontera entre Estados Unidos y México, en la interconexión con el Gasoducto </span><span style="font-family:'Times New Roman'">Roadrunner</span><span style="font-family:'Times New Roman'"> en San Isidro, así como con El Paso Natural Gas (</span><span style="font-family:'Times New Roman'">Kinder</span><span style="font-family:'Times New Roman'"> Morgan), y termina en El Encino, donde se interconecta con los gasoductos El Encino, incluyendo Topolobampo (TC Energy), Ojinaga-El Encino (</span><span style="font-family:'Times New Roman'">IEnova</span><span style="font-family:'Times New Roman'">) y el Gasoducto El Encino.</span>
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<span style="font-family:'Times New Roman'">El Gasoducto Tarahumara transporta gas natural para CFE y Esentia Gas.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gasoducto El Encino</span>
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<span style="font-family:'Times New Roman'">El Gasoducto El Encino es una continuación del corredor </span><span style="font-family:'Times New Roman'">Wahalajara</span><span style="font-family:'Times New Roman'">, diseñado para suministrar gas natural a plantas de generación de energía, tanto nuevas como existentes, en las regiones Norte, Occidente y Centro-Occidente. Adicionalmente, la demanda local está impulsada por el crecimiento esperado de la industria y el sector manufacturero en la ciudad de Torreón, donde se concentran las industrias agrícola, petroquímica, minera y automotriz.</span>
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<span style="font-family:'Times New Roman'">EELL transporta gas natural desde El Encino, ubicado cerca de la ciudad de Chihuahua, en el estado de Chihuahua, México, y recibe gas a través del Gasoducto Tarahumara, de nuestra propiedad, y del gasoducto Ojinaga, propiedad</span><span style="font-family:'Times New Roman'; font-weight:bold; font-variant:small-caps; text-decoration:underline; letter-spacing:0.25pt; color:#c0504d" data-preserved-style="font-family: "Times New Roman"; font-weight: bold; font-variant: small-caps; text-decoration: underline; letter-spacing: 0.25pt; color: rgb(192, 80, 77);"> </span><span style="font-family:'Times New Roman'">de </span><span style="font-family:'Times New Roman'">IEnova</span><span style="font-family:'Times New Roman'">. El sistema se extiende hasta un punto cercano a La Laguna, en el estado de Durango, donde se interconecta con el Gasoducto LLAGS y con CENAGAS a través de la interconexión León Guzmán, para abastecer de gas a la ciudad de Durango. EELL corre en paralelo al tramo Gloria a Dios - Chávez del sistema de CENAGAS.</span>
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<span style="font-family:'Times New Roman'">EELL incorpora la estación de compresión EC-EE, con una potencia total instalada de aproximadamente 150,000 caballos de fuerza. La estación de compresión EC-EE tiene una capacidad de entrega de 1,670 </span><span style="font-family:'Times New Roman'">MMpc</span><span style="font-family:'Times New Roman'">/d (millones de pies cúbicos diarios), con dos de sus tres turbocompresores en operación. Asimismo, cuenta con tres estaciones de MRCS: la primera ubicada en Delicias, para entrega a las centrales de generación CT Francisco Villa y CC Francisco Villa; la segunda en Lerdo, para entrega a las centrales CT Lerdo y CC Lerdo; y la tercera en la interconexión con el Gasoducto LLAGS.</span>
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<span style="font-family:'Times New Roman'">EELL transporta gas natural para CFE y Esentia Gas.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gasoducto La Laguna</span>
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<span style="font-family:'Times New Roman'">El Gasoducto La Laguna transporta gas hacia el sur, desde la estación de compresión de La Laguna, en el estado de Durango, hasta Aguascalientes. La demanda está impulsada por plantas de ciclo combinado (CCGT) ubicadas en las regiones de Durango y Jalisco. Adicionalmente, LLAGS suministra gas a una zona de distribución en Aguascalientes y las principales regiones de consumo del país, las regiones del noroeste, centro-oeste de México, que albergan múltiples</span><span style="font-family:'Times New Roman'; font-weight:bold; font-variant:small-caps; text-decoration:underline; letter-spacing:0.25pt; color:#c0504d" data-preserved-style="font-family: "Times New Roman"; font-weight: bold; font-variant: small-caps; text-decoration: underline; letter-spacing: 0.25pt; color: rgb(192, 80, 77);"> </span><span style="font-family:'Times New Roman'">sitios manufactureros y automotrices (región Bajío), ferroviarias (Coahuila) y mineras (Zacatecas).</span>
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<span style="font-family:'Times New Roman'">LLAGS se interconecta con el Gasoducto El Encino hasta Aguascalientes, en el estado de Aguascalientes, México, donde a su vez se conecta con el Gasoducto Villa de Reyes. LLAGS incluye una estación de compresión ubicada en La Laguna, en el estado de Durango, y una estación de medición, regulación y control (“</span><span style="font-family:'Times New Roman'; font-style:italic">MRCS</span><span style="font-family:'Times New Roman'">” por sus siglas en inglés) ubicada en Aguascalientes.</span>
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<span style="font-family:'Times New Roman'">LLAGS transporta gas natural para CFE y Esentia Gas.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gasoducto VAG</span>
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<span style="font-family:'Times New Roman'">El Gasoducto VAG es el segmento final del Sistema </span><span style="font-family:'Times New Roman'">Wahalajara</span><span style="font-family:'Times New Roman'">, que transporta gas desde Texas a regiones del centro-oeste incluyendo El Bajío. El Bajío es una de las principales regiones de consumo, que concentra múltiples desarrollos industriales en los sectores manufacturero, automotriz y textil. Adicionalmente, este gasoducto proporciona conectividad hacia la región centro del país (Guanajuato y Tula), incluyendo plantas de generación de energía en el centro de México. El gasoducto atraviesa los estados de San Luis Potosí, Zacatecas, Aguascalientes y Jalisco.</span>
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<span style="font-family:'Times New Roman'">VAG incluye una estación de compresión y dos estaciones de medición, regulación y control (“</span><span style="font-family:'Times New Roman'; font-style:italic">MRCS</span><span style="font-family:'Times New Roman'">” por sus siglas en inglés): la primera en la interconexión con el gasoducto Manzanillo-Guadalajara (“</span><span style="font-family:'Times New Roman'; text-decoration:underline">EOM Pipeline</span><span style="font-family:'Times New Roman'">”, propiedad de TC Energy), y la segunda en la terminal del ramal cercano a la futura central de generación Guadalajara I de CFE, ambas ubicadas en el estado de Jalisco. VAG se interconecta en Aguascalientes con el Gasoducto LLAGS (Esentia); en San Luis Potosí con los gasoductos Tula-</span><span style="font-family:'Times New Roman'">VdR</span><span style="font-family:'Times New Roman'"> (TC Energy) y Los Ramones Sur (</span><span style="font-family:'Times New Roman'">Engie</span><span style="font-family:'Times New Roman'">); y en Guadalajara con los gasoductos Energía Occidente de México (TC Energy) y Zapotlanejo (GAZA/SIMSA).</span>
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<span style="font-family:'Times New Roman'">VAG transporta gas natural para CFE y Esentia Gas.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Gasoducto TGT</span>
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<span style="font-family:'Times New Roman'">El Gasoducto TGT fue el primer activo en nuestro portafolio. Es un gasoducto de 127 kilómetros de longitud y 16 pulgadas de diámetro, que va desde Palmillas, en el estado de Querétaro, hasta Toluca, en el Estado de México, con una capacidad de transporte de 96 </span><span style="font-family:'Times New Roman'">MMpc</span><span style="font-family:'Times New Roman'">/d (millones de pies cúbicos diarios). El gasoducto transporta gas natural desde el sistema nacional de gasoductos de Pemex en Palmillas, Querétaro (donde se conecta con SISTRANGAS), con varios puntos de entrega hasta llegar a Toluca, en el Estado de México.</span>
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<span style="font-family:'Times New Roman'">La demanda del Gasoducto TGT está impulsada por los sectores industrial, residencial y comercial de la ciudad de Toluca. El Gasoducto TGT cuenta con 32 </span><span style="font-family:'Times New Roman'">MMpc</span><span style="font-family:'Times New Roman'">/d de capacidad firme contratada con la industria local y empresas distribuidoras locales (“</span><span style="font-family:'Times New Roman'; font-style:italic">LDCs</span><span style="font-family:'Times New Roman'">” por sus siglas en inglés). Su cliente ancla es un participante privado.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Entidades Esentia Gas</span>
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<span style="font-family:'Times New Roman'">Fundadas en 2016, como parte de la estrategia de la compañía para ingresar al negocio de comercialización de gas natural, las Entidades Esentia Gas son nuestras filiales comerciales de comercialización de gas y las únicas participantes internacionales en México capaz de ofrecer capacidad firme de gas natural a clientes privados a través de su propia infraestructura. Con oficinas en Houston y Ciudad de México, las Entidades Esentia Gas ofrecen servicios integrales de comercialización de gas, que incluyen adquisición de gas, balanceo y gestión de riesgo de precios. Sus ventajas competitivas radican en su acceso a la capacidad firme de nuestro sistema y en su capacidad para ofrecer soluciones integradas y personalizadas, a diferencia de otros participantes del mercado que dependen de capacidad interrumpible o controlada por el Estado.</span>
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<span style="font-family:'Times New Roman'">A </span><span style="font-family:'Times New Roman'">diciembre</span><span style="font-family:'Times New Roman'"> de 2025, las Entidades Esentia Gas cuentan con aproximadamente 737 </span><span style="font-family:'Times New Roman'">MMpc</span><span style="font-family:'Times New Roman'">/d de capacidad firme en todo nuestro sistema de gasoductos -equivalente aproximadamente al 15% de la capacidad total de nuestro sistema de gasoductos de, y con 109 </span><span style="font-family:'Times New Roman'">MMpc</span><span style="font-family:'Times New Roman'">/d de capacidad firme en CENAGAS, gestionando o comercializando aproximadamente 185 </span><span style="font-family:'Times New Roman'">MMpc</span><span style="font-family:'Times New Roman'">/d de gas natural para una base creciente de 16 clientes privados (incluyendo base firme, variable, interrumpible y venta de gas)</span><a href="#_ftn1" target="_blank" style="text-decoration:none"><span style="font-family:'Times New Roman'; font-size:8pt; vertical-align:super; color:#000000">[1]</span></a><span style="font-family:'Times New Roman'">. Las Entidades Esentia Gas cuentan con contratos marco del </span><span style="font-family:'Times New Roman'; font-style:italic">North American Energy </span><span style="font-family:'Times New Roman'; font-style:italic">Standards</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">Board</span><span style="font-family:'Times New Roman'"> (NAESB), los cuales les permiten realizar transacciones con aproximadamente veinte compañías que compran y venden gas en la Cuenca Pérmica, y actualmente realizan operaciones comerciales con diez de ellas. </span>
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<span style="font-family:'Times New Roman'">Las Entidades Esentia Gas cuentan con todos los permisos regulatorios, así como con las autorizaciones correspondientes en materia de participación cruzada emitidas por COFECE o CNA, según corresponda, que les permiten contratar capacidad firme en nuestro sistema de gasoductos. Adicionalmente, contamos con los permisos necesarios para importar y exportar gas natural.</span>
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<span style="font-family:'Times New Roman'">Las Entidades Esentia Gas tienen la capacidad de gestionar un portafolio de ventas de gas tanto fijo como variable, en contratos de corto y largo plazo, contratando capacidad fija e interrumpible tanto en nuestro sistema como en sistemas de terceros.</span>
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<span style="font-family:'Times New Roman'">Consideramos que la capacidad de las Entidades Esentia Gas para integrar servicios de transporte y suministro, junto con su acceso a nuestro sistema de transporte, la convierte en un vehículo clave para monetizar nuestro plan de expansión.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Estación de Compresión Soto La Marina</span>
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<span style="font-family:'Times New Roman'">SLM es la segunda estación de compresión más grande de México (en términos de potencia), con 3 turbocompresores que cuentan con una capacidad total instalada de aproximadamente 70,000 caballos de fuerza bajo condiciones de medición de potencia de la Organización Internacional de Normalización (“</span><span style="font-family:'Times New Roman'; text-decoration:underline">ISO</span><span style="font-family:'Times New Roman'">” por sus siglas en inglés), ubicada en Soto La Marina (Tamaulipas). El gas natural se suministra y se devuelve al gasoducto SFC de 48 pulgadas de diámetro, propiedad de CENAGAS. El modelo de cada turbocompresor es Solar Titan 130, con una configuración de 2+1 y métricas de potencia de 17.3 MW (ISO), 23,470 caballos de fuerza (ISO) y 22,490 caballos de fuerza promedio en sitio.</span>
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<span style="font-family:'Times New Roman'">SLM fue desarrollada y operada a través de una empresa conjunta 50/50 con Enagás, una compañía de gas natural con sede en España. A SLM se le otorgó un contrato de compra de largo plazo sin derecho a recisión o </span><span style="font-family:'Times New Roman'; font-style:italic">take-or-pay</span><span style="font-family:'Times New Roman'"> por 20 años (denominado en </span><span style="font-family:'Times New Roman'">Dólares</span><span style="font-family:'Times New Roman'">) con la CFE por el 100% de su capacidad, con vigencia hasta finales de 2034. En mayo de 2025, adquirimos el 50% restante de participación en SLM.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Estaciones de Compresión y </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Booster</span>
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<span style="font-family:'Times New Roman'">Otros activos incluyen cuatro estaciones de compresión y </span><span style="font-family:'Times New Roman'; font-style:italic">booster</span><span style="font-family:'Times New Roman'">. La siguiente tabla presenta un resumen de las principales características de dichas estaciones de compresión y un </span><span style="font-family:'Times New Roman'; font-style:italic">booster</span><span style="font-family:'Times New Roman'">:</span>
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<span style="font-family:'Times New Roman'; font-style:italic">Características de las Estaciones de Compresión de Esentia</span>
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" 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<span style="font-family:'Times New Roman'; font-style:italic">Fuente: Esentia. </span>
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<a href="#_ftnref1" target="_blank" style="text-decoration:none"><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super; color:#000000">[1]</span></a><span style="font-family:'Times New Roman'"> </span><span style="font-family:Tahoma">Considerando clientes de Cia. Comercializadora de Hidrocarburos y Gas Natural, S. de R.L. de C.V. y Esentia Pipeline de Occidente, S. de R.L. de C.V.</span>
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<span style="font-family:'Times New Roman'">La selección de personal y la relación de la Empresa con sus colaboradores, se promueve a través de las políticas y procesos de Recursos Humanos: (i) el cumplimiento de la legislación nacional y las mejores prácticas del sector; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) un entorno laboral seguro y conforme a los más altos estándares de seguridad industrial; (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) la salud física, mental y emocional; (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) la cultura organizacional basada en diversidad, equidad e inclusión; y (v) el desarrollo profesional con salarios dignos y equitativos. Todo ello en estricto apego a los derechos humanos, garantizando la no discriminación por raza, género, nacionalidad, origen social, religión, edad, discapacidad, estado de salud u orientación sexual.</span>
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<span>Mantener una presencia operativa continua sobre los valores de ESENTIA mediante el ingreso y mantenimiento de posturas de compra y de venta, durante cada sesión de remate del mercado de capitales administrado por la Bolsa Mexicana de Valores.</span>
</li>
<li style="margin-left:32pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Tener una presencia mínima en los corros de la Bolsa Mexicana de Valores de 80% (ochenta por ciento) durante cada sesión de remate.</span>
</li>
<li style="margin-left:32pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>El monto mínimo de posturas será de $300,000.00 (trescientos mil pesos 00/100 M.N.).</span>
</li>
<li style="margin-left:32pt; text-align:justify; line-height:115%; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt">
<span>Establecer posturas de compra y de venta con un spread máximo de hasta el 2.0% (dos por ciento).</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; -aw-import:spaces"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Lo anterior, a fin de promover la liquidez de los valores, así como para establecer precios de referencia y contribuir a la estabilidad y continuidad de los precios de </span><span style="font-family:'Times New Roman'">los mismos</span><span style="font-family:'Times New Roman'">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Favor de referirse a la sección “Descripción del negocio ― Descripción de Activos del Grupo/Principales Subsidiarias del Grupo” de este Reporte Anual.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">Las utilidades netas de cada ejercicio social, previa aprobación de los estados financieros que las arrojen por parte de la asamblea de accionistas y después de deducidas las cantidades que legalmente corresponden a (i) impuesto sobre la renta, (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) participación de los trabajadores en las utilidades, (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) amortización de pérdidas de ejercicios anteriores, y (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) un 5% (cinco por ciento) para formar la reserva legal hasta que ésta ascienda al 20% (veinte por ciento) del capital social, en atención a lo dispuesto por el Artículo 20 de la LGSM, se distribuirán de la siguiente manera:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; font-weight:bold">
<span style="font-weight:normal">Se separará la cantidad que acuerde la asamblea general de accionistas para la formación de uno o varios fondos de previsión, reinversión, amortización o de reservas, incluyendo las cantidades que sean aplicadas a la creación o incremento del fondo de recompra al que se refiere el Artículo 56 de la LMV.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin-left:32pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:12pt; font-weight:bold">
<span style="font-weight:normal">El resto se aplicará en la forma que resuelva la asamblea ordinaria de accionistas, la cual puede incluir el pago de dividendos a todos los accionistas en proporción al número de sus acciones.</span>
</li>
</ol>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">Los pagos de dividendos que decrete la Sociedad se harán en los días hábiles y lugares que determine la asamblea ordinaria de accionistas o bien el Consejo de Administración, cuando hubiese sido facultado dicho órgano para ello por la asamblea de accionistas, y se darán a conocer por medio de la publicación de avisos conforme a la regulación bursátil.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">ESENTIA hace constar </span><span style="font-family:'Times New Roman'">que</span><span style="font-family:'Times New Roman'"> a partir del 3 de febrero de 2026, BTG </span><span style="font-family:'Times New Roman'">Pactual</span><span style="font-family:'Times New Roman'"> Casa de Bolsa S.A. de C.V. opera como formador de mercado para las acciones de la Compañía, que cotizan en la Bolsa Mexicana de Valores bajo la clave de cotización ESENTIA y con el código ISIN MX01ES050019.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">Previo a esta fecha, ESENTIA no contaba con los servicios de ningún formador de mercado.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">La siguiente tabla presenta la historia y duración de los contratos con BTG </span><span style="font-family:'Times New Roman'">Pactual</span><span style="font-family:'Times New Roman'"> como formador de mercado: </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; font-size:12pt">
<img 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" 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<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Desempeño Ambiental</span>
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<span style="font-family:'Times New Roman'">Contamos con una política de sostenibilidad, una estrategia de sostenibilidad y la gobernanza necesaria para su ejecución, las cuales consideramos pilares para fortalecer nuestro modelo de negocio sostenible.</span>
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<span style="font-family:'Times New Roman'">Nuestra política de sostenibilidad busca definir el marco de sostenibilidad para nuestro negocio de transporte y comercialización de gas natural. Revisamos y actualizamos nuestra política de sostenibilidad anualmente.</span>
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<span style="font-family:'Times New Roman'">Nuestra estrategia de sostenibilidad se centra en los siguientes temas ambientales:</span>
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<span style="font-family:'Times New Roman'">la medición y reporte de emisiones de gases de efecto invernadero (“GEI”); y</span>
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<span style="font-family:'Times New Roman'">un programa de reducción de emisiones de metano (Programa para la Prevención y el Control Integral de las Emisiones de Metano del Sector Hidrocarburos, “PPCIEM”). Los objetivos de reducción de metano del PPCIEM fueron definidos por nosotros y </span><span style="font-family:'Times New Roman'">comunicados formalmente a la autoridad reguladora a través de cinco programas de reducción de emisiones en nuestros sistemas de transporte de gas natural. Una vez aprobados por la autoridad, debemos informar anualmente sobre nuestro progreso.</span>
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<span style="font-family:'Times New Roman'; -aw-import:spaces"> </span><span style="font-family:'Times New Roman'">ESENTIA desarrolló un estudio de doble materialidad con base en el cual se actualizará la estrategia de sostenibilidad y un estudio para identificar los riesgos físicos por cambio climático. ESENTIA presentará su Informe de Sostenibilidad de acuerdo con las normas NIIF S1 y S2 en cumplimiento del Artículo 82 Bis de las Disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado de valores (Circular Única de Emisoras).</span>
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<span style="font-family:'Times New Roman'">Nuestro gobierno corporativo en la función de sostenibilidad opera de acuerdo con el marco establecido por el Comité de Sostenibilidad, Inversión Social, Equidad, Diversidad e Inclusión. Este comité es responsable de definir las iniciativas de sostenibilidad de ESENTIA y de consolidar la información incluida en nuestros informes ASG. Dicha información se presenta para su conocimiento al Comité de Auditoría y Prácticas Societarias y al Consejo de Administración antes de la publicación de los resultados dirigidos a nuestros inversionistas e incluidos en nuestro informe anual de sostenibilidad.</span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Hemos implementado un Sistema de Gestión Ambiental y Social (SGAS), alineado con las mejores prácticas internacionales. Su objetivo es identificar, evaluar y gestionar los riesgos sociales y ambientales relacionados con los proyectos financiados por nuestros prestamistas. El SGAS consta de 21 elementos relacionados con aspectos ambientales, evaluación de riesgos e impactos socioambientales, monitoreo de ruido, monitoreo de gases de efecto invernadero y estrategia de eficiencia de recursos. El SGAS se encuentra en diferentes etapas de implementación en nuestros sistemas de transporte y es transversal a toda la empresa.</span>
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<span style="font-family:'Times New Roman'">El SGAS se basa los Principios de Ecuador y en las Normas de Desempeño de la Corporación Financiera Internacional (IFC, por sus siglas en inglés). Son directrices voluntarias para la gestión de riesgos que usan las instituciones financieras a nivel global, con el fin de identificar, evaluar y gestionar los riesgos ambientales y sociales de proyectos a gran escala, emitidas en 2003. Anualmente, consultores externos especializados realizan visitas in situ para supervisar el desempeño del SGAS en los Sistemas de Transporte de Gas Natural (STGN) VAG, LLAGS y EELL, registrar los hallazgos y elaborar reportes sobre la identificación y gestión de los impactos ambientales y sociales para nuestros acreedores, de conformidad con las cláusulas de los contratos de crédito. También recibimos estos reportes, y cada área es responsable de desarrollar planes de acción para atender dichos hallazgos. En los últimos dos años, los hallazgos de los consultores externos se han centrado en aspectos destinados a la mejora continua del SGAS, con calificaciones en los niveles de riesgo bajo y medio, y ningún hallazgo en el nivel de riesgo alto. El sistema está diseñado para identificar y gestionar los impactos ambientales y sociales en todas las fases del proyecto, desde la construcción hasta el cierre y la operación. </span>
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<span style="font-family:'Times New Roman'">Dos proyectos están en marcha para fortalecer nuestra sostenibilidad:</span>
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<span style="font-family:'Times New Roman'">El primer proyecto, Uso Eficiente de los Recursos Energéticos, busca desarrollar un proceso para definir una línea base para el uso de recursos energéticos y determinar objetivos e indicadores de eficiencia energética. Este proceso se apoya en un procedimiento para el registro de datos energéticos, garantizando su trazabilidad y calidad.</span>
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<span style="font-family:'Times New Roman'">Este marco fortalece el informe de emisiones de GEI y se reconoce como una buena práctica, especialmente en el contexto de auditorías externas. Hasta la fecha, se ha identificado el proceso, se han implementado las mejoras correspondientes y la fase de documentación de los controles operativos identificados se completó en octubre de 2025. Las actividades de difusión y capacitación comenzaron en noviembre y se prevé que continúen durante el primer trimestre de 2026.</span>
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<span style="font-family:'Times New Roman'">El segundo proyecto, relativo a la consolidación de la información ASG mediante el desarrollo de una plataforma, busca mejorar el control de la información, facilitando la disponibilidad, trazabilidad y confiabilidad de la información ASG para los procesos de elaboración de informes y toma de decisiones.</span>
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<span style="font-family:'Times New Roman'">ESENTIA recibe solicitudes de información relacionada con la sostenibilidad de sus diversos grupos de interés, incluyendo entidades crediticias, el equipo ASG de </span><span style="font-family:'Times New Roman'">Partners</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Group</span><span style="font-family:'Times New Roman'"> y los equipos ASG de ciertas instituciones financieras. Asimismo, también se integra de información de sostenibilidad para el Centro Mexicano para la Filantropía (CEMEFI), que otorga anualmente el Distintivo de Empresa Socialmente Responsable a las empresas en México, y para la elaboración de nuestro Informe Anual de Sostenibilidad. La dirección de sostenibilidad coordina la consolidación y divulgación de esta información, con la colaboración de todas las áreas de la empresa, como Operaciones, Finanzas, Legal y Recursos Humanos.</span>
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<span style="font-family:'Times New Roman'">Hemos desarrollado una metodología que nos permite visualizar y clasificar el tipo de información requerida. Algunos ejemplos de la información reportada incluyen las emisiones de GEI, el progreso en la reducción de metano, las quejas gestionadas a través de nuestro mecanismo de quejas, las iniciativas de inversión social, los casos reportados a través de nuestra plataforma de reportes y la capacitación en cumplimiento de la FCPA, entre otros.</span>
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<span style="font-family:'Times New Roman'">Actualmente nos encontramos en la fase piloto, lo que nos ha permitido identificar oportunidades para mejorar los procesos de recopilación, validación y gestión de datos. La siguiente fase, centrada en la optimización y automatización de los componentes de la herramienta, está programada para comenzar en el tercer trimestre de 2026.</span>
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<span style="font-family:'Times New Roman'">Entre los logros de ESENTIA, destaca el siguiente: en 2025, por cuarto año consecutivo, nuestro negocio de transporte recibió el Distintivo de Empresa Socialmente Responsable, otorgado por el CEMEFI. Nuestro desempeño en prácticas ambientales supera los resultados de otras empresas del sector al que pertenecemos, de acuerdo con el CEMEFI.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Impactos actuales o potencialmente relevantes del cambio climático en el negocio de ESENTIA</span>
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<span style="font-family:'Times New Roman'">ESENTIA desarroll</span><span style="font-family:'Times New Roman'">ó</span><span style="font-family:'Times New Roman'"> un estudio </span><span style="font-family:'Times New Roman'">para identificar los riesgos físicos por cambio climático</span><span style="font-family:'Times New Roman'">, cuyos resultados se </span><span style="font-family:'Times New Roman'">presentarán</span><span style="font-family:'Times New Roman'"> en</span><span style="font-family:'Times New Roman'"> su Informe de Sostenibilidad de acuerdo con la norma NIIF S2 en cumplimiento del Artículo 82 Bis de las </span><span style="font-family:'Times New Roman'">Disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado de valores (Circular Única de Emisoras</span><span style="font-family:'Times New Roman'">)</span><span style="font-family:'Times New Roman'">.</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'">Mientras tanto, estamos desarrollando diversas iniciativas para mitigar los impactos ambientales asociados con nuestros sistemas de transporte de gas natural. Estos esfuerzos están alineados con los instrumentos regulatorios nacionales, como el Estudio Técnico Justificativo y la Manifestación de Impacto Ambiental.</span>
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<span style="font-family:'Times New Roman'">Como parte de nuestro compromiso con la gestión ambiental, nuestras prácticas de restauración incluyen el restablecimiento de la flora nativa y la reubicación de la fauna silvestre afectada durante las actividades de construcción de ductos.</span>
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<span style="font-family:'Times New Roman'">Nuestro negocio de transporte de gas natural forma parte de la industria del Petróleo y Gas, considerada de alto riesgo según marcos internacionales como el Consejo de Normas de Contabilidad de Sostenibilidad (</span><span style="font-family:'Times New Roman'">S</span><span style="font-family:'Times New Roman'; font-style:italic">ustainability</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">Accounting</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">Standards</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">Board</span><span style="font-family:'Times New Roman'">), las Normas de Desempeño de la IFC y los Principios de Ecuador, y ha sido identificada como responsable de una proporción significativa de las emisiones de gases de efecto invernadero a nivel mundial. Por esta razón, los sistemas de gestión que identifican y gestionan los riesgos sociales, de seguridad industrial y de protección ambiental son muy importantes para nosotros y son auditados continuamente tanto por las autoridades reguladoras en México (como por la Agencia de Seguridad, Energía y Ambiente, ASEA, que audita el Sistema de Administración de Seguridad Industrial, Seguridad Operativa y Protección al Medio Ambiente, SASISOPA) como por nuestros prestamistas, todo ello de acuerdo con las mejores prácticas internacionales.</span>
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<span style="font-family:'Times New Roman'">Favor de referirse al siguiente texto y a la sección “Comentarios y Análisis de la Administración Sobre los Resultados de Operación y Situación Financiera”</span>
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<span style="font-family:'Times New Roman'">La preparación de Estados Financieros Consolidados y Combinados requiere el uso de estimaciones contables que, por definición, probablemente difieran de los resultados reales. La Administración también debe ejercer su juicio en la aplicación de las políticas contables de la Emisora. A </span><span style="font-family:'Times New Roman'">continuación</span><span style="font-family:'Times New Roman'"> se proporciona una visión general de las áreas que implican un mayor grado de juicio o complejidad, al igual que partidas que tienen más probabilidades de ser materialmente ajustadas debido a que los resultados finales se desvían de las estimaciones y supuestos realizados. Se incluye información detallada sobre cada una de estas estimaciones y juicios en notas a los Estados Financieros Consolidados y Combinados.</span>
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<span style="font-family:'Times New Roman'">Las áreas que implican estimaciones o juicios significativos son:</span>
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<li style="margin-left:27.6pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-size:12pt">Reconocimiento de impuesto diferido activo:</span><span style="font-family:'Times New Roman'; font-size:12pt; -aw-import:spaces">  </span><span style="font-family:'Times New Roman'; font-size:12pt">El reconocimiento de impuesto diferido activo se determina si se considera que es probable que habrá suficientes utilidades fiscales en la entidad legal, contra las cuales se pueda utilizar el impuesto diferido activo en el futuro. Se requiere de juicio para determinar las utilidades fiscales futuras, las cuales son estimadas utilizando los presupuestos de utilidad más recientes que se encuentren disponibles. Antes de registrar el impuesto diferido activo por pérdidas fiscales, se debe considerar la legislación vigente para determinar la existencia de pérdidas fiscales disponibles contra las cuales se compensen las utilidades fiscales futuras.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<li style="margin-left:27.6pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-size:12pt">Reconocimiento de ingresos por venta de gas: En cuanto a las ventas de gas natural, el Grupo evalúa si los ingresos por venta de gas podrían estar dentro del alcance de la NIIF 9 “Instrumentos financieros”. Actualmente, tras la evaluación, los contratos por venta de gas natural quedan fuera del alcance de la NIIF 9 “Instrumentos financieros”, ya que el gas natural (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">commodity</span><span style="font-family:'Times New Roman'; font-size:12pt">) y el activo de los contratos, no reunían los requisitos para ser considerados un instrumento financiero derivado. Por lo tanto, los ingresos relacionados con este tipo de contratos se evalúan y reconocen según la NIIF 15.</span>
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<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'">Las estimaciones y juicios usados son continuamente evaluados y se basan en la experiencia histórica y otros factores, incluyendo la expectativa de ocurrencia de eventos futuros que podrían tener un impacto financiero en la entidad y se consideran razonables de acuerdo con las circunstancias.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:27.6pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-size:12pt">Arrendamientos implícitos: Los contratos de servicios de transporte de gas quedan fuera del alcance de la NIIF 16 “Arrendamientos”.</span><span style="font-family:'Times New Roman'; font-size:12pt; -aw-import:spaces">  </span><span style="font-family:'Times New Roman'; font-size:12pt">La Administración realizó un análisis de conformidad con la NIIF 16 para determinar si los contratos de transporte son o contienen un arrendamiento. La conclusión de dicho análisis fue que dichos contratos no contenían </span><span style="font-family:'Times New Roman'; font-size:12pt">un arrendamiento y, por lo tanto, los ingresos relacionados con dichos contratos deben evaluarse y reconocerse de conformidad con la NIIF 15.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Instrumentos financieros derivados</span>
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<span style="font-family:'Times New Roman'">El valor razonable de los instrumentos financieros que no son negociados en un mercado activo se determina usando técnicas de valuación. El Grupo aplica el juicio para seleccionar una variedad de métodos y realiza supuestos que se basan en las condiciones de mercado existentes a la fecha de cada periodo de reporte. Para obtener más detalles sobre los supuestos claves utilizados y el impacto de los cambios en estos supuestos</span>
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<span style="font-family:'Times New Roman'">La dirección considera que los juicios y estimaciones aplicados en estas áreas son adecuados y coherentes con las NIIF. Para más detalles, véase la nota 6 de nuestros Estados Financieros Consolidados y Combinados Dictaminados.</span>
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<span style="font-family:'Times New Roman'">Esta sección presenta un resumen ejecutivo de los resultados operativos y financieros más relevantes del ejercicio 2025.</span>
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<span style="font-family:'Times New Roman'">Es importante destacar que este resumen es de carácter selectivo y no contiene toda la información que pudiera ser relevante para la toma de decisiones de inversión. Para una comprensión integral de la situación financiera, el desempeño operativo y los riesgos asociados a nuestro negocio, este reporte debe leerse en su totalidad, prestando especial atención a la sección de 'Factores de Riesgo' y a las Notas a los Estados Financieros Consolidados. </span>
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<span style="font-family:'Times New Roman'">El ejercicio 2025 marcó un hito transformacional para ESENTIA. La exitosa culminación de nuestra Oferta Pública Inicial durante el cuarto trimestre no solo fortaleció nuestra estructura de capital con la entrada de inversionistas institucionales, Afores y fondos internacionales, sino que validó la solidez de nuestro modelo de negocio y nuestra visión estratégica en el sector energético mexicano.</span>
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<span style="font-family:'Times New Roman'">A nivel operativo, mantuvimos la excelencia que nos define: una disponibilidad del 100% en nuestro sistema de transporte, con un balance impecable de cero incidentes ambientales y de seguridad. Esta disciplina operativa fue el motor para alcanzar la UAFIDA Ajustada más alta en la historia de la Compañía.</span>
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<span style="font-family:'Times New Roman'">En relación con la Oferta Pública de Inicial y con el objetivo de consolidar la estructura operativa de la Emisora previo a su cotización en la Bolsa Mexicana de Valores, se llevó a cabo una Reorganización Integral dividida en dos fases fundamentales (</span><span style="font-family:'Times New Roman'">Downstream</span><span style="font-family:'Times New Roman'"> y </span><span style="font-family:'Times New Roman'">Upstream</span><span style="font-family:'Times New Roman'">), la cual permitió la integración de activos y la posterior captación de recursos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Reorganización Corporativa</span>
</p>
<p style="margin-top:0pt; margin-left:72pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">La Reorganización tuvo como fin transferir la propiedad de todos los activos operativos y subsidiarias, anteriormente controlados por Esentia Energy </span><span style="font-family:'Times New Roman'">Systems</span><span style="font-family:'Times New Roman'"> (EES), directamente a la Emisora.</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:27.6pt; margin-bottom:8pt; text-align:justify; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-size:12pt">Fase </span><span style="font-family:'Times New Roman'; font-size:12pt">Downstream</span><span style="font-family:'Times New Roman'; font-size:12pt"> (Consolidación de Activos): Se ejecutó mediante una serie de seis operaciones clave entre mayo y agosto de 2025. Estas incluyeron la adquisición del control total de SLM, diversas capitalizaciones de pasivos y aportaciones en especie (derechos fideicomisarios y acciones de subsidiarias como Esentia New </span><span style="font-family:'Times New Roman'; font-size:12pt">Projects</span><span style="font-family:'Times New Roman'; font-size:12pt">, Esentia </span><span style="font-family:'Times New Roman'; font-size:12pt">Commercialization</span><span style="font-family:'Times New Roman'; font-size:12pt">, y Esentia </span><span style="font-family:'Times New Roman'; font-size:12pt">Power</span><span style="font-family:'Times New Roman'; font-size:12pt">, entre otras). Como resultado, la Emisora se convirtió en la tenedora directa del 99.99% de las entidades operativas del grupo.</span>
</li>
<li style="margin-left:27.6pt; margin-bottom:8pt; text-align:justify; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-size:12pt">Fase </span><span style="font-family:'Times New Roman'; font-size:12pt">Upstream</span><span style="font-family:'Times New Roman'; font-size:12pt"> (Estructura de Control): Simultáneamente al registro en la BMV, se realizó la transferencia de participaciones hacia los socios minoritarios y vehículos administrados por </span><span style="font-family:'Times New Roman'; font-size:12pt">Partners</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Group</span><span style="font-family:'Times New Roman'; font-size:12pt"> (PG </span><span style="font-family:'Times New Roman'; font-size:12pt">Aztec</span><span style="font-family:'Times New Roman'; font-size:12pt">, Pujol y Zermat), asegurando que, aunque la base de accionistas se diversificó, no existiera un cambio de control en la conducción del negocio.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Levantamiento de Recursos y Destino de los Fondos</span>
</p>
<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Como consecuencia directa de la estabilidad operativa lograda tras la reestructura, la Emisora llevó a cabo una Oferta Primaria que resultó en la suscripción de 186,000,000 de acciones, generando recursos netos por un monto de $7,957,918,324.00 M.N.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">La aplicación de estos recursos se ha definido bajo la siguiente estrategia financiera:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:27.6pt; margin-bottom:8pt; text-align:justify; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-size:12pt">Crecimiento y Operación (40%): Aproximadamente $3,183.1 millones de pesos destinados a gastos de capital (CAPEX) y fines corporativos generales para impulsar iniciativas de crecimiento.</span>
</li>
<li style="margin-left:27.6pt; margin-bottom:8pt; text-align:justify; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'; font-size:12pt">Optimización del Balance (60%): Un monto estimado de $4,774.7 millones de pesos orientado al repago parcial de pasivos financieros, específicamente aquellos detallados en la sección de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">"Informe de Créditos Relevantes"</span><span style="font-family:'Times New Roman'; font-size:12pt"> del Prospecto, lo cual fortalece la estructura de capital de la sociedad tras la reestructura.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Cabe señalar que la Oferta Secundaria (venta de 38,000,000 de acciones por parte de EES como Accionista Vendedor) generó recursos por $1,710,000,000.00 M.N., los cuales, por su naturaleza, no ingresaron a la tesorería de la Emisora, siendo distribuidos conforme a los acuerdos de la Reorganización </span><span style="font-family:'Times New Roman'">Upstream</span><span style="font-family:'Times New Roman'"> descrita anteriormente.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Al 31 de diciembre los recursos financieros provenientes de la colocación pública (IPO) se encuentran administrados a través de portafolios de inversión diversificados, distribuidos entre distintas instituciones financieras. Cada portafolio responde a un perfil de riesgo específico y a las condiciones de mercado, con el objetivo de optimizar la relación riesgo–rendimiento. Esta estrategia permite maximizar el retorno esperado de los recursos, manteniendo al mismo tiempo un adecuado control sobre la exposición y la liquidez</span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Desempeño Financiero Consolidado</span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Durante 2025, ESENTIA demostró una notable capacidad de generación de valor, caracterizada por un crecimiento sostenido y un </span><span style="font-family:'Times New Roman'">desapalancamiento</span><span style="font-family:'Times New Roman'"> acelerado:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:28.52pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'">Crecimiento en Ingresos: Los Ingresos Ajustados ascendieron a EUA $434.6 millones, un incremento del 7.8% respecto al año anterior. Este resultado se atribuye principalmente al crecimiento de las ventas de capacidad y la integración del 100% de las operaciones de la Estación de Compresión Soto la Marina (“SLM”) a partir del segundo trimestre del año.</span>
</li>
<li style="margin-left:28.52pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'">Rentabilidad Operativa: La UAFIDA Ajustada alcanzó los EUA $333.4 millones (+7.1% vs. 2024), manteniendo un margen sólido del 77%, reflejando una alta eficiencia en la ejecución.</span>
</li>
<li style="margin-left:28.52pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'">Utilidad Neta: Se registró un crecimiento excepcional del 302.6% vs. 2024 cerrando el año en EUA $78.2 millones.</span>
</li>
<li style="margin-left:28.52pt; text-align:justify; line-height:115%; padding-left:7.48pt; font-family:serif; font-size:12pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:'Times New Roman'">Fortaleza en el Balance: Derivado de la estrategia de optimización de capital, la Deuda Neta se redujo en un 26%. El indicador de apalancamiento Deuda Neta/UAFIDA Ajustada mejoró significativamente, pasando de 5.9x en 2024 a 4.1x al cierre de 2025.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; padding-left:7pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; padding-left:7pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; -aw-import:spaces"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="width:72.06%; margin-left:84.68pt; border:0.75pt solid #000000; border-collapse:collapse">
<tr style="height:22.5pt">
<td style="width:55.36%; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:0pt; text-indent:-49.65pt; text-align:justify; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">(Miles de </span><span style="font-family:'Times New Roman'; font-weight:bold">dólares</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-weight:bold">estadounidenses</span><span style="font-family:'Times New Roman'; font-weight:bold">)</span>
</p>
</td>
<td colspan="3" style="border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:0pt; text-indent:-49.65pt; text-align:center; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Al 31 de </span><span style="font-family:'Times New Roman'; font-weight:bold">diciembre</span><span style="font-family:'Times New Roman'; font-weight:bold"> del</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:55.36%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Estado de </span><span style="font-family:'Times New Roman'; font-weight:bold">resultados</span>
</p>
</td>
<td style="width:16.06%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:center; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">2025</span>
</p>
</td>
<td style="width:15.98%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:center; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">2024</span>
</p>
</td>
<td style="width:12.6%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:center; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:55.36%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">Ingresos por contratos con clientes</span>
</p>
</td>
<td style="width:16.06%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">429,389</span>
</p>
</td>
<td style="width:15.98%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">381,554</span>
</p>
</td>
<td style="width:12.6%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">517,106</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:55.36%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">Costo de ventas y prestación de servicios</span>
</p>
</td>
<td style="width:16.06%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(175,222)</span>
</p>
</td>
<td style="width:15.98%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(145,014)</span>
</p>
</td>
<td style="width:12.6%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(288,339)</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:55.36%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">Utilidad</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">bruta</span>
</p>
</td>
<td style="width:16.06%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">254,167</span>
</p>
</td>
<td style="width:15.98%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">236,540</span>
</p>
</td>
<td style="width:12.6%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">228,767</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:55.36%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">Gastos</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">administración</span>
</p>
</td>
<td style="width:16.06%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(49,107)</span>
</p>
</td>
<td style="width:15.98%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(31,943)</span>
</p>
</td>
<td style="width:12.6%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(35,026)</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:55.36%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">Otros</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">gastos</span><span style="font-family:'Times New Roman'">, </span><span style="font-family:'Times New Roman'">neto</span>
</p>
</td>
<td style="width:16.06%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(3,165)</span>
</p>
</td>
<td style="width:15.98%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(9,186)</span>
</p>
</td>
<td style="width:12.6%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(3,021)</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:55.36%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">Utilidad</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">operación</span>
</p>
</td>
<td style="width:16.06%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">201,895</span>
</p>
</td>
<td style="width:15.98%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">195,411</span>
</p>
</td>
<td style="width:12.6%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">190,720</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:55.36%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">Resultado integral de financiamiento, neto</span>
</p>
</td>
<td style="width:16.06%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(140,536)</span>
</p>
</td>
<td style="width:15.98%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(165,182)</span>
</p>
</td>
<td style="width:12.6%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(102,802)</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:55.36%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">Participación en resultados de asociadas</span>
</p>
</td>
<td style="width:16.06%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">41,528</span>
</p>
</td>
<td style="width:15.98%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">40,265</span>
</p>
</td>
<td style="width:12.6%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">44,879</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:55.36%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">Utilidad</span><span style="font-family:'Times New Roman'"> antes de </span><span style="font-family:'Times New Roman'">impuestos</span>
</p>
</td>
<td style="width:16.06%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">102,887</span>
</p>
</td>
<td style="width:15.98%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">70,494</span>
</p>
</td>
<td style="width:12.6%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">132,797</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:55.36%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">Impuesto</span><span style="font-family:'Times New Roman'"> a la </span><span style="font-family:'Times New Roman'">utilidad</span>
</p>
</td>
<td style="width:16.06%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(24,670)</span>
</p>
</td>
<td style="width:15.98%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(51,067)</span>
</p>
</td>
<td style="width:12.6%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">(38,312)</span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<td style="width:55.36%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">Utilidad</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">neta</span><span style="font-family:'Times New Roman'"> del </span><span style="font-family:'Times New Roman'">año</span>
</p>
</td>
<td style="width:16.06%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">78,217</span>
</p>
</td>
<td style="width:15.98%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">19,427</span>
</p>
</td>
<td style="width:12.6%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-left:49.65pt; margin-bottom:8pt; text-indent:-49.65pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'">94,485</span>
</p>
</td>
</tr>
</table>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:center; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Balance General</span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<table cellspacing="0" cellpadding="0" style="width:73.34%; margin-left:84.68pt; border:0.75pt solid #000000; border-collapse:collapse">
<tr style="height:22.5pt">
<td style="width:54.4%; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">(Miles de </span><span style="font-family:'Times New Roman'; font-weight:bold">dólares</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-weight:bold">estadounidenses</span><span style="font-family:'Times New Roman'; font-weight:bold">)</span>
</p>
</td>
<td colspan="3" style="border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Al 31 de </span><span style="font-family:'Times New Roman'; font-weight:bold">diciembre</span><span style="font-family:'Times New Roman'; font-weight:bold"> del</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:54.4%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-bottom:8pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Balance general</span>
</p>
</td>
<td style="width:15.76%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:middle">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">2025</span>
</p>
</td>
<td style="width:15.8%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">2024</span>
</p>
</td>
<td style="width:14.04%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:54.4%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">Activo</span><span style="font-family:'Times New Roman'; color:#27251e"> </span><span style="font-family:'Times New Roman'; color:#27251e">circulante</span>
</p>
</td>
<td style="width:15.76%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">1,110,154</span>
</p>
</td>
<td style="width:15.8%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">575,078</span>
</p>
</td>
<td style="width:14.04%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">573,416</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:54.4%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">Activo</span><span style="font-family:'Times New Roman'; color:#27251e"> no </span><span style="font-family:'Times New Roman'; color:#27251e">circulante</span>
</p>
</td>
<td style="width:15.76%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">2,585,210</span>
</p>
</td>
<td style="width:15.8%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">2,776,776</span>
</p>
</td>
<td style="width:14.04%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">2,766,972</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:54.4%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">Total de </span><span style="font-family:'Times New Roman'; color:#27251e">activos</span>
</p>
</td>
<td style="width:15.76%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">3,695,364</span>
</p>
</td>
<td style="width:15.8%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">3,351,854</span>
</p>
</td>
<td style="width:14.04%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">3,340,388</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:54.4%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">Pasivo</span><span style="font-family:'Times New Roman'; color:#27251e"> </span><span style="font-family:'Times New Roman'; color:#27251e">circulante</span>
</p>
</td>
<td style="width:15.76%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">852,930</span>
</p>
</td>
<td style="width:15.8%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">863,060</span>
</p>
</td>
<td style="width:14.04%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">889,189</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:54.4%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">Pasivo</span><span style="font-family:'Times New Roman'; color:#27251e"> no </span><span style="font-family:'Times New Roman'; color:#27251e">circulante</span>
</p>
</td>
<td style="width:15.76%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">1,558,920</span>
</p>
</td>
<td style="width:15.8%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">1,760,760</span>
</p>
</td>
<td style="width:14.04%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">1,842,946</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:54.4%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">Total </span><span style="font-family:'Times New Roman'; color:#27251e">pasivo</span>
</p>
</td>
<td style="width:15.76%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">2,411,850</span>
</p>
</td>
<td style="width:15.8%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">2,623,820</span>
</p>
</td>
<td style="width:14.04%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">2,732,135</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:54.4%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">Capital </span><span style="font-family:'Times New Roman'; color:#27251e">contable</span>
</p>
</td>
<td style="width:15.76%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">1,283,514</span>
</p>
</td>
<td style="width:15.8%; border-style:solid; border-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">728,034</span>
</p>
</td>
<td style="width:14.04%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">608,253</span>
</p>
</td>
</tr>
<tr style="height:0.75pt">
<td style="width:54.4%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">Total</span><span style="font-family:'Times New Roman'; color:#27251e"> pasivo y capital contable</span>
</p>
</td>
<td style="width:15.76%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">3,695,364</span>
</p>
</td>
<td style="width:15.8%; border-top-style:solid; border-top-width:0.75pt; border-right-style:solid; border-right-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">3,351,854</span>
</p>
</td>
<td style="width:14.04%; border-top-style:solid; border-top-width:0.75pt; border-left-style:solid; border-left-width:0.75pt; padding:0.03pt 5.03pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:8pt; text-align:right; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; color:#27251e">3,340,388</span>
</p>
</td>
</tr>
</table>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">La siguiente tabla muestra para los periodos indicados, el precio de cierre, máximo y mínimo de las cotizaciones del mercado, así como el volumen en número de títulos y en monto.</span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">(Cifras de precios e importe operado en pesos (</span><span style="font-family:'Times New Roman'">Ps</span><span style="font-family:'Times New Roman'">.) y de volumen en número de acciones)</span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:center; line-height:115%; font-size:10pt">
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</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Fuente: </span><span style="font-family:'Times New Roman'">Infosel</span><span style="font-family:'Times New Roman'"> Financiero</span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; text-align:justify; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Estructura Corporativa</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Esentia Energy </span><span style="font-family:'Times New Roman'">Systems</span><span style="font-family:'Times New Roman'">, anteriormente la empresa tenedora de todo nuestro negocio, llevó a cabo ciertos actos corporativos que resultaron en que la propiedad de todos nuestros activos operativos y subsidiarias, previamente propiedad, directa o indirectamente, de Esentia Energy </span><span style="font-family:'Times New Roman'">Systems</span><span style="font-family:'Times New Roman'"> se transfirieron a Esentia Energy </span><span style="font-family:'Times New Roman'">Development</span><span style="font-family:'Times New Roman'">. Como resultado de estos actos, Esentia Energy </span><span style="font-family:'Times New Roman'">Development</span><span style="font-family:'Times New Roman'"> es ahora la propietaria directa o indirecta de todos los activos operativos y filiales del negocio. Ver la sección " Estructura corporativa".</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold">Información de la Compañía</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'">Nuestras oficinas corporativas se encuentran ubicadas en Boulevard Adolfo Ruíz Cortines 3433, San Jerónimo Lídice CP 10200, Ciudad de México, México y nuestro número telefónico es +52 55 5148-6700. Nos constituimos conforme a las leyes de México el 28 de enero de 2019. Nuestro folio mercantil en el Registro Público de la Propiedad y de Comercio de la Ciudad de México, es el número N-2019018613 y nuestro registro federal de contribuyentes es FOP1901288N2.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:115%; font-size:12pt">
<a name="_Toc411944867" href="#" target="_blank" ><span style="font-family:'Times New Roman'; text-decoration:underline; color:#0000ee">Nuestra página de Internet es </span></a><a href="http://www.esentiaenergy.com" target="_blank" style="text-decoration:none"><span style="font-family:'Times New Roman'; text-decoration:underline; color:#0000ff">www.esentiaenergy.com</span></a><span style="font-family:'Times New Roman'">. La información incluida en nuestra página de Internet o aquella que pueda ser </span><span style="font-family:'Times New Roman'">accesada</span><span style="font-family:'Times New Roman'"> por medio de nuestra página de Internet no forma parte de este Reporte Anual y no se incorpora al presente por referencia ni deberá ser considerada para realizar decisiones de inversión en nuestras Acciones.</span><span style="-aw-bookmark-end:_Toc411944867"></span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:115%; font-size:12pt">
<span style="width:36pt; display:inline-block"> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Los Estados Financieros Consolidados y Combinados Dictaminados han sido dictaminados por </span><span style="font-family:'Times New Roman'">PriceWaterhouseCoopers</span><span style="font-family:'Times New Roman'">, S.C. según se establece en su informe</span><span style="font-family:'Times New Roman'; font-style:italic">.</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">Por los</span><span style="font-family:'Times New Roman'"> ejercicios</span><span style="font-family:'Times New Roman'"> terminados al 31 de diciembre del 2025, 2024 y 2023</span><span style="font-family:'Times New Roman'">, el auditor independiente no ha emitido una opinión modificada o no favorable, opinión desfavorable o denegación de opinión acerca de los estados financieros de la Emisora.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Los auditores fueron designados por decisión de nuestro Consejo de Administración con base en su experiencia y calidad de servicio. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">La Emisora no ha realizado cambios en sus auditores externos durante los últimos 3 ejercicios.</span><span style="font-family:'Times New Roman'; -aw-import:spaces">  </span><span style="font-family:'Times New Roman'">Los auditores externos de la Emisora no le han prestado servicios diferentes a los de auditoría.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Los honorarios correspondientes a la auditoría de estados financieros de la Compañía por el año terminado el 31 de diciembre de 2025 ascendieron a</span><span style="font-family:'Times New Roman'"> EUA$83</span><span style="font-family:'Times New Roman'">8 miles</span><span style="font-family:'Times New Roman'">.</span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; font-size:12pt">
<span style="font-family:'Times New Roman'">Según se muestra en los Estados Financieros Combinados Consolidados Dictaminados, todos los ingresos de la Emisora provenientes de terceros tienen su fuente en México, por lo que no es necesario revelar información por zona geográfica. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:150%; font-size:12pt">
<span style="font-family:'Times New Roman'">La información por segmentos es reportada con base en la información utilizada por la máxima autoridad en la toma de decisiones de operación (</span><span style="font-family:'Times New Roman'; font-style:italic">CODM</span><span style="font-family:'Times New Roman'">, por sus siglas en inglés) para la toma de decisiones estratégicas y operativas. Un segmento operativo se define como un componente de una entidad sobre el cual se tiene información financiera separada que es evaluada regularmente.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:150%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; font-size:12pt">
<span style="font-family:'Times New Roman'">Los ingresos que reporta la Emisora representan los ingresos generados por clientes externos. La Emisora identifica y reporta el segmento de negocio de transporte y venta de gas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">
<br>
</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;"><span style="font-family:'Times New Roman'">Favor de referirse al siguiente texto además de a la sección “Comentarios y Análisis de la Administración Sobre los Resultados de Operación y Situación Financiera”.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Resumen</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Históricamente, hemos generado y esperamos seguir generando un flujo de caja positivo de las operaciones. Nuestras principales necesidades de capital se destinan al capital circulante, los gastos de capital relacionados con el mantenimiento, las expansiones y las adquisiciones, y el servicio de la deuda. Nuestra capacidad para financiar nuestras necesidades de capital depende de nuestra capacidad continua para generar efectivo de las operaciones, de las condiciones de nuestros contratos de financiamiento, incluidas nuestras líneas de crédito, y de nuestro acceso a los mercados de capitales. En relación con la gestión de nuestras necesidades de capital, también podemos tratar de sustituir nuestros contratos de financiamiento existentes, aunque no hay garantía de que podamos llevar a cabo dichas actividades, ni de cuándo lo haremos, ni de las condiciones en las que se podrá obtener nuevo financiamiento, si es que se obtiene. Creemos que nuestro efectivo futuro procedente de las operaciones, junto con nuestro acceso al financiamiento y a los mercados de capital y de deuda, nos proporcionará los recursos adecuados para financiar nuestras actividades operativas, nuestros gastos de capital, nuestras adquisiciones y nuestras actividades de desarrollo de nuevos negocios. En este sentido, analizamos periódicamente los mercados bancarios y de capitales extranjeros y locales para identificar los recursos adecuados para financiar y refinanciar nuestras operaciones.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Una parte sustancial de la capacidad de los activos de nuestro negocio está sujeta a contratos a largo plazo de compra sin derecho a rescisión (</span><span style="font-family:'Times New Roman'; font-style:italic">take-or-pay</span><span style="font-family:'Times New Roman'">), principalmente con CFE y otras contrapartes solventes, que nos proporcionan un flujo de caja estable y predecible respaldado por contrapartes de alta solvencia. Nuestro perfil de liquidez también se beneficia de la estructura de nuestros contratos de financiamiento de proyectos, que exigen mantener saldos de efectivo restringidos en cuentas de reserva para el servicio de la deuda; aunque estos saldos no están disponibles para fines corporativos generales, garantizan la cobertura oportuna de los pagos programados de principal e intereses y refuerzan la resiliencia de nuestra estructura de capital.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Los flujos de efectivo de las operaciones representan principalmente entradas procedentes de los ingresos de los contratos con los clientes y salidas por el costo de las ventas y por la prestación de bienes y servicios, así como los gastos por intereses y otros gastos. Los flujos de efectivo utilizados en actividades de inversión representan nuestras inversiones en propiedades, plantas y equipo necesarios para nuestro crecimiento, expansión y mantenimiento, así como nuestras actividades de adquisición, parcialmente compensadas por entradas de efectivo procedentes de distribuciones de ganancias de empresas conjuntas. Los flujos de efectivo utilizados en actividades de financiamiento se refieren principalmente al reembolso de deuda con efectivo procedente de </span><span style="font-family:'Times New Roman'">operaciones o transacciones de refinanciamiento, y al pago de intereses, parcialmente compensados por entradas de efectivo procedentes de financiamientos de deuda a largo plazo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Esperamos que nuestros flujos de efectivo de las operaciones, así como nuestra capacidad para obtener créditos en el futuro y acceder a los mercados de deuda y de capital, sean suficientes para financiar nuestras necesidades de liquidez en el futuro previsible. También estamos sujetos a determinados requisitos de capital impuestos por organismos gubernamentales sobre nuestros negocios de gasoductos y distribución de gas natural regulados, que esperamos seguir cumpliendo con nuestra situación financiera actual.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Liquidez</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Somos una sociedad controladora</span><span style="font-family:'Times New Roman'; font-style:italic">.</span><span style="font-family:'Times New Roman'"> Por lo tanto, nuestra capacidad para cumplir con nuestras obligaciones depende principalmente de las ganancias y los flujos de efectivo de nuestras subsidiarias, nuestras inversiones en empresas conjuntas y la capacidad de dichas subsidiarias o empresas conjuntas para pagarnos dividendos u otros montos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse">
<tbody>
<tr style="height:10.5pt">
<td style="width:239.25pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 239.25pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-style:italic">Fuentes y usos de efectivo</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span><span style="font-family:'Times New Roman'; -aw-import:spaces"> </span>
</p>
</td>
<td style="width:50.25pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50.25pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:55.5pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 55.5pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:51.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 51.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:10.5pt">
<td style="width:239.25pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 239.25pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">(en miles de dólares estadounidenses) </span>
</p>
</td>
<td style="width:50.25pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle; background-color:#ffffff" data-preserved-style="width: 50.25pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle; background-color: rgb(255, 255, 255);">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">2025</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:55.5pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle; background-color:#ffffff" data-preserved-style="width: 55.5pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle; background-color: rgb(255, 255, 255);">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">2024</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:51.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle; background-color:#ffffff" data-preserved-style="width: 51.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle; background-color: rgb(255, 255, 255);">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">2023</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
</tr>
<tr style="height:17.25pt">
<td style="width:239.25pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 239.25pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Flujos netos de efectivo obtenidos en actividades de operación </span>
</p>
</td>
<td style="width:50.25pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50.25pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">188,866 </span>
</p>
</td>
<td style="width:55.5pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 55.5pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">124,466 </span>
</p>
</td>
<td style="width:51.75pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 51.75pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">75,879 </span>
</p>
</td>
</tr>
<tr style="height:21.75pt">
<td style="width:239.25pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 239.25pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Flujos netos de efectivo obtenidos (utilizados) en actividades de inversión</span><span style="font-family:'Times New Roman'; -aw-import:spaces">  </span>
</p>
</td>
<td style="width:50.25pt; border-top-style:solid; border-top-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.25pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50.25pt; border-top-style: solid; border-top-width: 1pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.25pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">44,859 </span>
</p>
</td>
<td style="width:55.5pt; border-top-style:solid; border-top-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.25pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 55.5pt; border-top-style: solid; border-top-width: 1pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.25pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">22,134 </span>
</p>
</td>
<td style="width:51.75pt; border-top-style:solid; border-top-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.25pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 51.75pt; border-top-style: solid; border-top-width: 1pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.25pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(225,263) </span>
</p>
</td>
</tr>
<tr style="height:21.75pt">
<td style="width:239.25pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 239.25pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Flujos netos de efectivo obtenidos (utilizados) en actividades de financiamiento</span><span style="font-family:'Times New Roman'; -aw-import:spaces">  </span>
</p>
</td>
<td style="width:50.25pt; border-top-style:solid; border-top-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.25pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50.25pt; border-top-style: solid; border-top-width: 1pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.25pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">240,436 </span>
</p>
</td>
<td style="width:55.5pt; border-top-style:solid; border-top-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.25pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 55.5pt; border-top-style: solid; border-top-width: 1pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.25pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(179,678) </span>
</p>
</td>
<td style="width:51.75pt; border-top-style:solid; border-top-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.25pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 51.75pt; border-top-style: solid; border-top-width: 1pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.25pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">211,621 </span>
</p>
</td>
</tr>
<tr style="height:12.75pt">
<td style="width:239.25pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 239.25pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Efectivo al principio del año</span><span style="font-family:'Times New Roman'; -aw-import:spaces">  </span>
</p>
</td>
<td style="width:50.25pt; border-top-style:solid; border-top-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.25pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50.25pt; border-top-style: solid; border-top-width: 1pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.25pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">105,529 </span>
</p>
</td>
<td style="width:55.5pt; border-top-style:solid; border-top-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.25pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 55.5pt; border-top-style: solid; border-top-width: 1pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.25pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">148,186 </span>
</p>
</td>
<td style="width:51.75pt; border-top-style:solid; border-top-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.25pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 51.75pt; border-top-style: solid; border-top-width: 1pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.25pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">84,317 </span>
</p>
</td>
</tr>
<tr style="height:12.75pt">
<td style="width:239.25pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 239.25pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Efectivo al final del año</span><span style="font-family:'Times New Roman'; -aw-import:spaces">  </span>
</p>
</td>
<td style="width:50.25pt; border-top-style:solid; border-top-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.25pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50.25pt; border-top-style: solid; border-top-width: 1pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.25pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">580,056 </span>
</p>
</td>
<td style="width:55.5pt; border-top-style:solid; border-top-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.25pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 55.5pt; border-top-style: solid; border-top-width: 1pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.25pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">105,529 </span>
</p>
</td>
<td style="width:51.75pt; border-top-style:solid; border-top-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-top:0.25pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 51.75pt; border-top-style: solid; border-top-width: 1pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-top: 0.25pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">148,186</span>
</p>
</td>
</tr>
</tbody>
</table>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Actividades</span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> de </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">operación</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">En 2025, el efectivo neto proveniente de actividades de operación ascendió a EUA$1</span><span style="font-family:'Times New Roman'">88.8</span><span style="font-family:'Times New Roman'"> millones, en comparación con los EUA $124.5 millones registrados en 2024. </span><span style="font-family:'Times New Roman'">La variación obedeció principalmente a un mejor desempeño operativo y a variaciones en el capital de trabajo, compensadas en parte por un menor pago de impuestos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Actividades de inversión</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Dentro de las actividades de inversión del Estado de Flujo de Efectivo, se consideran los dividendos recibidos de las inversiones en </span><span style="font-family:'Times New Roman'; font-style:italic">joint</span><span style="font-family:'Times New Roman'; font-style:italic"> ventures</span><span style="font-family:'Times New Roman'">, así como las deudas con partes relacionadas y adquisiciones de inversiones y subsidiarias.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">En 2025, el efectivo neto procedente de actividades de inversión ascendió a EUA $44.</span><span style="font-family:'Times New Roman'">9</span><span style="font-family:'Times New Roman'"> millones, en comparación con EUA $22.1 millones en 2024. El incremento se debió principalmente al cobro de la liquidación de préstamos con partes relacionadas por EUA $20.0 millones, así como a los impuestos cobrados asociados a dichos préstamos, y a un menor efectivo ejercido en adquisiciones de propiedades y equipo durante 2025. Lo anterior fue parcialmente compensado por una disminución de EUA $5.0 millones en el flujo relacionado con la adquisición de SLM, neto del efectivo recibido en la adquisición.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Actividades de Financiamiento</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Al cierre de 2025, el flujo neto de efectivo proveniente de actividades de financiamiento alcanzó los EUA $240.4 millones, lo que representa un incremento EUA $420 millones en comparación con 2024. Esta variación positiva se explica primordialmente por el incremento de EUA $436.8 millones en recursos netos obtenidos por la colocación de capital, así como por un descenso en los intereses pagados de 2025 a 2024.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<br>  
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic; "> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse: collapse; width: 95.2886%;">
<tbody>
<tr style="height:11.25pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td colspan="3" style="width:148.7pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 148.7pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Al 31 de </span><span style="font-family:'Times New Roman'; font-weight:bold">diciembre</span><span style="font-family:'Times New Roman'; font-weight:bold"> de </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td colspan="5" style="width:141.6pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 141.6pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Variaciones</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:17.25pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-style:italic">(Cifras en miles de dólares estadounidenses) </span>
</p>
</td>
<td style="width:46.85pt; border-top-style:solid; border-top-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 46.85pt; border-top-style: solid; border-top-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">2025</span>
</p>
</td>
<td style="width:48.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 48.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">2024</span>
</p>
</td>
<td style="width:50pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 50pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">2023</span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td colspan="2" style="width:67.3pt; border-top-style:solid; border-top-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 67.3pt; border-top-style: solid; border-top-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">2025 </span><span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">frente</span><span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline"> a 2024 </span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td colspan="2" style="width:66.2pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 66.2pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">2024 </span><span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">frente</span><span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline"> a 2023</span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Activo</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
</td>
<td style="width:46.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:48.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:50pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">ACTIVOS CIRCULANTES:</span>
</p>
</td>
<td style="width:46.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:48.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:50pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Efectivo</span>
</p>
</td>
<td style="width:46.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">         </span><span style="font-family:'Times New Roman'">580,056 </span>
</p>
</td>
<td style="width:48.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">          </span><span style="font-family:'Times New Roman'">105,529 </span>
</p>
</td>
<td style="width:50pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">           </span><span style="font-family:'Times New Roman'">148,186 </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">474,527</span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">450%</span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(42,657)</span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(</span><span style="font-family:'Times New Roman'">29%</span><span style="font-family:'Times New Roman'">)</span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Otros</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">activos</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">circulantes</span>
</p>
</td>
<td style="width:46.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">         </span><span style="font-family:'Times New Roman'">530,098 </span>
</p>
</td>
<td style="width:48.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">          </span><span style="font-family:'Times New Roman'">469,549 </span>
</p>
</td>
<td style="width:50pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">           </span><span style="font-family:'Times New Roman'">425,230 </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">60,549</span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">13%</span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">44,319</span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">10%</span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">ACTIVOS NO CIRCULANTES:</span>
</p>
</td>
<td style="width:46.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:48.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:50pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Propiedades</span><span style="font-family:'Times New Roman'"> y </span><span style="font-family:'Times New Roman'">equipo</span><span style="font-family:'Times New Roman'"> - Neto</span>
</p>
</td>
<td style="width:46.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">      </span><span style="font-family:'Times New Roman'">2,054,034 </span>
</p>
</td>
<td style="width:48.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">       </span><span style="font-family:'Times New Roman'">2,048,354 </span>
</p>
</td>
<td style="width:50pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">        </span><span style="font-family:'Times New Roman'">2,097,584 </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">5,680</span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">0%</span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(49,230)</span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(</span><span style="font-family:'Times New Roman'">2%</span><span style="font-family:'Times New Roman'">)</span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Otros</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">activos</span><span style="font-family:'Times New Roman'"> no </span><span style="font-family:'Times New Roman'">circulantes</span>
</p>
</td>
<td style="width:46.85pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">         </span><span style="font-family:'Times New Roman'">531,176 </span>
</p>
</td>
<td style="width:48.85pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">          </span><span style="font-family:'Times New Roman'">728,422 </span>
</p>
</td>
<td style="width:50pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">           </span><span style="font-family:'Times New Roman'">669,388 </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(197,246)</span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(</span><span style="font-family:'Times New Roman'">27%</span><span style="font-family:'Times New Roman'">)</span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">59,034</span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">9%</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Total de </span><span style="font-family:'Times New Roman'; font-weight:bold">activos</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
</td>
<td style="width:46.85pt; border-top-style:solid; border-top-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; border-top-style: solid; border-top-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">      </span><span style="font-family:'Times New Roman'">3,695,364 </span>
</p>
</td>
<td style="width:48.85pt; border-top-style:solid; border-top-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; border-top-style: solid; border-top-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">       </span><span style="font-family:'Times New Roman'">3,351,854 </span>
</p>
</td>
<td style="width:50pt; border-top-style:solid; border-top-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; border-top-style: solid; border-top-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">        </span><span style="font-family:'Times New Roman'">3,340,388 </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">343,510</span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">10%</span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">11,466</span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">0%</span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Pasivo</span><span style="font-family:'Times New Roman'; font-weight:bold"> y Capital </span><span style="font-family:'Times New Roman'; font-weight:bold">Contable</span>
</p>
</td>
<td style="width:46.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:48.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:50pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Deuda</span>
</p>
</td>
<td style="width:46.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">      </span><span style="font-family:'Times New Roman'">2,099,054 </span>
</p>
</td>
<td style="width:48.85pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">       </span><span style="font-family:'Times New Roman'">2,110,168 </span>
</p>
</td>
<td style="width:50pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">        </span><span style="font-family:'Times New Roman'">2,143,716 </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(11,114)</span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(</span><span style="font-family:'Times New Roman'">1%</span><span style="font-family:'Times New Roman'">)</span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(33,548)</span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(</span><span style="font-family:'Times New Roman'">2%</span><span style="font-family:'Times New Roman'">)</span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Otros</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">pasivos</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:46.85pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">         </span><span style="font-family:'Times New Roman'">312,796 </span>
</p>
</td>
<td style="width:48.85pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">          </span><span style="font-family:'Times New Roman'">513,652 </span>
</p>
</td>
<td style="width:50pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">           </span><span style="font-family:'Times New Roman'">588,419 </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(200,856)</span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(</span><span style="font-family:'Times New Roman'">39%</span><span style="font-family:'Times New Roman'">)</span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(74,767)</span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(</span><span style="font-family:'Times New Roman'">13%</span><span style="font-family:'Times New Roman'">)</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Total </span><span style="font-family:'Times New Roman'; font-weight:bold">pasivo</span>
</p>
</td>
<td style="width:46.85pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">      </span><span style="font-family:'Times New Roman'">2,411,850 </span>
</p>
</td>
<td style="width:48.85pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">       </span><span style="font-family:'Times New Roman'">2,623,820 </span>
</p>
</td>
<td style="width:50pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">        </span><span style="font-family:'Times New Roman'">2,732,135 </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(211,970)</span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(</span><span style="font-family:'Times New Roman'">8%</span><span style="font-family:'Times New Roman'">)</span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(108,315)</span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(</span><span style="font-family:'Times New Roman'">4%</span><span style="font-family:'Times New Roman'">)</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Total capital </span><span style="font-family:'Times New Roman'; font-weight:bold">contable</span>
</p>
</td>
<td style="width:46.85pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">      </span><span style="font-family:'Times New Roman'">1,283,514 </span>
</p>
</td>
<td style="width:48.85pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">          </span><span style="font-family:'Times New Roman'">728,034 </span>
</p>
</td>
<td style="width:50pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">           </span><span style="font-family:'Times New Roman'">608,253 </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">555,480</span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">76%</span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">119,781</span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">20%</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<td style="width:147.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 147.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Total </span><span style="font-family:'Times New Roman'; font-weight:bold">pasivo</span><span style="font-family:'Times New Roman'; font-weight:bold"> y capital</span>
</p>
</td>
<td style="width:46.85pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 46.85pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">      </span><span style="font-family:'Times New Roman'">3,695,364 </span>
</p>
</td>
<td style="width:48.85pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 48.85pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">       </span><span style="font-family:'Times New Roman'">3,351,854 </span>
</p>
</td>
<td style="width:50pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-top:0.38pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 50pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-top: 0.38pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; -aw-import:spaces">        </span><span style="font-family:'Times New Roman'">3,340,388 </span>
</p>
</td>
<td style="width:3.75pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 3.75pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:40.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 40.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">343,510</span>
</p>
</td>
<td style="width:24.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 24.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">10%</span>
</p>
</td>
<td style="width:5.1pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:middle" data-preserved-style="width: 5.1pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.9pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 38.9pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">11,466</span>
</p>
</td>
<td style="width:25.8pt; padding-top:0.75pt; padding-right:0.75pt; padding-left:0.75pt; vertical-align:bottom" data-preserved-style="width: 25.8pt; padding-top: 0.75pt; padding-right: 0.75pt; padding-left: 0.75pt; vertical-align: bottom;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">0%</span>
</p>
</td>
</tr>
</tbody>
</table>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Deuda</span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">existente</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<table cellspacing="0" cellpadding="0" style="width: 96.8198%; border-collapse: collapse;">
<tbody>
<tr style="height:12.65pt">
<td style="width:118.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 118.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:5.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 5.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td colspan="6" style="width:248.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 248.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; -aw-import:spaces"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Al 31 de </span><span style="font-family:'Times New Roman'; font-weight:bold">diciembre</span>
</p>
</td>
</tr>
<tr style="height:21.75pt">
<td style="width:118.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 118.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:5.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 5.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:62.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 62.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">2025</span>
</p>
</td>
<td style="width:6.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 6.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">2024</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: center; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; text-decoration:underline">2023</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="width:118.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 118.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-style:italic">(en miles de dólares estadounidenses)</span>
</p>
</td>
<td style="width:5.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 5.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td colspan="6" style="width:248.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 248.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-style:italic; "> </span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="width:118.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 118.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">A corto </span><span style="font-family:'Times New Roman'; font-weight:bold">plazo</span><span style="font-family:'Times New Roman'; font-weight:bold"> </span>
</p>
</td>
<td style="width:5.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 5.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:62.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 62.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:6.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 6.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="width:118.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 118.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Bonos </span><span style="font-family:'Times New Roman'; font-style:italic">senior</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">garantizados</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:5.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 5.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:62.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 62.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">493,805 </span>
</p>
</td>
<td style="width:6.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 6.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">488,180</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">481,216</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="width:118.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 118.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Contrato</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">crédito</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:5.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 5.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:62.95pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 62.95pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">202,897 </span>
</p>
</td>
<td style="width:6.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 6.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">207,651</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">204,137</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="width:118.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 118.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Subtotal</span>
</p>
</td>
<td style="width:5.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 5.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:62.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 62.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">696,702</span>
</p>
</td>
<td style="width:6.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 6.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">695,831</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">685,353</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="width:118.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 118.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">A largo </span><span style="font-family:'Times New Roman'; font-weight:bold">plazo</span>
</p>
</td>
<td style="width:5.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 5.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:62.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 62.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:6.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 6.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="width:118.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 118.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Bonos </span><span style="font-family:'Times New Roman'; font-style:italic">senior</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">garantizados</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:5.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 5.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:62.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 62.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">330,550 </span>
</p>
</td>
<td style="width:6.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 6.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">361,170</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">385,984</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="width:118.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 118.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Contrato</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">crédito</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:5.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 5.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:62.95pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 62.95pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,071,802 </span>
</p>
</td>
<td style="width:6.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 6.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,053,167</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,072,379</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="width:118.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 118.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Subtotal</span>
</p>
</td>
<td style="width:5.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 5.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:62.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 62.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,402,352</span>
</p>
</td>
<td style="width:6.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 6.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,414,337</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,458,363</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="width:118.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 118.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-weight:bold"> deuda</span>
</p>
</td>
<td style="width:5.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 5.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:62.95pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:double; border-bottom-width:2.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 62.95pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: double; border-bottom-width: 2.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">2,099,054</span>
</p>
</td>
<td style="width:6.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 6.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:double; border-bottom-width:2.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: double; border-bottom-width: 2.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">2,110,168</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:69.4pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:double; border-bottom-width:2.25pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 69.4pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: double; border-bottom-width: 2.25pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">2,143,716</span>
</p>
</td>
<td style="width:2.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 2.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
</tbody>
</table>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Las siguientes tablas presentan los saldos de nuestra deuda derivada de cada línea de crédito:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<table cellspacing="0" cellpadding="0" style="width: 95.5241%; border-collapse: collapse;">
<tbody>
<tr style="height:18.55pt">
<td colspan="5" style="width:113.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 113.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Al 31 de </span><span style="font-family:'Times New Roman'; font-weight:bold">diciembre</span><span style="font-family:'Times New Roman'; font-weight:bold"> 2025</span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Bonos </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">senior</span><span style="font-family:'Times New Roman'; font-weight:bold"> garantizados de Enterprises</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Contrato de crédito de El Encino</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Bonos senior garantizados de El Encino</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:43.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 43.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Contrato de crédito sindicado </span><span style="font-family:'Times New Roman'; font-weight:bold">Hub</span><span style="font-family:'Times New Roman'; font-weight:bold"> Chávez</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Contrato</span><span style="font-family:'Times New Roman'; font-weight:bold"> de </span><span style="font-family:'Times New Roman'; font-weight:bold">crédito</span><span style="font-family:'Times New Roman'; font-weight:bold"> SLM</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:39.85pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 39.85pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Total</span>
</p>
</td>
</tr>
<tr style="height:18.55pt">
<td colspan="5" style="width:113.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 113.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(en miles de dólares estadounidenses)</span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 43.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.85pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 39.85pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:18.55pt">
<td colspan="5" style="width:113.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 113.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Deuda neta al 1 de enero de 2025</span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">393,210</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">183,660</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">456,140</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,077,158</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.85pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.85pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">2,110,168</span>
</p>
</td>
</tr>
<tr style="height:18pt">
<td colspan="5" style="width:113.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 113.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Adquisición</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">46,847 </span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.85pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.85pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">46,847</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td colspan="5" style="width:113.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 113.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Intereses</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">devengados</span><span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">25,012</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">13,887</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">24,802</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">83,728</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,165</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.85pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.85pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">148,594</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td colspan="5" style="width:113.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 113.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Pagos de capital</span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(25,751)</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(10,301)</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(23,993)</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(2,892)</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.85pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.85pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(62,937)</span>
</p>
</td>
</tr>
<tr style="height:18.55pt">
<td colspan="5" style="width:113.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 113.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Pago de </span><span style="font-family:'Times New Roman'">intereses</span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(24,803)</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(13,324)</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:58.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(24,593)</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(78,465)</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(2,434)</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.85pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.85pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(143,619)</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="width:21.55pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 21.55pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Otros</span>
</p>
</td>
<td style="width:7.15pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 7.15pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:12.85pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 12.85pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 43.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:58.55pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">302</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(713)</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:58.55pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">36</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">3</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">373</span>
</p>
</td>
<td style="width:0.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.85pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.85pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1</span>
</p>
</td>
</tr>
<tr style="height:3pt">
<td colspan="5" style="width:113.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 113.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Saldo al 31 de </span><span style="font-family:'Times New Roman'">diciembre</span>
</p>
</td>
<td style="width:58.55pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">367,970</span>
</p>
</td>
<td style="width:0.3pt; border-top-style:solid; border-top-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; border-top-style: solid; border-top-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">173,209</span>
</p>
</td>
<td style="width:0.3pt; border-top-style:solid; border-top-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; border-top-style: solid; border-top-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:58.55pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 58.55pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">456,385</span>
</p>
</td>
<td style="width:0.3pt; border-top-style:solid; border-top-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; border-top-style: solid; border-top-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.35pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.35pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,058,431</span>
</p>
</td>
<td style="width:0.3pt; border-top-style:solid; border-top-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; border-top-style: solid; border-top-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.65pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.65pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">43,059</span>
</p>
</td>
<td style="width:0.3pt; border-top-style:solid; border-top-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 0.3pt; border-top-style: solid; border-top-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:39.85pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 39.85pt; border-top-style: solid; border-top-width: 0.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">2,099,054</span>
</p>
</td>
</tr>
</tbody>
</table>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<table cellspacing="0" cellpadding="0" style="width: 96.702%; border-collapse: collapse;">
<tbody>
<tr style="height:8.85pt">
<td colspan="5" style="width:145.9pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 145.9pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Al 31 de </span><span style="font-family:'Times New Roman'; font-weight:bold">diciembre</span><span style="font-family:'Times New Roman'; font-weight:bold"> de 2024</span>
</p>
</td>
<td style="width:59.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 59.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Bonos </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">senior</span><span style="font-family:'Times New Roman'; font-weight:bold"> garantizados de Enterprises</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:38.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 38.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Contrato de crédito de El Encino</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:59.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 59.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Bonos senior garantizados de El Encino</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:43.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 43.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Contrato de crédito sindicado </span><span style="font-family:'Times New Roman'; font-weight:bold">Hub</span><span style="font-family:'Times New Roman'; font-weight:bold"> Chávez</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:51.8pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 51.8pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Total</span>
</p>
</td>
</tr>
<tr style="height:8.85pt">
<td colspan="5" style="width:145.9pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 145.9pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(en miles de dólares estadounidenses)</span>
</p>
</td>
<td style="width:59.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 59.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 38.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:59.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 59.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 43.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:51.8pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 51.8pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="5" style="width:145.9pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 145.9pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Deuda neta al 1 de enero de 2024</span>
</p>
</td>
<td style="width:59.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 59.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">411,297</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">193,624</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:59.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 59.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">455,903</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,082,892</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:51.8pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 51.8pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">2,143,716</span>
</p>
</td>
</tr>
<tr style="height:8.85pt">
<td colspan="5" style="width:145.9pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 145.9pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Intereses</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">devengados</span>
</p>
</td>
<td style="width:59.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 59.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">26,282</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">15,183</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:59.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 59.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">25,170</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">94,888</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:51.8pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 51.8pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">161,523</span>
</p>
</td>
</tr>
<tr style="height:8.85pt">
<td colspan="5" style="width:145.9pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 145.9pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Pagos de capital</span>
</p>
</td>
<td style="width:59.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 59.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(18,726)</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(9,657)</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:59.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 59.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(10,513)</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:51.8pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 51.8pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(38,896)</span>
</p>
</td>
</tr>
<tr style="height:8.85pt">
<td colspan="5" style="width:145.9pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 145.9pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Pago de </span><span style="font-family:'Times New Roman'">intereses</span>
</p>
</td>
<td style="width:59.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 59.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(26,059)</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(15,504)</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:59.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 59.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(24,593)</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.5pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.5pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(90,696)</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:51.8pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 51.8pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(156,852)</span>
</p>
</td>
</tr>
<tr style="height:8.85pt">
<td style="width:44.1pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 44.1pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Otros</span>
</p>
</td>
<td style="width:10.05pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 10.05pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:6.6pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 6.6pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:55.7pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 55.7pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:59.2pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 59.2pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">416</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.75pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">14</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:59.2pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 59.2pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(340)</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.5pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.5pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">587</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:51.8pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 51.8pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">677</span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td colspan="5" style="width:145.9pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 145.9pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Saldo al 31 de </span><span style="font-family:'Times New Roman'">diciembre</span>
</p>
</td>
<td style="width:59.2pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 59.2pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">393,210</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.75pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.75pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">183,660</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:59.2pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 59.2pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">456,140</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.5pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.5pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,077,158</span>
</p>
</td>
<td style="width:1.35pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 1.35pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:51.8pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 51.8pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">2,110,168</span>
</p>
</td>
</tr>
</tbody>
</table>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<table cellspacing="0" cellpadding="0" style="width: 96.2309%; border-collapse: collapse;">
<tbody>
<tr style="height:8.85pt">
<td colspan="5" style="width:99.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 99.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Al 31 de </span><span style="font-family:'Times New Roman'; font-weight:bold">diciembre</span><span style="font-family:'Times New Roman'; font-weight:bold"> de 2023</span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Bonos </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">senior</span><span style="font-family:'Times New Roman'; font-weight:bold"> garantizados de Enterprises</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:38.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 38.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Contrato de crédito de El Encino</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Bonos </span><span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">senior</span><span style="font-family:'Times New Roman'; font-weight:bold"> garantizados de El Encino</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:43.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 43.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Línea de crédito sindicada</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Occidente</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:41.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 41.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Contrato de crédito sindicado </span><span style="font-family:'Times New Roman'; font-weight:bold">Hub</span><span style="font-family:'Times New Roman'; font-weight:bold"> Chávez</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold; "> </span>
</p>
</td>
<td style="width:56.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 56.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; font-weight:bold">Total</span>
</p>
</td>
</tr>
<tr style="height:8.85pt">
<td colspan="5" style="width:99.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 99.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(en miles de dólares estadounidenses)</span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 38.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 43.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:41.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 41.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:56.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 56.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
</tr>
<tr style="height:8.85pt">
<td colspan="5" style="width:99.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 99.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Deuda neta al 1 de enero de 2023</span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">428,983</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">200,408</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">455,681</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">717,678</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:41.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 41.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:56.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 56.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,802,750</span>
</p>
</td>
</tr>
<tr style="height:8.85pt">
<td colspan="5" style="width:99.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 99.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Intereses</span><span style="font-family:'Times New Roman'"> </span><span style="font-family:'Times New Roman'">devengados</span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">27,476</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">15,930</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">24,825</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">28,036</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:41.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 41.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">52,117</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:56.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 56.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">148,384</span>
</p>
</td>
</tr>
<tr style="height:8.85pt">
<td colspan="5" style="width:99.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 99.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Capital </span><span style="font-family:'Times New Roman'">recibido</span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:41.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 41.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,091,591</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:56.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 56.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,091,591</span>
</p>
</td>
</tr>
<tr style="height:8.85pt">
<td colspan="5" style="width:99.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 99.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Pagos de capital</span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(18,342)</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(9,449)</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(723,138)</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:41.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 41.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(8,110)</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:56.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 56.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(759,039)</span>
</p>
</td>
</tr>
<tr style="height:8.85pt">
<td colspan="5" style="width:99.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 99.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Pago de </span><span style="font-family:'Times New Roman'">intereses</span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(27,207)</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(13,102)</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:57.4pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(24,593)</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.95pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.95pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(23,353)</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:41.65pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 41.65pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(52,785)</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:56.3pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 56.3pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(141,040)</span>
</p>
</td>
</tr>
<tr style="height:8.85pt">
<td style="width:35.9pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 35.9pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Otros</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:36.7pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 36.7pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:57.4pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">387</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.65pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.65pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(163)</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:57.4pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">(10)</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.95pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.95pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">777</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:41.65pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 41.65pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">79</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:56.3pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 56.3pt; border-bottom-style: solid; border-bottom-width: 0.75pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,070</span>
</p>
</td>
</tr>
<tr style="height:13.9pt">
<td colspan="5" style="width:99.2pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle" data-preserved-style="width: 99.2pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: middle;">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 8pt;">
<span style="font-family:'Times New Roman'">Saldo al 31 de </span><span style="font-family:'Times New Roman'">diciembre</span>
</p>
</td>
<td style="width:57.4pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">411,297</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:38.65pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 38.65pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">193,624</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:57.4pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 57.4pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">455,903</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:43.95pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 43.95pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">-</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:41.65pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 41.65pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">1,082,892</span>
</p>
</td>
<td style="padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</td>
<td style="width:56.3pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3.5pt; padding-left:3.5pt; vertical-align:top" data-preserved-style="width: 56.3pt; border-bottom-style: solid; border-bottom-width: 1pt; padding-right: 3.5pt; padding-left: 3.5pt; vertical-align: top;">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: right; font-size: 8pt;">
<span style="font-family:'Times New Roman'">2,143,716</span>
</p>
</td>
</tr>
</tbody>
</table>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-style:italic">Bonos Senior Garantizados de </span><span style="font-family:'Times New Roman'; font-style:italic">Enterprises</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">El 12 de mayo de 2014, nuestra afiliada, Esentia Gas </span><span style="font-family:'Times New Roman'">Enterprises</span><span style="font-family:'Times New Roman'">, emitió los Bonos Senior Garantizados de </span><span style="font-family:'Times New Roman'">Enterprises</span><span style="font-family:'Times New Roman'">, de conformidad con el Acta de Emisión de Esentia Gas </span><span style="font-family:'Times New Roman'">Enterprises</span><span style="font-family:'Times New Roman'">. Los recursos de los Bonos Senior Garantizados de </span><span style="font-family:'Times New Roman'">Enterprises</span><span style="font-family:'Times New Roman'"> se utilizaron para refinanciar la deuda existente de Esentia Gas </span><span style="font-family:'Times New Roman'">Enterprises</span><span style="font-family:'Times New Roman'"> y pagar los </span><span style="font-family:'Times New Roman'; font-style:italic">swaps</span><span style="font-family:'Times New Roman'"> de tasas de interés contratados anteriormente. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">El Acta de Emisión de Esentia Gas </span><span style="font-family:'Times New Roman'">Enterprises</span><span style="font-family:'Times New Roman'"> contiene cláusulas que, entre otras cosas y sujeto a determinadas excepciones, limitan la capacidad de Esentia Gas </span><span style="font-family:'Times New Roman'">Enterprises</span><span style="font-family:'Times New Roman'"> y los respectivos garantes para (i) participar en cualquier negocio, transacción o acuerdo o adquirir o mantener afiliadas, (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) decretar o pagar dividendos, distribuciones o inversiones, (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) incurrir o garantizar deuda adicional, (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) incurrir en gravámenes, (v) celebrar arrendamientos con pagos anuales de EUA$10 millones o más, (vi) fusionarse, consolidarse o vender, arrendar o enajenar sus activos a otra persona, (vi) ser propietario de bienes, salvo aquellos que sean razonablemente necesarios en relación con determinados negocios o inversiones permitidas, y (</span><span style="font-family:'Times New Roman'">vii</span><span style="font-family:'Times New Roman'">) realizar transacciones con afiliadas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Los Bonos Senior Garantizados de </span><span style="font-family:'Times New Roman'">Enterprises</span><span style="font-family:'Times New Roman'"> están garantizados por: (i) un fideicomiso de garantía al que se encuentran afectas las partes sociales de las garantes subsidiarias de Esentia Gas </span><span style="font-family:'Times New Roman'">Enterprises</span><span style="font-family:'Times New Roman'">, así como sus activos, la totalidad de sus bienes y los derechos de cobro derivados de los contratos del Gasoducto Tarahumara, del Gasoducto TGT, entre otros; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) una prenda sobre las partes sociales representativas del capital social de Esentia Gas </span><span style="font-family:'Times New Roman'">Enterprises</span><span style="font-family:'Times New Roman'">, que no hayan sido aportadas a dicho fideicomiso; (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) una prenda sin transmisión de posesión sobre los activos del Gasoducto Tarahumara, del Gasoducto TGT, entre otros, que no hayan sido aportados a dicho fideicomiso; (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) un contrato de hipoteca sobre un bien inmueble del Gasoducto Tarahumara; y (v) un contrato de hipoteca sobre un bien inmueble del Gasoducto TGT.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Al </span><span style="font-family:'Times New Roman'">31</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">diciembre</span><span style="font-family:'Times New Roman'"> de 2025, el saldo de los Bonos Senior Garantizados de </span><span style="font-family:'Times New Roman'">Enterprises</span><span style="font-family:'Times New Roman'"> era de EUA$</span><span style="font-family:'Times New Roman'">36</span><span style="font-family:'Times New Roman'">8</span><span style="font-family:'Times New Roman'"> mil</span><span style="font-family:'Times New Roman'">lones</span><span style="font-family:'Times New Roman'">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-style:italic; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-style:italic">Contrato de Crédito EELL</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">El 26 de diciembre de 2017, nuestra afiliada, Esentia Pipeline El Encino, S. de R.L. de C.V., celebró el Contrato de Crédito EELL. El saldo insoluto de principal del Contrato de Crédito EELL es pagadero el 31 de enero de 2032, a una tasa de interés variable de SOFR compuesta diaria ajustada, más un margen aplicable del 2.25%, que aumentará a 2.75% a partir del décimo segundo aniversario de la fecha del crédito. El principal y los intereses son pagaderos semestralmente. Hemos suscrito </span><span style="font-family:'Times New Roman'; font-style:italic">swaps </span><span style="font-family:'Times New Roman'">de tasa de interés variable a tasa fija por el importe total del crédito para mitigar la exposición al riesgo de tasa de interés. Los recursos obtenidos del Contrato de Crédito EELL se han utilizado para refinanciar la deuda existente de EELL, pagar los costos del Gasoducto El Encino y otros gastos de expansión.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">El Contrato de Crédito EELL contiene cláusulas que, entre otras cosas y sujeto a determinadas excepciones, limitan la capacidad de EELL para (i) participar en cualquier negocio o actividad que no sea el desarrollo y la explotación del Gasoducto El Encino, (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) incurrir en deuda adicional, (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) incurrir en gravámenes, (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) adquirir activos fuera del curso normal de sus actividades o vender, transferir o enajenar de cualquier otra forma cualquiera de sus activos, salvo en los casos expresamente permitidos, (v) modificar contratos o permisos relevantes del Gasoducto El Encino, (vi) incurrir en gastos de capital que excedan el presupuesto operativo, (</span><span style="font-family:'Times New Roman'">vii</span><span style="font-family:'Times New Roman'">) decretar o pagar dividendos, distribuciones o inversiones, y (</span><span style="font-family:'Times New Roman'">viii</span><span style="font-family:'Times New Roman'">) realizar transacciones con afiliadas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">El Contrato de Crédito EELL está garantizado en México por: (i) un fideicomiso de garantía al que se encuentran afectas las partes sociales de EELL, la totalidad de sus bienes y los derechos de cobro derivados de los contratos del Gasoducto El Encino; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) una prenda sobre las partes sociales representativas del capital social de EELL que no hayan sido aportados a dicho fideicomiso; y (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) una prenda sin transmisión de posesión sobre los activos del Gasoducto El Encino que no hayan sido aportados a dicho fideicomiso.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">El 22 de mayo de 2024, EELL informó a los acreedores del Contrato de Crédito EELL y del Contrato de Compraventa de Notas EELL, que existía una inconsistencia en la descripción de la zona en la que se encuentra el Gasoducto El Encino que podría dar lugar a un incumplimiento del Contrato de Crédito EELL y del Contrato de Compraventa de Notas EELL, y ocasionar la aceleración de dichos financiamientos, si este no fuere subsanado en un plazo no mayor a 75 días. EELL presentó a los acreedores de dichos financiamientos un plan de remediación mediante el cual se subsanará dicha inconsistencia a más tardar el 31 de marzo de 2027. El 2 de diciembre de 2024, EELL obtuvo una dispensa de dichos acreedores para subsanar dicho incumplimiento durante un período de doce meses contados a partir de la fecha antes mencionada. EELL tiene previsto seguir renegociando las dispensas con sus acreedores hasta que se ejecute íntegramente el plan de remediación anteriormente señalado. Si bien los acreedores no han ejercido el derecho a acelerar las cantidades adeudadas ni han manifestado su intención de hacerlo, no hay garantía de que los acreedores acepten otorgar dispensas posteriores en términos que sean aceptables para nosotros o que las otorguen en absoluto. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Al </span><span style="font-family:'Times New Roman'">31</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">diciembre</span><span style="font-family:'Times New Roman'"> de 2025, el saldo conforme al Contrato de Crédito EELL era de EUA$173</span><span style="font-family:'Times New Roman'">.2</span><span style="font-family:'Times New Roman'"> mil</span><span style="font-family:'Times New Roman'">lones</span><span style="font-family:'Times New Roman'">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-style:italic; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-style:italic">Notas EELL</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Por virtud del Contrato de Compraventa de Notas EELL, EELL emitió las Notas EELL. El saldo de principal y los intereses de las Notas EELL son pagaderos semestralmente, con fecha de vencimiento final el 30 de abril de 2041. Los recursos de las Notas EELL se utilizaron para refinanciar la deuda existente de EELL, pagar los costos del Gasoducto El Encino y otros gastos de expansión.</span><span style="font-family:'Times New Roman'; -aw-import:spaces">  </span><span style="font-family:'Times New Roman'">El Contrato de Compraventa de Notas EELL contiene obligaciones de hacer y no hacer que, entre otras cosas y sujeto a determinadas excepciones, establecen (i) obligaciones de reporteo de información financiera y operativa, (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) la entrega de una calificación crediticia anualmente, (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) la entrega de informes, estimaciones y notificaciones específicas relacionadas con el avance de construcción, (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) la ejecución de determinadas coberturas de tasas de interés, (v) </span><span style="font-family:'Times New Roman'">limitaciones de endeudamiento, gravámenes y pagos restringidos, (vi) limitaciones a las transacciones con afiliadas, (</span><span style="font-family:'Times New Roman'">vii</span><span style="font-family:'Times New Roman'">) limitaciones a los cambios en el giro comercial de EELL, y (</span><span style="font-family:'Times New Roman'">viii</span><span style="font-family:'Times New Roman'">) limitaciones y condiciones relacionadas con una posible ampliación del Gasoducto El Encino, incluyendo limitaciones y condiciones a la contratación de deuda para la ampliación y a la modificación de determinados contratos relacionados con el Gasoducto El Encino.</span><span style="font-family:'Times New Roman'; -aw-import:spaces">  </span><span style="font-family:'Times New Roman'">Las Notas EELL están garantizadas en México por los mismos contratos de garantía que también garantizan el Contrato de Crédito EELL.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Al </span><span style="font-family:'Times New Roman'">31</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">diciembre</span><span style="font-family:'Times New Roman'"> de 2025, el saldo de las Notas EELL, considerando un costo amortizado, ascendía a EUA$</span><span style="font-family:'Times New Roman'">456</span><span style="font-family:'Times New Roman'">.4</span><span style="font-family:'Times New Roman'"> mil</span><span style="font-family:'Times New Roman'">lones</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-style:italic; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; font-style:italic">Contrato de Crédito Sindicado </span><span style="font-family:'Times New Roman'; font-style:italic">Hub</span><span style="font-family:'Times New Roman'; font-style:italic"> Chávez</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">El 24 de mayo de 2023, nuestra afiliada </span><span style="font-family:'Times New Roman'">Hub</span><span style="font-family:'Times New Roman'"> Chávez, celebró el Contrato de Crédito Sindicado Hub Chávez, por un importe principal total de hasta EUA$1,365.8 millones. El saldo insoluto de principal del Contrato de Crédito EELL es pagadero el 24 de mayo de 2030, a una tasa de interés variable de SOFR diaria ajustada más un margen aplicable del 2.75% hasta el tercer aniversario del crédito, del 3.00% desde el tercer aniversario hasta el sexto aniversario del crédito, y del 3.25% a partir del sexto aniversario del crédito. El principal y los intereses son pagaderos trimestralmente. Hemos suscrito </span><span style="font-family:'Times New Roman'; font-style:italic">swaps</span><span style="font-family:'Times New Roman'"> de tasa de interés variable a fija por el importe total del crédito para mitigar la exposición al riesgo de tasa de interés. Los recursos obtenidos Contrato de Crédito Sindicado </span><span style="font-family:'Times New Roman'">Hub</span><span style="font-family:'Times New Roman'"> Chávez, se han utilizado para realizar aportaciones de capital y créditos entre empresas afiliadas, así como para adquirir derechos y obligaciones de los acreditantes y otras partes garantizadas de ciertos contratos de crédito de las afiliadas de Hub Chávez.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; font-size: 12pt;">
<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">El Contrato de Crédito Sindicado Hub Chávez, contiene cláusulas que, entre otras cosas y sujeto a determinadas excepciones, limitan la capacidad de Hub Chávez para (i) participar en cualquier negocio o actividad que pueda razonablemente esperarse que tenga un efecto adverso significativo, (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) incurrir en endeudamiento adicional, (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) incurrir en gravámenes, (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) vender, transferir o enajenar de cualquier otra forma cualquiera de sus activos, (v) modificar acuerdos o permisos de proyectos importantes, (vi) incurrir en gastos de capital, (</span><span style="font-family:'Times New Roman'">vii</span><span style="font-family:'Times New Roman'">) decretar o pagar dividendos, distribuciones o inversiones, y (</span><span style="font-family:'Times New Roman'">viii</span><span style="font-family:'Times New Roman'">) realizar transacciones con afiliadas.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">El Contrato de Crédito Sindicado Hub Chávez, está garantizado por: (i) varios fideicomisos de garantía a los que se encuentran afectas las partes sociales de Hub Chávez, de Esentia Pipeline de Occidente, S. de R.L. de C.V. y de Esentia Pipeline La Laguna, S. de R.L. de C.V., así como sus activos, la totalidad de sus bienes y los derechos de cobro derivados de los contratos de los Gasoductos desarrollados por dichas sociedades; (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) varias prendas sobre las partes sociales representativas del capital social de Hub Chávez, de Esentia Pipeline de Occidente, S. de R.L. de C.V. de Esentia Pipeline La Laguna, S. de R.L. de C.V., de Esentia Energy de Tula, S. de R.L. de C.V. y de Esentia Energy </span><span style="font-family:'Times New Roman'">Finance</span><span style="font-family:'Times New Roman'"> Holding, S. de R.L. de C.V., que no hayan sido aportadas a dichos fideicomisos de garantía; y (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) una prenda sin transmisión de posesión sobre los activos de los Gasoductos desarrollados por Hub Chávez, por Esentia Pipeline de Occidente, S. de R.L. de C.V., y por Esentia Pipeline La Laguna, S. de R.L. de C.V., que no hayan sido aportados a los fideicomisos de garantía.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Al </span><span style="font-family:'Times New Roman'">31</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">diciembre</span><span style="font-family:'Times New Roman'"> de 2025, el saldo del Contrato de Crédito Sindicado </span><span style="font-family:'Times New Roman'">Hub</span><span style="font-family:'Times New Roman'"> Chávez era de EUA$1,</span><span style="font-family:'Times New Roman'">058</span><span style="font-family:'Times New Roman'">.4</span><span style="font-family:'Times New Roman'"> mil</span><span style="font-family:'Times New Roman'">lones</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'; font-style:italic; "> </span>
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<span style="font-family:'Times New Roman'; font-style:italic">Contrato de Crédito SLM</span>
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<span style="font-family:'Times New Roman'">El 27 de noviembre de 2019, SLM celebró el Contrato de Crédito SLM, por un importe principal total de hasta EUA$67.0 millones. El saldo insoluto de principal del Contrato de Crédito SLM es pagadero el 30 de septiembre de 2033, a una tasa de interés variable SOFR diaria ajustada por el SOFR más el Ajuste SOFR y un margen del 2.40%. El principal y los intereses son pagaderos trimestralmente. La línea de crédito incluye un tramo de carta de crédito por EUA$3 millones (el “</span><span style="font-family:'Times New Roman'; text-decoration:underline">Tramo de Carta de Crédito</span><span style="font-family:'Times New Roman'">”). Los fondos obtenidos en virtud del Contrato de Crédito SLM se utilizaron para (i) reembolsar el crédito original para la construcción, (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) constituir una carta de crédito de reserva para el servicio de la deuda para la línea de crédito, (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) financiar los costos del proyecto, y (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) financiar parcialmente una distribución por a los accionistas.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">El Contrato de Crédito SLM contiene cláusulas que, entre otras cosas, y sujeto a determinadas excepciones, limitan la capacidad de SLM para (i) contraer deuda adicional, (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) realizar inversiones distintas de las relacionadas con la Estación de Compresión Soto La Marina, (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) liquidar la empresa, (</span><span style="font-family:'Times New Roman'">iv</span><span style="font-family:'Times New Roman'">) incurrir en gravámenes, (v) vender activos, salvo en el curso normal de sus actividades, (vi) modificar los documentos de la operación o de la Estación de Compresión Soto La Marina, (</span><span style="font-family:'Times New Roman'">vii</span><span style="font-family:'Times New Roman'">) participar en cualquier actividad distinta del desarrollo y la operación comercial de la Estación de Compresión Soto La Marina, (</span><span style="font-family:'Times New Roman'">viii</span><span style="font-family:'Times New Roman'">) otorgar créditos o anticipos a terceros (excepto créditos comerciales), (</span><span style="font-family:'Times New Roman'">ix</span><span style="font-family:'Times New Roman'">) condonar cualquier deuda que se le adeude, o (x) adquirir activos no relacionados con la Estación de Compresión Soto La Marina.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">El Contrato de Crédito SLM está garantizado por: (i) un fideicomiso de garantía al que se encuentran afectas las acciones de SLM, así como sus activos, la totalidad de sus bienes y los derechos de cobro derivados de los contratos de la Estación de Compresión Soto La Marina; y (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) una prenda sobre las acciones de SLM que no hayan sido aportadas a dicho fideicomiso de garantía; y (</span><span style="font-family:'Times New Roman'">iii</span><span style="font-family:'Times New Roman'">) una prenda sin transmisión de posesión sobre los activos de la Estación de Compresión Soto La Marina que no hayan sido aportados a dicho fideicomiso.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Al </span><span style="font-family:'Times New Roman'">31</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">diciembre</span><span style="font-family:'Times New Roman'"> de 2025, el saldo del Contrato de Crédito SLM era de EUA$</span><span style="font-family:'Times New Roman'">43</span><span style="font-family:'Times New Roman'">.</span><span style="font-family:'Times New Roman'">0</span><span style="font-family:'Times New Roman'"> mil</span><span style="font-family:'Times New Roman'">lones</span><span style="font-family:'Times New Roman'">.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'; font-style:italic">Contrato de Crédito Sindicado SBLC</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">El 22 de mayo de 2023, Esentia Energy </span><span style="font-family:'Times New Roman'">Systems</span><span style="font-family:'Times New Roman'">, y Esentia Energy </span><span style="font-family:'Times New Roman'">Infrastructure</span><span style="font-family:'Times New Roman'"> B.V., como solicitantes, y las Entidades Esentia Gas, como garantes, celebraron el Contrato de Crédito Sindicado SBLC. El Contrato de Crédito Sindicado SBLC está estructurado como una carta de crédito.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Con fecha 9 de septiembre de 2025, Esentia Energy </span><span style="font-family:'Times New Roman'">Development</span><span style="font-family:'Times New Roman'">, S.A. de C.V., se incorporó al Contrato de Crédito Sindicado SBLC como solicitante y, </span><span style="font-family:'Times New Roman'">al</span><span style="font-family:'Times New Roman'"> 31 de diciembre de 2025</span><span style="font-family:'Times New Roman'">, Esentia Energy </span><span style="font-family:'Times New Roman'">Systems</span><span style="font-family:'Times New Roman'"> y Esentia Energy </span><span style="font-family:'Times New Roman'">Infrastructure</span><span style="font-family:'Times New Roman'"> B.V., </span><span style="font-family:'Times New Roman'">han </span><span style="font-family:'Times New Roman'">dejado</span><span style="font-family:'Times New Roman'"> de formar parte del Contrato de Crédito Sindicado SBLC.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">El Contrato de Crédito Sindicado SBLC se encuentra garantizado por la Sociedad mediante (i) cierto Contrato de Control de Depósitos (</span><span style="font-family:'Times New Roman'; font-style:italic">Deposit</span><span style="font-family:'Times New Roman'; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-style:italic">Account</span><span style="font-family:'Times New Roman'; font-style:italic"> Control </span><span style="font-family:'Times New Roman'; font-style:italic">Agreement</span><span style="font-family:'Times New Roman'">) sobre cierta cuenta a nombre de Esentia Energy </span><span style="font-family:'Times New Roman'">Development</span><span style="font-family:'Times New Roman'">, S.A. de C.V.; y (</span><span style="font-family:'Times New Roman'">ii</span><span style="font-family:'Times New Roman'">) ciertos depósitos en garantía.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'">Al </span><span style="font-family:'Times New Roman'">31</span><span style="font-family:'Times New Roman'"> de </span><span style="font-family:'Times New Roman'">diciembre</span><span style="font-family:'Times New Roman'"> de 2025, no existe saldo del Contrato de Crédito Sindicado SBLC.</span>
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<span style="font-family:'Times New Roman'; font-weight:bold; font-style:italic">Políticas de Tesorería</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">La Compañía cuenta con políticas de tesorería aprobadas por la administración, cuyo objetivo es asegurar una adecuada administración de la liquidez, el control de los flujos de efectivo y el cumplimiento oportuno de sus obligaciones financieras.</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">Las políticas de tesorería regulan la gestión de los ingresos provenientes de la prestación del servicio de transporte y comercialización de gas natural, la administración de cuentas bancarias, la programación y autorización de pagos, así como el uso de financiamiento y la inversión de excedentes temporales de efectivo.</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">El efectivo se mantiene en instituciones financieras de reconocida solvencia. La Compañía realiza conciliaciones bancarias de forma periódica y mantiene controles de acceso y esquemas de autorización que aseguran la segregación de funciones en el manejo de los recursos financieros.</span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt" data-preserved-style="margin-top: 0pt; margin-bottom: 0pt; text-align: justify; font-size: 12pt;">
<span style="font-family:'Times New Roman'">Los pagos se realizan con base en compromisos contractuales y regulatorios, y están sujetos a niveles de autorización definidos. La Compañía administra su posición de liquidez mediante proyecciones periódicas de flujos de efectivo, con el fin de asegurar la disponibilidad de recursos para la operación continua de la infraestructura de transporte.</span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">En caso de excedentes temporales de efectivo, éstos se invierten en instrumentos financieros de alta liquidez, bajo riesgo y vencimientos de corto plazo, de conformidad con las políticas internas y las disposiciones aplicables. </span>
</p>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
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<span style="font-family:'Times New Roman'">La Compañía monitorea de manera continua su riesgo de liquidez y considera que las políticas de tesorería implementadas son adecuadas para cumplir con sus obligaciones conforme éstas se devengan.</span>
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<span style="font-family:'Times New Roman'; "> </span>
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<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>