HYCSA
2024-12-31
HYCSA
2022-01-01
2022-12-31
HYCSA
2023-01-01
2023-12-31
HYCSA
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2024-12-31
HYCSA
2022-12-31
HYCSA
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HYCSA
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2024-12-31
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2024-12-31
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ISO4217:MXN
xbrli:pure
Anexo N
NO
Deuda LP
NO
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">La emisión </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">de Certificados Bursátiles de Corto HYCSA 00124 es q</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">uirografaria</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">, la emisión de Certificados Bursátiles de Largo Plazo HYCSA 24 cuenta con el aval parcial de BAN</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">C</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">OMEXT</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">.</span>
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NO
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Grupo </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Hyc</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">,</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; letter-spacing:0.05pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">S</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; letter-spacing:0.1pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; letter-spacing:-0.2pt">A</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">. de C.V</span>
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<p style="margin:0pt 6.25pt 0pt 7.1pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Calle Lope de Vega 117, piso 6, </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Colonia Polanco, Alcaldía Miguel Hidalgo, </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">C.P. 11560</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">CDMX</span>
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HYCSA
Los títulos se encuentran inscritos en el Registro Nacional de Valores
La inscripción en el Registro Nacional de Valores no implica certificación sobre la bondad de los valores, solvencia de la emisora o sobre la exactitud o veracidad de la información contenida en este Reporte anual, ni convalida los actos que, en su caso, hubieren sido realizados en contravención de las leyes.
Reporte anual que se presenta de acuerdo con las disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado
2024
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<span style="font-family:'Book Antiqua'; font-size:8pt">La Emisora no está obligada y en caso de encontrarse en un proceso de ese tipo</span><span style="font-family:'Book Antiqua'; font-size:8pt">,</span><span style="font-family:'Book Antiqua'; font-size:8pt"> no tiene intenciones de que los tenedores participen en las decisiones relativas al cambio de control, sin embargo, atendiendo a la regulación vigente mantendría informado al mercado de valores incluyendo a los tenedores. Solamente en el caso de que dicho cambio de control ocasione un incumplimiento del título que documenta la emisi</span><span style="font-family:'Book Antiqua'; font-size:8pt">ón</span><span style="font-family:'Book Antiqua'; font-size:8pt"> </span><span style="font-family:'Book Antiqua'; font-size:8pt">HYCSA 24 </span><span style="font-family:'Book Antiqua'; font-size:8pt">y/</span><span style="font-family:'Book Antiqua'; font-size:8pt">o </span><span style="font-family:'Book Antiqua'; font-size:8pt">HYCSA</span><span style="font-family:'Book Antiqua'; font-size:8pt"> </span><span style="font-family:'Book Antiqua'; font-size:8pt">00</span><span style="font-family:'Book Antiqua'; font-size:8pt">12</span><span style="font-family:'Book Antiqua'; font-size:8pt">4</span><span style="font-family:'Book Antiqua'; font-size:8pt">, se hará partícipe a los tenedores de esas decisiones.</span>
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<p style="margin:0pt 0pt 9pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:8pt">La Emisora no está obligada y en caso de encontrarse en un proceso de ese tipo</span><span style="font-family:'Book Antiqua'; font-size:8pt">,</span><span style="font-family:'Book Antiqua'; font-size:8pt"> no tiene intenciones de que los tenedores participen en las decisiones relativas </span><span style="font-family:'Book Antiqua'; font-size:8pt">a </span><span style="font-family:'Book Antiqua'; font-size:8pt">reestructuras corporativas, incluyendo adquisiciones, fusiones y escisione</span><span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">s</span><span style="font-family:'Book Antiqua'; font-size:8pt">, sin embargo, atendiendo a la regulación vigente mantendría informado al mercado de valores incluyendo a los tenedores. Dado que dichas actividades corresponden a una Obligación de No Hacer </span><span style="font-family:'Book Antiqua'; font-size:8pt">de acuerdo al</span><span style="font-family:'Book Antiqua'; font-size:8pt"> título que documenta la emisi</span><span style="font-family:'Book Antiqua'; font-size:8pt">ón</span><span style="font-family:'Book Antiqua'; font-size:8pt"> HYCSA </span><span style="font-family:'Book Antiqua'; font-size:8pt">24 e HYCSA </span><span style="font-family:'Book Antiqua'; font-size:8pt">0012</span><span style="font-family:'Book Antiqua'; font-size:8pt">4</span><span style="font-family:'Book Antiqua'; font-size:8pt">, se hará partícipe a los tenedores de esas decisiones y en su caso para la solicitud de una dispensa.</span>
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<span style="font-family:'Book Antiqua'; font-size:8pt">La Emisora no está obligada y en caso de encontrarse en un proceso de ese tipo</span><span style="font-family:'Book Antiqua'; font-size:8pt">,</span><span style="font-family:'Book Antiqua'; font-size:8pt"> no tiene intenciones de que los tenedores participen en las decisiones relativas a la </span><span style="font-family:'Book Antiqua'; font-size:8pt">venta o constitución de gravámenes sobre activos esenciales</span><span style="font-family:'Book Antiqua'; font-size:8pt">, sin embargo, atendiendo a la regulación vigente mantendría informado al mercado de valores incluyendo a los tenedores. Solamente en el caso de que dicha </span><span style="font-family:'Book Antiqua'; font-size:8pt">venta o constitución de gravámenes sobre activos esenciales</span><span style="font-family:'Book Antiqua'; font-size:8pt"> ocasione un incumplimiento del título que documenta la emisi</span><span style="font-family:'Book Antiqua'; font-size:8pt">ón</span><span style="font-family:'Book Antiqua'; font-size:8pt"> HYCSA </span><span style="font-family:'Book Antiqua'; font-size:8pt">24 </span><span style="font-family:'Book Antiqua'; font-size:8pt">y/o </span><span style="font-family:'Book Antiqua'; font-size:8pt">HYCSA </span><span style="font-family:'Book Antiqua'; font-size:8pt">0012</span><span style="font-family:'Book Antiqua'; font-size:8pt">4</span><span style="font-family:'Book Antiqua'; font-size:8pt">, se hará partícipe a los tenedores de esas decisiones.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Afiliada</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa respecto a cualquier Persona, cualquier Persona que directa o indirectamente Controle o sea Controlada por, o esté bajo Control común con dicha Persona.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">AGREMEX</span><span style="font-family:'Book Antiqua'; font-size:10pt">” </span><span style="font-family:'Book Antiqua'; font-size:10pt">significa </span><span style="font-family:'Book Antiqua'; font-size:10pt">Agregados de México, S.A de C.V. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">APP</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa Asociaciones Público-Privadas.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Auditor Externo</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa Galaz, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Yamazaki</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Ruiz Urquiza, S.C., Miembro de Deloitte </span><span style="font-family:'Book Antiqua'; font-size:10pt">Touche</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Tohmatsu</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Limited</span><span style="font-family:'Book Antiqua'; font-size:10pt">, o cualquier otra entidad que sea designada como auditor externo de la Emisora.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Autoridad Gubernamental</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa cualquier nación, gobierno, dependencia, estado, municipio o cualquier subdivisión política de los mismos, o cualquier otra entidad o dependencia que ejerza funciones administrativas, ejecutivas, legislativas, judiciales, monetarias o regulatorias del gobierno o que pertenezcan al mismo.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Backlog</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa obra y proyectos que hayan sido efectivamente asignados o adjudicados, según el procedimiento de procuración correspondiente, en favor de la Emisora (directa o indirectamente) o a alguna de sus subsidiarias y/o asociadas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> que no consolidan</span><span style="font-family:'Book Antiqua'; font-size:10pt">; </span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">en el entendido</span><span style="font-family:'Book Antiqua'; font-size:10pt">, que la presente definición no incluirá cualesquier proyectos y obras objeto de procesos de licitación, concurso o asignación directa u otros procedimientos de procuración, según sea aplicable, en los que no exista un fallo definitivo a favor de la Emisora.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">“B</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">ANCOMEXT”</span><span style="font-family:'Book Antiqua'; font-size:10pt"> significa B</span><span style="font-family:'Book Antiqua'; font-size:10pt">anco Nacional de Comercio Exterior, SNC</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Institución de Banca de Desarrollo</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">BANOBRAS</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa Banco Nacional de Obras y Servicios Públicos, S.N.C., Institución de Banca de Desarrollo, en su carácter de fiduciario en el contrato de fideicomiso número 1936 denominado Fondo Nacional de Infraestructura.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">BID</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa el </span><span style="font-family:'Book Antiqua'; font-size:10pt">Banco Interamericano de Desarrollo.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Bolsa</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Bolsa Mexicana de Valores, S.A.B. de C.V., la Bolsa Institucional de Valores, S.A. de C.V., o cualquier otra bolsa de valores autorizada para operar en México.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">CAF</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa el Banco de Desarrollo de América Latina (antes Corporación Andina de Fomento).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">CALCO</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa Calzada Construcciones, S.A de C.V. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">C</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">ampeche Mérida</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa </span><span style="font-family:'Book Antiqua'; font-size:10pt">Construcción y Servicios Carreteros Campeche Mérida. S.A. de C.V.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Certificados Bursátiles</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa</span><span style="font-family:'Book Antiqua'; font-size:10pt"> los </span><span style="font-family:'Book Antiqua'; font-size:10pt">Certificados Bursátiles de Corto Plazo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y los </span><span style="font-family:'Book Antiqua'; font-size:10pt">Certificados Bursátiles de Largo Plaz</span><span style="font-family:'Book Antiqua'; font-size:10pt">o.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Certificados Bursátiles de Corto Plazo</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa los títulos de crédito denominados certificados bursátiles que pueden ser emitidos por la Emisora al amparo del Programa con un plazo </span><span style="font-family:'Book Antiqua'; font-size:10pt">igual o </span><span style="font-family:'Book Antiqua'; font-size:10pt">menor a un año.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Certificados Bursátiles de </span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Largo</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline"> Plazo</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa los títulos de crédito denominados certificados bursátiles que pueden ser emitidos por la Emisora al amparo del Programa con un plazo </span><span style="font-family:'Book Antiqua'; font-size:10pt">igual o </span><span style="font-family:'Book Antiqua'; font-size:10pt">m</span><span style="font-family:'Book Antiqua'; font-size:10pt">ay</span><span style="font-family:'Book Antiqua'; font-size:10pt">or a un año.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Circular Única</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa las disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado de valores publicadas en el Diario Oficial de la Federación el día 19 de marzo de 2003, según las mismas hayan sido modificadas de tiempo en tiempo.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">CMIC</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la </span><span style="font-family:'Book Antiqua'; font-size:10pt">Cámara Mexicana de la Industria de la Construcción.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">CNBV</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Comisión Nacional Bancaria y de Valores.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Comité de Auditoría</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa el comité de auditoría de Grupo Hycsa.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">CONAGUA</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa Comisión Nacional del Agua.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">CONAPESCA</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa Comisión Nacional de Acuacultura y Pesca.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Consejo de Administración</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa el consejo de administración de Grupo Hycsa.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Consorcio HYCO</span><span style="font-family:'Book Antiqua'; font-size:10pt">”</span><span style="font-family:'Book Antiqua'; font-size:10pt"> significa el consorcio creado bajo las leyes de Colombia y denominado </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Consorcio HYCO</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> cuyo</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> consorciados son Calzada Construcciones S.A., COHERPA Ingenieros Constructores, S.A.S., y JMV Ingenieros S.A.S.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Control</span><span style="font-family:'Book Antiqua'; font-size:10pt">” (incluyendo los términos “Controlando”, “Controlado por” y “sujeto al Control común con”) significa con respecto a cualquier Persona, el poder de cualquier otra Persona o grupo de Personas para (i) imponer, directa o indirectamente, decisiones a la asamblea general de accionistas, de socios u órganos similares de dicha Persona, o para nombrar o destituir a la mayoría de los consejeros, administradores o sus equivalentes de dichas Personas; (</span><span style="font-family:'Book Antiqua'; font-size:10pt">ii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) mantener la titularidad de derechos que permitan, directa o indirectamente ejercer el voto respecto de más de 50% del capital social de dicha Persona, o (</span><span style="font-family:'Book Antiqua'; font-size:10pt">iii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) dirigir, directa o indirectamente, la administración, la estrategia o las principales políticas de una Persona, ya sea a través de la propiedad de valores, , por contrato o de cualquier otra forma.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">CYDSSA</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa Construcciones y Dragados del Sureste</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> S.A</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de C.V. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Día Hábil</span><span style="font-family:'Book Antiqua'; font-size:10pt">”</span><span style="font-family:'Book Antiqua'; font-size:10pt"> significa cualquier día, que no sea sábado, domingo o día feriado por ley, en el que las </span><span style="font-family:'Book Antiqua'; font-size:10pt">entidades financieras sujetas a la supervisión de la CNBV</span><span style="font-family:'Book Antiqua'; font-size:10pt"> deban mantener sus oficinas abiertas para celebrar operaciones con el público, conforme al calendario que publique periódicamente la CNBV.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Dólares</span><span style="font-family:'Book Antiqua'; font-size:10pt">”</span><span style="font-family:'Book Antiqua'; font-size:10pt">o</span><span style="font-family:'Book Antiqua'; font-size:10pt"> “</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">USD</span><span style="font-family:'Book Antiqua'; font-size:10pt">”</span><span style="font-family:'Book Antiqua'; font-size:10pt"> significa la moneda de curso legal de los Estados Unidos de América</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Para efecto</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de conversión de las cifras incluidas en este documento se usó el </span><span style="font-family:'Book Antiqua'; font-size:10pt">tipo de cambio </span><span style="font-family:'Book Antiqua'; font-size:10pt">para </span><span style="font-family:'Book Antiqua'; font-size:10pt">solventar obligaciones denominadas en </span><span style="font-family:'Book Antiqua'; font-size:10pt">Dólares</span><span style="font-family:'Book Antiqua'; font-size:10pt"> pagaderas en la República Mexicana (FIX) </span><span style="font-family:'Book Antiqua'; font-size:10pt">determinado por Banco de México</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">correspondiente al</span><span style="font-family:'Book Antiqua'; font-size:10pt"> día </span><span style="font-family:'Book Antiqua'; font-size:10pt">31 </span><span style="font-family:'Book Antiqua'; font-size:10pt">de diciembre de 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">equivalente a $</span><span style="font-family:'Book Antiqua'; font-size:10pt">20.7862</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">EBITDA</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline"> Ajustado</span><span style="font-family:'Book Antiqua'; font-size:10pt">” </span><span style="font-family:'Book Antiqua'; font-size:10pt">significa Ingresos Totales </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">menos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> costos de construcción </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">menos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> gastos de operación y arrendamiento </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">más</span><span style="font-family:'Book Antiqua'; font-size:10pt"> depreciación de maquinaria y equipo </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">más</span><span style="font-family:'Book Antiqua'; font-size:10pt"> depreciación y amortización</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt">”, la “</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Compañía</span><span style="font-family:'Book Antiqua'; font-size:10pt">”, o el “</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Grupo</span><span style="font-family:'Book Antiqua'; font-size:10pt">” o “</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Grupo Hycsa</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa Grupo </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hyc</span><span style="font-family:'Book Antiqua'; font-size:10pt">, S.A. de C.V.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">ENKONTROL</span><span style="font-family:'Book Antiqua'; font-size:10pt">” o “</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">ERP ENKONTROL</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Enterprise </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Resource</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Planning</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> ENKONTROL</span><span style="font-family:'Book Antiqua'; font-size:10pt">, el cual es un conjunto de sistemas de la información que permite la integración de ciertas operaciones de una empresa, especialmente las que tienen que ver con la producción, logística, compras o inventarios y la contabilidad. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">ERP</span><span style="font-family:'Book Antiqua'; font-size:10pt">” </span><span style="font-family:'Book Antiqua'; font-size:10pt">significa</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Enterprise Resource Planning</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Estados Unidos</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa Estados Unidos de América. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Hippo Maquinaria</span><span style="font-family:'Book Antiqua'; font-size:10pt">” </span><span style="font-family:'Book Antiqua'; font-size:10pt">significa</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Hippo Maquinaria, S.A. de C.V. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">HR Ratings</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa HR Ratings de México, S.A. de C.V.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">HYCSA Edificaciones y Proyectos</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa HYCSA Edificaciones y Proyectos, S.A.P.I. de C.V.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">“Ingresos Totales”</span><span style="font-family:'Book Antiqua'; font-size:10pt"> significa la suma de ingresos de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">c</span><span style="font-family:'Book Antiqua'; font-size:10pt">onstrucción, </span><span style="font-family:'Book Antiqua'; font-size:10pt">ingresos por s</span><span style="font-family:'Book Antiqua'; font-size:10pt">ervicios </span><span style="font-family:'Book Antiqua'; font-size:10pt">a</span><span style="font-family:'Book Antiqua'; font-size:10pt">dministrativos, </span><span style="font-family:'Book Antiqua'; font-size:10pt">ingresos por v</span><span style="font-family:'Book Antiqua'; font-size:10pt">enta de </span><span style="font-family:'Book Antiqua'; font-size:10pt">m</span><span style="font-family:'Book Antiqua'; font-size:10pt">ateriales, </span><span style="font-family:'Book Antiqua'; font-size:10pt">ingresos por arrendamiento </span><span style="font-family:'Book Antiqua'; font-size:10pt">de </span><span style="font-family:'Book Antiqua'; font-size:10pt">m</span><span style="font-family:'Book Antiqua'; font-size:10pt">aquinaria </span><span style="font-family:'Book Antiqua'; font-size:10pt">y utilidad en p</span><span style="font-family:'Book Antiqua'; font-size:10pt">articipación en </span><span style="font-family:'Book Antiqua'; font-size:10pt">r</span><span style="font-family:'Book Antiqua'; font-size:10pt">esultados de </span><span style="font-family:'Book Antiqua'; font-size:10pt">a</span><span style="font-family:'Book Antiqua'; font-size:10pt">sociadas</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">ICA</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa ICA CONSTRUCTORA, S.A. de C.V.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Indeval</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la S.D. Indeval, Institución para el Depósito de Valores, S.A. de C.V.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">“INEGI”</span><span style="font-family:'Book Antiqua'; font-size:10pt"> significa el Instituto Nacional de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Geografía y Estadística </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">INVIAS</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa el </span><span style="font-family:'Book Antiqua'; font-size:10pt">Instituto Nacional de Vías</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y es la </span><span style="font-family:'Book Antiqua'; font-size:10pt">agencia de la Rama Ejecutiva del Gobierno de Colombia a cargo de la asignación, regulación y supervisión de los contratos para la construcción de autopistas y carreteras y el mantenimiento de las vías</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">IVA</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa el Impuesto al Valor Agregado.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">"</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Cuestionario “KYC”:</span><span style="font-family:'Book Antiqua'; font-size:10pt"> significa por sus siglas en inglés </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Know</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Your</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> Customer</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">(Conoce a Tu Cliente) el cual incluye información general de alguna entidad o persona</span><span style="font-family:'Book Antiqua'; font-size:10pt">, sus actividades, accionistas, personas relacionadas, </span><span style="font-family:'Book Antiqua'; font-size:10pt">etc..</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">LAPP</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Ley de Asociaciones Público-Privadas.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Legislación Ambiental</span><span style="font-family:'Book Antiqua'; font-size:10pt">” tiene el significado que se le atribuye a dicho término en la sección </span><span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">III. LA EMISORA – 2. Descripción del Negocio – Desempeño Ambiental</span><span style="font-family:'Book Antiqua'; font-size:10pt">” del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Ley de Aguas</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Ley de Aguas Nacionales. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Ley de Residuos</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Ley General para la Prevención y Gestión Integral de Residuos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Ley Forestal</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Ley General de Desarrollo Forestal Sustentable.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">LGEEPA</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Ley General del Equilibrio Ecológico y la Protección al Ambiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">LGTOC</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Ley General de Títulos y Operaciones de Crédito.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">LMV</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Ley del Mercado de Valores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Ley de Obras</span><span style="font-family:'Book Antiqua'; font-size:10pt">” Ley de Obras Públicas y Servicios Relacionados con las Mismas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">México</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa los Estados Unidos Mexicanos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Mota-</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Éngil</span><span style="font-family:'Book Antiqua'; font-size:10pt">” Mota-</span><span style="font-family:'Book Antiqua'; font-size:10pt">Éngil</span><span style="font-family:'Book Antiqua'; font-size:10pt"> México, S.A.P.I. de C.V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">MyR</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa mantenimiento y rehabilitación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">OMEGA</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa Omega Construcciones Industriales S.A. de C.V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Países Destino</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa aquellos países en los que la Emisora podría realizar actividades con base en una estrategia de permanencia de largo plazo e indefinida, los cuales, a la fecha del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">, incluyen a México</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Colombia.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Países Oportunidad</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significan aquellos países en los que la Emisora podría realizar actividades con base en una estrategia enfocada en proyectos específicos, usualmente con el auspicio y bajo ciertos programas de garantía por parte de organismos y/o agencias multilaterales, pero sin necesariamente responder a una estrategia de largo plazo y sin requerir de una presencia indefinida de la Emisora en dichos países, los cuales a la fecha del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt"> incluyen Bolivia</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">E</span><span style="font-family:'Book Antiqua'; font-size:10pt">l Salvador</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Paraguay y Panamá</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt">PCR </span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Verum</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa </span><span style="font-family:'Book Antiqua'; font-size:10pt">PCR </span><span style="font-family:'Book Antiqua'; font-size:10pt">Verum</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Calificadora de Valores, S.A.P.I. de C.V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">PEMEX</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la empresa productiva del Estado mexicano Petróleos Mexicanos y, según el contexto lo requiera, cualquiera de sus subsidiarias y/o Afiliadas. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">PEP</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pemex Exploración y Producción.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">"</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">PLD</span><span style="font-family:'Book Antiqua'; font-size:10pt">”</span><span style="font-family:'Book Antiqua'; font-size:10pt"> significa Prevención para el Lavado de Dinero</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Persona</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa cualquier persona física o persona moral, fideicomiso, asociación en participación, sociedad civil o mercantil, Autoridad Gubernamental o cualquier otra entidad de cualquier naturaleza.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Persona Relacionada</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa una “persona relacionada”</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> según dicho término se define en la LMV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la moneda de curso legal en México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">PIB</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">producto interno bruto.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Pipeline</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa los proyectos y obras a ser concursadas, licitadas o asignadas mediante cualquier otro procedimiento de procuración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">PROFEPA</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Procuraduría Federal de Protección al Ambiente. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Programa</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa el programa dual de colocación de Certificados Bursátiles con carácter revolvente autorizado por la CNBV mediante oficio No. </span><span style="font-family:'Book Antiqua'; font-size:10pt">153/</span><span style="font-family:'Book Antiqua'; font-size:10pt">10026332/2021</span><span style="font-family:'Book Antiqua'; font-size:10pt">, de fecha </span><span style="font-family:'Book Antiqua'; font-size:10pt">24</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de </span><span style="font-family:'Book Antiqua'; font-size:10pt">marzo </span><span style="font-family:'Book Antiqua'; font-size:10pt">de 2021.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:108%; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Rubau</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline"> México</span><span style="font-family:'Book Antiqua'; font-size:10pt">” </span><span style="font-family:'Book Antiqua'; font-size:10pt">Rubau</span><span style="font-family:'Book Antiqua'; font-size:10pt"> México, S.L. de R.L. de </span><span style="font-family:'Book Antiqua'; font-size:10pt">C.V..</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Representante Común</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero, o cualquier otra entidad que sea designada como tal </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el título que documente </span><span style="font-family:'Book Antiqua'; font-size:10pt">cualquier emisión </span><span style="font-family:'Book Antiqua'; font-size:10pt">de Certificados Bursátiles </span><span style="font-family:'Book Antiqua'; font-size:10pt">y que se señale en el Aviso o en el Suplemento correspondiente, según sea el caso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">RNV</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa el Registro Nacional de Valores.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">S</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">I</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">CT</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Secretaría de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Infraestructura, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Comunicaciones y Transportes del Gobierno de México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">SEDI</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa el sistema electrónico de envío y difusión de información que a la Bolsa le sea autorizado por la CNBV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">SEMARNAT</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la </span><span style="font-family:'Book Antiqua'; font-size:10pt">Secretaria</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de Medio Ambiente y Recursos Naturales. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">STIV</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa el Sistema de Transferencia de Información de Valores de la CNBV. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">SHCP</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Secretaría de Hacienda y Crédito Público.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">SPV</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa </span><span style="font-family:'Book Antiqua'; font-size:10pt">un </span><span style="font-family:'Book Antiqua'; font-size:10pt">vehículo de propósito específico (</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">special</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">purpose</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">vehicle</span><span style="font-family:'Book Antiqua'; font-size:10pt">) por sus siglas en inglés.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">T-MEC</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa el tratado de libre comercio denominado como Tratado entre México, Estados Unidos y Canadá.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Tenedores</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa los tenedores de los Certificados Bursátiles emitidos al amparo del Programa.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">TIIE</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa la Tasa de Interés Interbancaria de Equilibrio que publique periódicamente el Banco de México en el Diario Oficial de la Federación o cualquier tasa que la suceda o sustituya.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">UEN</span><span style="font-family:'Book Antiqua'; font-size:10pt">” significa </span><span style="font-family:'Book Antiqua'; font-size:10pt">U</span><span style="font-family:'Book Antiqua'; font-size:10pt">nidad </span><span style="font-family:'Book Antiqua'; font-size:10pt">E</span><span style="font-family:'Book Antiqua'; font-size:10pt">stratégica de </span><span style="font-family:'Book Antiqua'; font-size:10pt">N</span><span style="font-family:'Book Antiqua'; font-size:10pt">egocios.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Fundada en 2011 en el Estado de Tabasco, Grupo Hycsa es una empresa constructora mexicana con </span><span style="font-family:'Book Antiqua'; font-size:10pt">más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">años de experiencia y </span><span style="font-family:'Book Antiqua'; font-size:10pt">alta especialización en el diseño, desarrollo y construcción de obras de infraestructura carretera, viales, marítimas, aeroportuarias, así como de edificaciones horizontales y verticales y construcciones en general, con presencia y actividades en México y América Latina. Desde sus orígenes en sus dos compañías predecesoras, Calzada Construcciones, S.A. de C.V. (“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">CALCO</span><span style="font-family:'Book Antiqua'; font-size:10pt">”) y Construcciones y Dragados del Sureste, S.A. de C.V. (“</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">CYDSSA</span><span style="font-family:'Book Antiqua'; font-size:10pt">”), Grupo Hycsa ha tenido una presencia importante en el sector de construcción de infraestructura en México.</span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa es la empresa controladora </span><span style="font-family:'Book Antiqua'; font-size:10pt">de acciones que consolida las actividades de un grupo de empresas</span><span style="font-family:'Book Antiqua'; font-size:10pt">, contando con participaciones accionarias desde un </span><span style="font-family:'Book Antiqua'; font-size:10pt">98</span><span style="font-family:'Book Antiqua'; font-size:10pt">% hasta el 99.</span><span style="font-family:'Book Antiqua'; font-size:10pt">99</span><span style="font-family:'Book Antiqua'; font-size:10pt">% del capital de cada una de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> sus</span><span style="font-family:'Book Antiqua'; font-size:10pt"> subsidiarias</span><span style="font-family:'Book Antiqua'; font-size:10pt">; cada una con un enfoque, actividad y mercados </span><span style="font-family:'Book Antiqua'; font-size:10pt">objetivo propios</span><span style="font-family:'Book Antiqua'; font-size:10pt"> dentro del sector de la construcción e infraestructura. A continuación, se presenta el </span><span style="font-family:'Book Antiqua'; font-size:10pt">diagrama</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">corporativo de las compañías que integran y que consolidan en Grupo Hycsa, éste describe la estructura corporativa y sus subsidiarias:</span>
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" 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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Dentro de la experiencia de Grupo Hycsa en el sector carretero destacan</span><span style="font-family:'Book Antiqua'; font-size:10pt"> las</span><span style="font-family:'Book Antiqua'; font-size:10pt"> actividades de construcción, modernización, rehabilitación y mantenimiento de autopistas, carreteras, viaductos elevados, aeropuertos, pasos a desnivel, libramientos, puentes, pistas aéreas y de automovilismo</span><span style="font-family:'Book Antiqua'; font-size:10pt">, l</span><span style="font-family:'Book Antiqua'; font-size:10pt">o anterior bajo las siguientes modalidades de contratación:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Licitaciones públicas</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> y privadas</span><span style="font-family:'Book Antiqua'; font-size:10pt">: En donde la Emisora a través de una convocatoria pública</span><span style="font-family:'Book Antiqua'; font-size:10pt"> o privada</span><span style="font-family:'Book Antiqua'; font-size:10pt">, celebra un contrato con el cliente con el objeto de adquirir un bien o la prestación </span><span style="font-family:'Book Antiqua'; font-size:10pt">de un servicio, el cual debe cumplir con determinados requisitos prefijados por el ente público</span><span style="font-family:'Book Antiqua'; font-size:10pt"> o </span><span style="font-family:'Book Antiqua'; font-size:10pt">privado</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span><span style="font-family:'Book Antiqua'; font-size:10pt">E</span><span style="font-family:'Book Antiqua'; font-size:10pt">n</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el caso de lo</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">procedimiento</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">públicos </span><span style="font-family:'Book Antiqua'; font-size:10pt">se encuentra abierto a todos aquellos interesados que reúnan los requisitos previstos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y en el caso de los procesos privados a un número reducido de </span><span style="font-family:'Book Antiqua'; font-size:10pt">empresas </span><span style="font-family:'Book Antiqua'; font-size:10pt">que,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> a juicio del ente privado, reúnen </span><span style="font-family:'Book Antiqua'; font-size:10pt">e</span><span style="font-family:'Book Antiqua'; font-size:10pt">l </span><span style="font-family:'Book Antiqua'; font-size:10pt">perfil </span><span style="font-family:'Book Antiqua'; font-size:10pt">necesario para encomendarles dicho proyecto</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">en ambos casos </span><span style="font-family:'Book Antiqua'; font-size:10pt">la licitación </span><span style="font-family:'Book Antiqua'; font-size:10pt">es </span><span style="font-family:'Book Antiqua'; font-size:10pt">un procedimiento cuya esencia se encuentra en la competencia.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Asociaciones Público-Privadas</span><span style="font-family:'Book Antiqua'; font-size:10pt">: En donde la Emisora, de forma individual o en esquemas de asociación con otras empresas del sector, nacionales y extranjeras, se encarga del financiamiento, construcción, operación y mantenimiento del proyecto por un plazo determinado, teniendo como fuente de ingreso pagos fijos por parte de entidades relacionadas al sector público, basados en el cumplimiento de diversos índices de servicio.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Concesiones</span><span style="font-family:'Book Antiqua'; font-size:10pt">: En donde la Emisora, de forma individual o en esquemas de asociación con otras empresas del sector, nacionales y extranjeras, asume la responsabilidad del financiamiento, construcción, operación y mantenimiento del proyecto por un tiempo determinado, siendo su fuente de ingreso el pago por el usuario de la infraestructura</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y/o mediante alguna aportación, subvención o garantía de pago por parte del cliente</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Rehabilitación y Mantenimiento</span><span style="font-family:'Book Antiqua'; font-size:10pt">: Consiste en la construcción y mantenimiento plurianual de proyectos carreteros en donde la fuente de ingreso es 100% aportada por el cliente, condicionada al cumplimiento de </span><span style="font-family:'Book Antiqua'; font-size:10pt">ciertos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">estándares de calidad.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Desde la consolidación de CALCO y CYDSSA, fundadas en 1998 y 1997</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> respectivamente, Grupo Hycsa experimentó un crecimiento sostenido, licitando y realizando obras fuera de Tabasco, lo que motivó a sus accionistas a establecer sus oficinas centrales en la Ciudad de México en el año de 2011.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">En 2013 se funda la subsidiaria AGREMEX, como resultado de la adquisición de </span><span style="font-family:'Book Antiqua'; font-size:10pt">una</span><span style="font-family:'Book Antiqua'; font-size:10pt"> planta </span><span style="font-family:'Book Antiqua'; font-size:10pt">de agregados </span><span style="font-family:'Book Antiqua'; font-size:10pt">ubicada</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en Silao, Guanajuato. Asimismo, en 2014 se funda Hippo Maquinaria, con el objetivo de realizar compra venta, arrendamiento, mantenimiento, transporte e instalación de </span><span style="font-family:'Book Antiqua'; font-size:10pt">m</span><span style="font-family:'Book Antiqua'; font-size:10pt">aquinaria </span><span style="font-family:'Book Antiqua'; font-size:10pt">e</span><span style="font-family:'Book Antiqua'; font-size:10pt">specializada para obras de infraestructura como equipo para movimiento de tierras, equipo de pavimentación, plantas de asfalto, plantas de concreto, plantas de trituración, grúas hidráulicas, grúas torre y dragas</span><span style="font-family:'Book Antiqua'; font-size:10pt">, entre otros</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">En 2014, la Compañía </span><span style="font-family:'Book Antiqua'; font-size:10pt">lleva a cabo una reorganización corporativa mediante la cual </span><span style="font-family:'Book Antiqua'; font-size:10pt">se consolida como grupo empresarial</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">segregando y </span><span style="font-family:'Book Antiqua'; font-size:10pt">operando cada línea de negocio bajo su propia subsidiaria.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Expansión Internacional</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A partir de 2015</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Grupo Hycsa inició un proceso estratégico de análisis de oportunidades de negocio en el sector de la construcción e infraestructura en los mercados internacionales</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> con enfoque en América Latina, </span><span style="font-family:'Book Antiqua'; font-size:10pt">identificando</span><span style="font-family:'Book Antiqua'; font-size:10pt"> mercados </span><span style="font-family:'Book Antiqua'; font-size:10pt">que, a consideración de la Emisora, presentar</span><span style="font-family:'Book Antiqua'; font-size:10pt">á</span><span style="font-family:'Book Antiqua'; font-size:10pt">n</span><span style="font-family:'Book Antiqua'; font-size:10pt"> dinámicas demográficas y </span><span style="font-family:'Book Antiqua'; font-size:10pt">con</span><span style="font-family:'Book Antiqua'; font-size:10pt"> crecimiento económico que representar</span><span style="font-family:'Book Antiqua'; font-size:10pt">á</span><span style="font-family:'Book Antiqua'; font-size:10pt">n alternativas atractivas de crecimiento fuera del país.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Actualmente mantiene presencia en México, Colombia, Bolivia</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> El Salvador</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y </span><span style="font-family:'Book Antiqua'; font-size:10pt">Paraguay y </span><span style="font-family:'Book Antiqua'; font-size:10pt">participa activamente en los procesos de licitaciones públicas </span><span style="font-family:'Book Antiqua'; font-size:10pt">en todos </span><span style="font-family:'Book Antiqua'; font-size:10pt">ellos</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">E</span><span style="font-family:'Book Antiqua'; font-size:10pt">l </span><span style="font-family:'Book Antiqua'; font-size:10pt">esfuerzo de dos años </span><span style="font-family:'Book Antiqua'; font-size:10pt">de análisis profundo </span><span style="font-family:'Book Antiqua'; font-size:10pt">culminó con la identificación de ciertos mercados objetivo, bajo dos enfoques de negocio distinto, pero ambos con carácter estratégico. Para estos efectos Grupo Hycsa definió dos diferentes categorías de mercados internacionales alternativos</span><span style="font-family:'Book Antiqua'; font-size:10pt">: </span><span style="font-family:'Book Antiqua'; font-size:10pt">Países Destino y Países Oportunidad</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El último país donde se iniciaron operaciones es </span><span style="font-family:'Book Antiqua'; font-size:10pt">en Paraguay</span><span style="font-family:'Book Antiqua'; font-size:10pt">, donde </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el mes de </span><span style="font-family:'Book Antiqua'; font-size:10pt">agosto</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">del 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Grupo Hycsa</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">a través de su subsidiaria </span><span style="font-family:'Book Antiqua'; font-size:10pt">CALCO, </span><span style="font-family:'Book Antiqua'; font-size:10pt">suscribió </span><span style="font-family:'Book Antiqua'; font-size:10pt">con el </span><span style="font-family:'Book Antiqua'; font-size:10pt">Ministerio de Obras Públicas y Comunicaciones del Gobierno de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> ese país </span><span style="font-family:'Book Antiqua'; font-size:10pt">el contrato para </span><span style="font-family:'Book Antiqua'; font-size:10pt">la ejecución del Lote 3 del proyecto “Catastro, indemnización, construcción y mantenimiento por niveles de servicio de la pavimentación de la ruta nacional PY-17, tramo Pedro Juan Caballero - Zanja </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pyta</span><span style="font-family:'Book Antiqua'; font-size:10pt"> - Capitán </span><span style="font-family:'Book Antiqua'; font-size:10pt">Bado</span><span style="font-family:'Book Antiqua'; font-size:10pt"> - </span><span style="font-family:'Book Antiqua'; font-size:10pt">Itanara</span><span style="font-family:'Book Antiqua'; font-size:10pt"> - YPEJHU, Departamentos de Amambay y </span><span style="font-family:'Book Antiqua'; font-size:10pt">Canindeyu</span><span style="font-family:'Book Antiqua'; font-size:10pt">, República del Paraguay</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El Proyecto asciende a la cantidad de USD 56</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span><span style="font-family:'Book Antiqua'; font-size:10pt">9 millones </span><span style="font-family:'Book Antiqua'; font-size:10pt">IVA incluido </span><span style="font-family:'Book Antiqua'; font-size:10pt">(</span><span style="font-family:'Book Antiqua'; font-size:10pt">aproximadamente </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">1,182.47 millones de pesos) </span><span style="font-family:'Book Antiqua'; font-size:10pt">como presupuesto de referencia y se compone de las etapas de: i) Ejecución de Catastro (6 meses), </span><span style="font-family:'Book Antiqua'; font-size:10pt">ii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) Construcción de Obras (24 meses) y </span><span style="font-family:'Book Antiqua'; font-size:10pt">iii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) Mantenimiento por Niveles de Servicio (60 meses) para totalizar un periodo contractual de ejecución de 90 meses.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A continuación, se incluye un resumen de la historia y alguno de los principales hitos de negocio de Grupo Hycsa: </span>
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<p style="margin:0pt; widows:0; orphans:0">
<img 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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Operación de Grupo Hycsa</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La actividad de Grupo Hycsa tiene un alto componente de participación por parte del sector público, tanto a nivel federal como a nivel estatal. De igual forma, la participación de la Compañía </span><span style="font-family:'Book Antiqua'; font-size:10pt">en México </span><span style="font-family:'Book Antiqua'; font-size:10pt">a nivel estatal se limita, sin excepción alguna, a los Estados que </span><span style="font-family:'Book Antiqua'; font-size:10pt">se encuentran en </span><span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt">emáforo </span><span style="font-family:'Book Antiqua'; font-size:10pt">v</span><span style="font-family:'Book Antiqua'; font-size:10pt">erde”</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en el Sistema de Alertas de la SHCP,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">mismo que considera el</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">nivel de endeudamiento y otros aspectos </span><span style="font-family:'Book Antiqua'; font-size:10pt">relacionados </span><span style="font-family:'Book Antiqua'; font-size:10pt">con </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">cumplimiento </span><span style="font-family:'Book Antiqua'; font-size:10pt">de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la Ley de Disciplina</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Financiera de las Entidades Federativas y Municipios</span><span style="font-family:'Book Antiqua'; font-size:10pt">. La actividad a nivel federal y estatal se lleva a cabo a través de una dinámica participación en procesos de licitación con diferentes entidades, incluyendo secretarías de estado, empresas productivas del Estado y agencias gubernamentales, tales como la </span><span style="font-family:'Book Antiqua'; font-size:10pt">SICT</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y las secretarías correspondientes de los Estados, PEMEX, BANOBRAS, CONAPESCA, CONAGUA, etc.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Por otro lado, la empresa ha</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">continuado con sus esfuerzos de diversificación tanto de proyectos como de clientes</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">tanto públicos como privados</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y en este último rubro destaca </span><span style="font-family:'Book Antiqua'; font-size:10pt">la trayectoria iniciada </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el mes de febrero de 2022 </span><span style="font-family:'Book Antiqua'; font-size:10pt">cuando </span><span style="font-family:'Book Antiqua'; font-size:10pt">el d</span><span style="font-family:'Book Antiqua'; font-size:10pt">epartamento de Compras de la empresa Red de Carreteras de Occidente, S.A.B. de C.V. (BMV:RCO), empresa perteneciente a Grupo Abertis, notificó el fallo sobre el proceso de cotización número RCO-DT/AM-006-21 Paquete Este para trabajos de Rehabilitación de Infraestructura Carretera, al consorcio constituido por C</span><span style="font-family:'Book Antiqua'; font-size:10pt">ALCO </span><span style="font-family:'Book Antiqua'; font-size:10pt">y C</span><span style="font-family:'Book Antiqua'; font-size:10pt">YDSSA </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">Rubau</span><span style="font-family:'Book Antiqua'; font-size:10pt"> México</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> El importe de la adjudicación </span><span style="font-family:'Book Antiqua'; font-size:10pt">fue </span><span style="font-family:'Book Antiqua'; font-size:10pt">de $1,553´960,727.00 más IVA con un periodo de ejecución de 2 años e incluy</span><span style="font-family:'Book Antiqua'; font-size:10pt">ó</span><span style="font-family:'Book Antiqua'; font-size:10pt"> distintos tramos carreteros ubicados en el centro del país.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Cabe mencionar que derivado del buen desempeño en la ejecución de este proyecto, </span><span style="font-family:'Book Antiqua'; font-size:10pt">RCO invitó a la Emisora </span><span style="font-family:'Book Antiqua'; font-size:10pt">nuevamente </span><span style="font-family:'Book Antiqua'; font-size:10pt">para que</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">en conjunto con </span><span style="font-family:'Book Antiqua'; font-size:10pt">Rubau</span><span style="font-family:'Book Antiqua'; font-size:10pt"> México</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">participar</span><span style="font-family:'Book Antiqua'; font-size:10pt">an</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en dos proyectos adicionales </span><span style="font-family:'Book Antiqua'; font-size:10pt">con las siguientes </span><span style="font-family:'Book Antiqua'; font-size:10pt">características:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">1)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt">Modernización de Infraestructura carretera Maravatío–</span><span style="font-family:'Book Antiqua'; font-size:10pt">Irimbo</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Irimbo</span><span style="font-family:'Book Antiqua'; font-size:10pt">-Tuxpan y Tuxpan-</span><span style="font-family:'Book Antiqua'; font-size:10pt">Zitacuaro</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">con un </span><span style="font-family:'Book Antiqua'; font-size:10pt">importe de la adjudicación es de $2,113´714,111.45 </span><span style="font-family:'Book Antiqua'; font-size:10pt">(Dos mil ciento trece millones setecientos catorce mil ciento once pesos 45/100 M.N.) </span><span style="font-family:'Book Antiqua'; font-size:10pt">IVA incluido</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (proyecto concluido a esta fecha)</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">2)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt">Rehabilitación del pavimento de la autopista Maravatío–Zapotlanejo, Sector 4, tramo Maravatío-Entronque Aeropuerto Morelia</span><span style="font-family:'Book Antiqua'; font-size:10pt"> con un </span><span style="font-family:'Book Antiqua'; font-size:10pt">importe de la adjudicación de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$298´875,155.38 (Doscientos noventa y ocho millones ochocientos setenta y cinco mil ciento cincuenta y cinco pesos 38/100) IVA incluido</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (proyecto en desarrollo)</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<p style="margin:0pt 0pt 8pt 14.2pt; text-align:justify; line-height:108%; font-size:11pt">
<span style="font-family:Calibri; font-size:11pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Esta visión de diversificación por tipo de cliente</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (</span><span style="font-family:'Book Antiqua'; font-size:10pt">público/privado</span><span style="font-family:'Book Antiqua'; font-size:10pt">)</span><span style="font-family:'Book Antiqua'; font-size:10pt"> rindió frutos nuevamente en el mes de </span><span style="font-family:'Book Antiqua'; font-size:10pt">febrero de 2024</span><span style="font-family:'Book Antiqua'; font-size:10pt"> cuando CALCO </span><span style="font-family:'Book Antiqua'; font-size:10pt">y C</span><span style="font-family:'Book Antiqua'; font-size:10pt">YDSSA </span><span style="font-family:'Book Antiqua'; font-size:10pt">suscribieron con la empresa Latina México, S.A. de C.V. (subsidiaria de la empresa ALEATICA, S.A.B. de C.V. , BMV:ALEATIC) el Contrato de Obra a Precios Unitarios por Unidad de Obra Terminada y Tiempo Determinado cuyo objeto es la construcción de la autopista de altas especificaciones “Atizapán Atlacomulco” con una longitud aproximada de 77 kilómetros.</span>
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<p style="margin:0pt 0pt 10pt 14.2pt; text-align:justify; line-height:115%; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:108%; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">El importe del contrato es por la cantidad de $5,823,203,790.53 (Cinco mil ochocientos veintitrés millones doscientos tres mil setecientos noventa pesos 53/100) IVA incluido con un periodo de ejecución de 730 días.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La integración vertical y el alto grado de especialización de Grupo Hycsa se lleva a cabo mediante empresas subsidiarias</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y sucursales</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de la Compañía</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> directa o indirectamente</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">p</span><span style="font-family:'Book Antiqua'; font-size:10pt">rincipalmente en las áreas de:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Dragados y obra marítima, a través de C</span><span style="font-family:'Book Antiqua'; font-size:10pt">YDSSA</span><span style="font-family:'Book Antiqua'; font-size:10pt">, así como a través de Hidrovías y Carreteras, S.A. de C.V.</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">y otras subsidiarias y sucursales ubicadas fuera de México</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Vías terrestres, a través de </span><span style="font-family:'Book Antiqua'; font-size:10pt">CALCO </span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y otras subsidiarias y sucursales ubicadas fuera de México</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Arrendamiento de Equipo de Construcción, a través de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hippo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Maquinaria.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Producción y comercialización de agregados pétreos, a través de A</span><span style="font-family:'Book Antiqua'; font-size:10pt">GREMEX</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Edificaciones horizontales y verticales, a través de HYCSA Edificaciones y Proyectos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La dirección y estrategia de todas las empresas de la Compañía se define y aprueba a nivel consolidado en el Consejo de Administración. Los </span><span style="font-family:'Book Antiqua'; font-size:10pt">d</span><span style="font-family:'Book Antiqua'; font-size:10pt">irectores </span><span style="font-family:'Book Antiqua'; font-size:10pt">g</span><span style="font-family:'Book Antiqua'; font-size:10pt">enerales de cada una de estas empresas subsidiarias son responsables por el desempeño operativo de </span><span style="font-family:'Book Antiqua'; font-size:10pt">las mismas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> frente a la Dirección General de Grupo Hycsa y a </span><span style="font-family:'Book Antiqua'; font-size:10pt">su </span><span style="font-family:'Book Antiqua'; font-size:10pt">Consejo de Administración.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Las empresas de maquinaria y agregados pétreos representan un valor agregado para Grupo Hycsa en función de su capacidad de analizar y seleccionar las mejores alternativas </span><span style="font-family:'Book Antiqua'; font-size:10pt">respecto de los agregados pétreos para los procesos de producción de carpeta asfáltica y concretos </span><span style="font-family:'Book Antiqua'; font-size:10pt">hidráulicos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> así como</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la selección y contratación de equipos de construcción </span><span style="font-family:'Book Antiqua'; font-size:10pt">para efectos de los proyectos en que se involucran las diferentes subsidiarias de la Compañía.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Estas dos actividades </span><span style="font-family:'Book Antiqua'; font-size:10pt">son consideradas pilares importantes para la Emisora y</span><span style="font-family:'Book Antiqua'; font-size:10pt">a que representan </span><span style="font-family:'Book Antiqua'; font-size:10pt">ventajas estratégicas al momento de competir por algún proyecto </span><span style="font-family:'Book Antiqua'; font-size:10pt">dado </span><span style="font-family:'Book Antiqua'; font-size:10pt">que el acceso a materiales o equipo para construcción puede significar </span><span style="font-family:'Book Antiqua'; font-size:10pt">diferencias económicas importantes al momento de elaborar una pro</span><span style="font-family:'Book Antiqua'; font-size:10pt">puesta económica.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La combinación de las actividades de Grupo Hycsa en México y Latinoamérica bajo los diferentes mecanismos de concurso ha traído consigo un crecimiento importante en ventas a lo largo de los últimos años</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y l</span><span style="font-family:'Book Antiqua'; font-size:10pt">a incorporación de proyectos APP </span><span style="font-family:'Book Antiqua'; font-size:10pt">y concesiones </span><span style="font-family:'Book Antiqua'; font-size:10pt">al Backlog nos ha permitido alcanzar mejores márgenes de rentabilidad.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Al cierre de </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">los ingresos de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa </span><span style="font-family:'Book Antiqua'; font-size:10pt">tuvieron la siguiente </span><span style="font-family:'Book Antiqua'; font-size:10pt">distribución</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">89.</span><span style="font-family:'Book Antiqua'; font-size:10pt">7</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span><span style="font-family:'Book Antiqua'; font-size:10pt">de </span><span style="font-family:'Book Antiqua'; font-size:10pt">origen nacional y el </span><span style="font-family:'Book Antiqua'; font-size:10pt">10.</span><span style="font-family:'Book Antiqua'; font-size:10pt">3</span><span style="font-family:'Book Antiqua'; font-size:10pt">% </span><span style="font-family:'Book Antiqua'; font-size:10pt">internacional</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y a partir de ese año la participación internacional ha tenido una tendencia decreciente, fundamentalmente por la conclusión de los proyectos </span><span style="font-family:'Book Antiqua'; font-size:10pt">ejecutados </span><span style="font-family:'Book Antiqua'; font-size:10pt">en Bolivia</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span><span style="font-family:'Book Antiqua'; font-size:10pt">En el </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">3</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">la participación nacional </span><span style="font-family:'Book Antiqua'; font-size:10pt">representó el 98.4% y el 1.6% para la parte internacional. Al cierre del 2024 el 99.6% fue nacional y el restante 0.4% fue internacional. Se espera que en los años por venir </span><span style="font-family:'Book Antiqua'; font-size:10pt">esta composición cambie debido al inicio de las operaciones en Paraguay </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">En cuanto al origen de </span><span style="font-family:'Book Antiqua'; font-size:10pt">los ingresos por </span><span style="font-family:'Book Antiqua'; font-size:10pt">construcción</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">en </span><span style="font-family:'Book Antiqua'; font-size:10pt">el año </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">la obra pública</span><span style="font-family:'Book Antiqua'; font-size:10pt"> tradicional</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">tuvo un</span><span style="font-family:'Book Antiqua'; font-size:10pt">a participación d</span><span style="font-family:'Book Antiqua'; font-size:10pt">el 50% </span><span style="font-family:'Book Antiqua'; font-size:10pt">de los ingresos</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">7</span><span style="font-family:'Book Antiqua'; font-size:10pt">% lo obtuvo la </span><span style="font-family:'Book Antiqua'; font-size:10pt">obra correspondiente a las </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y Concesiones </span><span style="font-family:'Book Antiqua'; font-size:10pt">y el restante </span><span style="font-family:'Book Antiqua'; font-size:10pt">23</span><span style="font-family:'Book Antiqua'; font-size:10pt">% la</span><span style="font-family:'Book Antiqua'; font-size:10pt">s obras con el sector privado.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Para el año 2023 el primer rubro representó el 34.9%, </span><span style="font-family:'Book Antiqua'; font-size:10pt">APP´s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y Concesiones el 31.9% y el restante 33.2% la parte privada.</span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Para el año 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> dicha participación se observa como sigue:</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<img 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" 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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:normal; text-decoration:none; text-transform:none; vertical-align:baseline; display:inline">1.</span><span style="font:7.0pt 'Times New Roman'">              </span><span style="font-family:'Book Antiqua'; font-size:10pt">Riesgos relacionados con nuestro negocio</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">El desempeño financiero de la Emisora y, por ende, de los Certificados Bursátiles que pudieran ser emitidos bajo el Programa</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">,</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> pueden verse afectados en forma adversa por epidemias, desastres naturales y otras catástrofes.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Cualquier acontecimiento adverso relacionados con la salud pública en México u otros países del mundo, podría tener un efecto adverso significativo en el negocio</span><span style="font-family:'Book Antiqua'; font-size:10pt">, operaciones</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y los ingresos de Grupo Hycsa. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Las repercusiones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">cualquier</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">pandemia y las medidas para impedir su propagación podrían afectar negativamente los negocios de la Emisora de diversas maneras, algunas de las cuales tal vez no sean previsibles en la actualidad</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y mucho dependerá </span><span style="font-family:'Book Antiqua'; font-size:10pt">si, al igual que en la pandemia del COVID 19, sus </span><span style="font-family:'Book Antiqua'; font-size:10pt">actividades</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">o </span><span style="font-family:'Book Antiqua'; font-size:10pt">las de </span><span style="font-family:'Book Antiqua'; font-size:10pt">sus </span><span style="font-family:'Book Antiqua'; font-size:10pt">proveedores o clientes </span><span style="font-family:'Book Antiqua'; font-size:10pt">son </span><span style="font-family:'Book Antiqua'; font-size:10pt">consideradas </span><span style="font-family:'Book Antiqua'; font-size:10pt">como esenciales </span><span style="font-family:'Book Antiqua'; font-size:10pt">y, por ende, las cadenas de suministro y mercados en los que participa la Emisora podrían verse afectadas de manera adversa. La situación cambiante e impredecible de los acontecimientos podría llegar a implicar la aparición de un riesgo de interrupción temporal de sus actividades o, en su caso, una ruptura puntual de la cadena de suministro de la Emisora. Asimismo, es previsible que la situación general de los mercados pudiera provocar un aumento general de las presiones de liquidez en la economía, entre otras causas, exacerbadas por una posible contracción del mercado de crédito. La </span><span style="font-family:'Book Antiqua'; font-size:10pt">recesión global, a la cual México no es ajeno, tiene un alto grado de incertidumbre en cuanto a su magnitud y duración.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El brote de otras epidemias o pandemias similares podría conducir a la implementación de medidas de salud pública, afectar la demanda en general y otros aspectos, que, como consecuencia, podrían afectar, a su vez, las actividades y los resultados de operación de la Emisora y sus Subsidiarias. Cualquiera de estos sucesos y otras consecuencias imprevistas sobre problemas relacionados con la salud, podría afectar en forma adversa las actividades y los resultados de operación de la Emisora y sus Afiliadas y, por ende, el de los Certificados Bursátiles.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Situación económica y de la industria de la construcción y la infraestructura.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El desarrollo de actividades centradas en infraestructura implica riesgos que están fuera de nuestro control. La industria de la infraestructura es dinámica: se presentan fluctuaciones y variaciones cíclicas constantemente. En consecuencia, los desarrollos y activos de Grupo Hycsa pudieran no generar suficientes ingresos para cubrir diversos gastos, incluyendo el servicio y amortización de la deuda concertada mediante la emisión de los Certificados Bursátiles.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El desarrollo y operación de Grupo Hycsa dependen de las condiciones económicas tanto nacionales como internacionales, por ejemplo, las que imperen en Estados Unidos e incluso en la Unión Europea, que dada la importancia global de estas economías usualmente se traducen en presiones a diferentes mercados y economías, particularmente en los mercados emergentes y/o en vías de desarrollo, como México y América Latina. En ese sentido, un panorama económico adverso nacional o internacional tendría repercusiones negativas para los resultados de la operación de la Emisora.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Desaceleración económica de los diferentes sectores objetivo.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Una desaceleración económica se traduce en un mercado en el cual el financiamiento tiende a ser limitado y con condiciones de costo y disponibilidad poco atractivas y restrictivas usualmente acompañadas de episodios de alta volatilidad. De enfrentarnos a un panorama como éste, podríamos no ser capaces de implementar adecuadamente el plan de negocios de Grupo Hycsa, no terminar proyectos en desarrollo en tiempo y forma, o poder cumplir con nuestras obligaciones y compromisos financieros en su vencimiento. El acceso a capital depende de circunstancias sobre las cuales Grupo Hycsa no tiene control, como las condiciones generales de mercado, la percepción en el mercado de nuestros ingresos actuales y potenciales en el futuro. Podríamos no estar en posición de aprovechar las ventajas de oportunidades atractivas para el crecimiento si somos incapaces de tener acceso a los mercados de capital oportunamente en términos favorables.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Riesgo de retrasos y defectos en la construcción y desarrollo de infraestructura.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Los riesgos derivados del desarrollo de infraestructura que podrían impactar negativamente nuestro desempeño financiero, incluyen, entre otros, (i) el retraso o imposibilidad de obtener autorizaciones y permisos por parte del gobierno en relación con la zonificación, impacto ambiental, construcción, entre otros; (</span><span style="font-family:'Book Antiqua'; font-size:10pt">ii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) imprecisión en los estudios para el desarrollo de los proyectos (tanto aquellos relacionados por la Emisora como aquellos realizados por proveedores o clientes); (</span><span style="font-family:'Book Antiqua'; font-size:10pt">iii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) defectos que se tengan que corregir; (</span><span style="font-family:'Book Antiqua'; font-size:10pt">iv</span><span style="font-family:'Book Antiqua'; font-size:10pt">) retrasos en el desarrollo de los proyectos por causas diversas (contractuales, ambientales, políticos, etc.); (v) aumentos en costos que excedan los previstos, que impacten desfavorablemente la rentabilidad estimada, y (vi) que las oportunidades de desarrollo que exploramos no se materialicen o que se abandonen por contingencias y que no seamos capaces de sustituir dichos proyectos por otros equivalentes, lo que podría impactar desfavorablemente en la rentabilidad estimada.</span>
</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Las consecuencias de los riesgos anteriores, de manera enunciativa pero no limitativa podrían ser: (i) gastos y costos no previstos; (</span><span style="font-family:'Book Antiqua'; font-size:10pt">ii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) imposibilidad de completar parcial o totalmente un proyecto; (</span><span style="font-family:'Book Antiqua'; font-size:10pt">iii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) imposibilidad de reiniciar los proyectos suspendidos, o (</span><span style="font-family:'Book Antiqua'; font-size:10pt">iv</span><span style="font-family:'Book Antiqua'; font-size:10pt">) impacto en los resultados de las operaciones y flujo de efectivo de la Emisora.</span>
</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Podríamos no ser capaces de </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">identificar</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> proyectos</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> y oportunidades nuevas, lo que</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> pudiera </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">afectar </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">nuestro negocio</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> a futuro</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Nuestra estrategia de crecimiento incluye la participación en proyectos individuales cuando se presentan oportunidades únicas. Nuestra capacidad de </span><span style="font-family:'Book Antiqua'; font-size:10pt">identificar y </span><span style="font-family:'Book Antiqua'; font-size:10pt">participar en dichos proyectos en condiciones satisfactorias está sujeta a los riesgos siguientes: (i) podríamos no ser capaces de </span><span style="font-family:'Book Antiqua'; font-size:10pt">identificar u </span><span style="font-family:'Book Antiqua'; font-size:10pt">obtener los proyectos deseados, ya sea por la falta de identificación de oportunidades de proyectos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> o </span><span style="font-family:'Book Antiqua'; font-size:10pt">por la condiciones ofrecidas por nuestros competidores; (</span><span style="font-family:'Book Antiqua'; font-size:10pt">ii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) podríamos necesitar incurrir en gastos y costos adicionales a los presupuestados para </span><span style="font-family:'Book Antiqua'; font-size:10pt">la identificación o </span><span style="font-family:'Book Antiqua'; font-size:10pt">el desarrollo de proyectos o para hacer mejoras necesarias a los mismos; (v) los contratos para el desarrollo de proyectos generalmente están sujetos a ciertas condiciones para el cierre y/o entrega de obras, por lo que podríamos invertir grandes cantidades de capital y tiempo antes de entregar los proyectos, lo cual podría causar presiones de liquidez importantes, y (vi) el proceso de licitación, desarrollo o posible desarrollo y construcción de un nuevo proyecto podría desviar la atención de nuestro equipo de administración del resto de las operaciones de nuestro negocio, incluyendo aquellas relacionadas con nuestra capacidad de identificar oportunidades únicas.</span>
</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">No podemos garantizar que seremos capaces de manejar exitosamente todos los factores que son necesarios para asegurar el crecimiento de Grupo Hycsa. Si no somos capaces de encontrar oportunidades de desarrollo y construcción adecuadas, o si no somos capaces de consumar los </span><span style="font-family:'Book Antiqua'; font-size:10pt">proyectos en condiciones favorables para cumplir con nuestras metas, ello podría tener un efecto adverso y significativo en el negocio, condición financiera, resultados de operaciones, perspectivas y flujo de efectivo de la Emisora.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Nuestro desempeño está parcialmente vinculado al gasto del sector público en proyectos de infraestructura.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Nuestro desempeño está parcialmente ligado al gasto del sector público en proyectos de infraestructura y a nuestra capacidad para licitar con éxito y obtener dichos contratos. El gasto del sector público, a su vez, por lo general depende de la situación de la economía del país. Una disminución del gasto del sector público, como resultado de un deterioro de la economía, cambios en la política gubernamental, u otros motivos, pueden tener un efecto adverso en nuestra situación financiera y en los resultados de nuestras operaciones. </span>
</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">En particular, la infraestructura pública de México tiene claramente marcados el inicio y conclusión de los periodos sexenales del Gobierno en turno, donde tanto el arranque como el cierre de cada ciclo gubernamental, hay una disminución importante en la ejecución de la obra pública. Las disminuciones en el número de proyectos disponibles o retrasos en licitaciones para proyectos, incluidos los retrasos en pagos para proyectos en curso, pueden ser también el resultado de cambios en la administración en cuanto a revisiones a nivel federal, estatal o local de los términos de los contratos de proyectos adjudicados por la administración anterior o que las autoridades tengan diferentes prioridades a las de la administración o autoridad anterior. Adicionalmente, el gobierno podría enfrentarse a déficits presupuestarios que le prohíban aportar fondos para proyectos propuestos o existentes, o que provoquen que el Gobierno ejerza su derecho a dar por terminados nuestros contratos con poco tiempo de anticipación o sin previo aviso. Asimismo. la disminución del precio del petróleo y gas tienen efectos en general de forma negativa </span><span style="font-family:'Book Antiqua'; font-size:10pt">para </span><span style="font-family:'Book Antiqua'; font-size:10pt">la economía de México y su gasto de infraestructura en particular. No podemos garantizar que los acontecimientos económicos y políticos, sobre los que no tenemos control, no vayan a afectar negativamente nuestro negocio, situación financiera o resultados de operación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Nuestro portafolio de contrataciones está sujeto a cancelaciones y ajustes inesperados y, por eso, es posible que no sea un indicador confiable de nuestro ingreso o ganancias en el futuro.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Nuestro portafolio de contrataciones o Backlog no es necesariamente un indicador de los ingresos de operación o las ganancias que en un futuro se obtendrían con la ejecución de dichos contratos. Nuestro Backlog, el cual representa nuestr</span><span style="font-family:'Book Antiqua'; font-size:10pt">o</span><span style="font-family:'Book Antiqua'; font-size:10pt">s </span><span style="font-family:'Book Antiqua'; font-size:10pt">ingresos </span><span style="font-family:'Book Antiqua'; font-size:10pt">esperad</span><span style="font-family:'Book Antiqua'; font-size:10pt">o</span><span style="font-family:'Book Antiqua'; font-size:10pt">s de acuerdo con contratos firmados, a menudo está sujeto a revisiones durante la vida del proyecto. No podemos asegurar que nuestro Backlog será realizado en su totalidad o que sea redituable, o que obtendremos contratos equivalentes en alcance y duración para reemplazar el portafolio de contrataciones actual. A veces pueden ocurrir cancelaciones de proyectos, ajustes de alcance o aplazamientos debido a varios factores que incluyen, entre otros, asuntos comerciales, requisitos regulatorios y el clima adverso. Tales eventos podrían tener un efecto adverso significativo sobre nuestro negocio y nuestras ganancias.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">La naturaleza de nuestro negocio nos expone a demandas potenciales por responsabilidad y controversias contractuales, lo cual es posible que reduzca nuestras utilidades.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa, a través de distintas entidades, presta servicios de ingeniería, construcción y operación de infraestructura en proyectos de grande escala, y lleva a cabo la comercialización de agregados en donde las fallas en la calidad de materiales e insumos, el diseño, la construcción o el desempeño de </span><span style="font-family:'Book Antiqua'; font-size:10pt">los mismos</span><span style="font-family:'Book Antiqua'; font-size:10pt">, según sea el caso, pueden dar como resultado daños y perjuicios </span><span style="font-family:'Book Antiqua'; font-size:10pt">sustanciales en contra de terceros o de nuestros clientes y, en consecuencia, un daño a nuestra reputación. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Hemos sido, y podríamos ser en el futuro, partes demandadas en procedimientos judiciales en los que es posible que terceros o nuestros clientes nos demanden por supuestos daños y perjuicios relacionados con nuestros proyectos y productos. Esas demandas generalmente se originan en el curso ordinario de nuestro negocio. En caso de que se determine que somos responsables, es posible que las coberturas de nuestros seguros, en caso de que existan en relación con los riesgos particulares, sean insuficientes y/o las fianzas otorgadas sean ejecutadas creando un pasivo para Grupo Hycsa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Además, aun teniendo un seguro contra tales riesgos, las pólizas pueden prever deducibles y/o primas que dan como resultado que nosotros asumamos el riesgo de un nivel de cobertura respecto a cualquiera de dichas demandas. Cualquier responsabilidad que no esté cubierta por nuestro seguro, que sobrepase el límite </span><span style="font-family:'Book Antiqua'; font-size:10pt">del mismo</span><span style="font-family:'Book Antiqua'; font-size:10pt">, o si la responsabilidad estuviera cubierta por un seguro cuyo deducible fuera alto, podría dar como resultado una pérdida para nosotros, lo cual podría reducir nuestras utilidades y el efectivo del que disponemos para llevar a cabo operaciones. Asimismo, no es posible asegurar que las instituciones de seguros o fianzas correspondientes cumplirán con sus obligaciones y, por ende, que los riesgos de la Emisora se logren cubrir desde una perspectiva económica. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Si no logramos integrar consorcios para participar en forma conjunta en proyectos, nuestra habilidad para competir y ganar ciertos contratos podría verse impactada de manera negativa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Tanto en el sector privado como en el público, ya sea como contratista principal o subcontratista o como miembro de un consorcio, podemos asociarnos con otras empresas para competir por un contrato, en donde podríamos buscar experiencia local, o cuando el proyecto requiera una estructura técnica o financiera más compleja. Un consorcio ofrece una combinación más fuerte de capacidades que una empresa que actúa de manera independiente, por lo que estos acuerdos consorciales pueden ser importantes para lograr el éxito de un proceso o propuesta de licitación de un contrato en particular. Es posible que la imposibilidad de lograr dichas relaciones en ciertos mercados, por ejemplo, en el mercado gubernamental, afecte nuestras posibilidades de obtener trabajo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Nos enfrentamos a riesgos relacionados con los requisitos de cumplimiento del proyecto y con las fechas de terminación, lo cual podría poner en riesgo nuestros resultados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">En algunos casos, hemos garantizado la finalización de un proyecto por medio de una fecha de aceptación programada o con el logro de ciertos niveles de pruebas de aceptación y desempeño. Sin embargo, existe el riesgo de que no sea posible el cumplimiento de esas metas. El hecho de no poder entregar en la fecha establecida o el no satisfacer los requisitos de cumplimiento por cualquier causa podría dar como resultado costos que superen los márgenes de utilidad proyectados, incluido el pago de daños por un monto establecido hasta por un determinado porcentaje del total del valor del contrato o garantías otorgadas por la totalidad del valor del contrato. No podemos asegurar que las sanciones financieras que surjan del incumplimiento de las fechas de aceptación garantizadas o el cumplimiento de los niveles de prueba de aceptación y cumplimiento no tengan un efecto adverso en nuestra reputación, en nuestra situación financiera y en los resultados de operación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">La incapacidad de recuperar adecuadamente pagos reclamados frente al cliente podría tener un efecto material adverso para nosotros.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Ocasionalmente entablamos reclamaciones contra clientes por falta de pago o por costos y gastos adicionales que sobrepasan el precio del contrato o por montos no incluidos en el precio del contrato original. Esa clase de reclamaciones ocurren debido a cuestiones como retrasos imputables al cliente, modificación de los gastos, costos indirectos del proyecto o cambios y/o desviaciones al alcance del proyecto inicial, que dan como resultado, tanto directa como indirectamente, costos adicionales. Estos reclamos pueden ser materia de largos procedimientos de arbitraje, litigio o procedimientos con peritos externos, y cuya resolución puede llevar un largo periodo de tiempo. Cuando se presenta esa clase de acontecimientos y hay reclamos pendientes sin resolver, podríamos invertir montos importantes de capital de trabajo para cubrir el exceso de costos y gastos mientras se resuelven los reclamos en cuestión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Las actividades de construcción y de suministro de materiales que lleva a cabo Grupo Hycsa están sujetas a un gran número de disposiciones legales en materia ambiental y de seguridad, mismas que podrían volverse más estrictas en el futuro, imponer mayores obligaciones y requerir inversiones adicionales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Las actividades de construcción y de suministro de materiales que lleva a cabo Grupo Hycsa están sujetas a una legislación muy amplia en materia ambiental y de seguridad tanto a nivel federal como estatal y municipal, así como a la supervisión por parte de las autoridades gubernamentales mexicanas responsables de la aplicación de dichas leyes y reglamentos. Entre otras cosas, dichas leyes y reglamentos requieren la obtención de autorizaciones ambientales para la construcción y operación de infraestructura, modificación en los proyectos originales y en el uso de suelo, construcciones en zona federal, o la instalación de equipo. Aun cuando se obtengan dichas autorizaciones, las leyes y reglamentos aplicables pueden hacer oneroso, difícil o económicamente inviable cumplir con las mismas y limitar las operaciones futuras. Adicionalmente, las Autoridades Gubernamentales podrían adoptar medidas en caso de incumplimiento de las leyes y reglamentos aplicables. Dichas medidas podrían incluir, entre otras, la imposición de multas y la revocación de las autorizaciones correspondientes. La promulgación de disposiciones legales más estrictas en materia ambiental y de seguridad podría requerir que se efectuaren inversiones en activos para cumplir con las mismas. Dicha desviación de fondos podría afectar en forma adversa la situación financiera y los resultados de operación de la Emisora. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Grupo Hycsa está expuesto a riesgos relacionados con la construcción, conservación y mantenimiento de proyectos de infraestructura.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">En el curso ordinario de negocios, Grupo Hycsa deberá llevar a cabo trabajos de construcción y mantenimiento de proyectos de infraestructura. Existen distintos factores que pueden elevar el costo de operación y retrasos en los procesos de mantenimiento y construcción correspondientes, tales como, escasez de materiales para construcción, problemas laborales (incluyendo aquellos relacionados con sindicatos y huelgas), desastres naturales y mal tiempo. Los incrementos en los costos y los retrasos en procesos de construcción podrían afectar la capacidad de Grupo Hycsa para cumplir con los calendarios de entrega correspondientes, lo que a su vez podría afectar adversamente sus resultados económicos. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los incrementos en costos y los retrasos en la construcción descritos en el párrafo anterior podrían limitar la capacidad de Grupo Hycsa para obtener los rendimientos proyectados, incrementar gastos de operación o sus inversiones en activos, lo que a su vez afectaría de forma adversa sus actividades, situación financiera y resultados de operación. Adicionalmente, las demoras o sobregiros presupuestales también podrían limitar la capacidad de Grupo Hycsa para modernizar sus equipos y procesos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">La obligación de cumplir con leyes, regulaciones y otras obligaciones aplicables a nuestros desarrollos, incluyendo permisos, licencias, requisitos medio ambientales y otros, puede afectar adversamente nuestra capacidad de realizar futuros desarrollos, resultar en costos o retrasos significativos y afectar adversamente nuestra estrategia de crecimiento. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Las operaciones de la Emisora están sujetas a diversas obligaciones, leyes y requisitos regulatorios. No podemos asegurar que el cumplimiento de regulaciones existentes no tenga un efecto adverso para nosotros. Nuestra estrategia de crecimiento podrá verse afectada de manera material y adversa por las condiciones para obtener permisos de operación y licencias. La falta de dichos permisos y licencias puede afectar de manera adversa y material nuestros negocios, condición financiera y nuestros resultados operativos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Reconocimiento de ingresos por construcción</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Como parte de auditoría anual sobre los estados financieros de Grupo Hycsa,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">el Auditor Externo ha identificado que </span><span style="font-family:'Book Antiqua'; font-size:10pt">existe un riesgo relacionado con el reconocimiento de ingresos asociados con las obras adicionales y órdenes de cambio incorporados al cálculo del grado de avance derivado a que pudieran representar trabajos no instruidos o no autorizados por los clientes y en consecuencia no se tenga la documentación adecuada para su in</span><span style="font-family:'Book Antiqua'; font-size:10pt">cl</span><span style="font-family:'Book Antiqua'; font-size:10pt">usión con ingresos de construcción. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:normal; text-decoration:none; text-transform:none; vertical-align:baseline; display:inline">2.</span><span style="font:7.0pt 'Times New Roman'">              </span><span style="font-family:'Book Antiqua'; font-size:10pt">Riesgos Relacionados con los Certificados Bursátiles</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Riesgo de que ciertas emisiones de Certificados Bursátiles pudieran no causar intereses moratorios. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Si la Emisora decidiere en alguna de sus emisiones de Certificados Bursátiles no incluir un apartado de intereses moratorios en caso de incumplimiento en el pago del principal, esto podría significar una desventaja para los inversionistas que decidan adquirir este tipo de valores, por lo cual se les sugiere la lectura de todos los documentos relativos a cualquiera de las emisiones de Certificados Bursátiles que lleve a cabo la Emisora al amparo del presente Programa.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:normal; text-decoration:none; text-transform:none; vertical-align:baseline; display:inline">3.</span><span style="font:7.0pt 'Times New Roman'">              </span><span style="font-family:'Book Antiqua'; font-size:10pt">Riegos relacionados con México y los Países Destino</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">La situación política relevante en México y la administración gubernamental a partir de las elecciones presidenciales de 20</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">24</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El </span><span style="font-family:'Book Antiqua'; font-size:10pt">C</span><span style="font-family:'Book Antiqua'; font-size:10pt">ongreso mexicano ha aprobado reformas estructurales significativas en </span><span style="font-family:'Book Antiqua'; font-size:10pt">sexenios </span><span style="font-family:'Book Antiqua'; font-size:10pt">anteriores</span><span style="font-family:'Book Antiqua'; font-size:10pt">, incluyendo modificaciones constitucionales que han liberalizado ciertas áreas de la economía, incluyendo el sector energético. Se espera que todas estas reformas estructurales impulsen el crecimiento económico de México en el mediano y largo plazo. Sin embargo, éste pudiera no ser el caso. La Emisora no puede predecir con exactitud si ocurrirán cambios en la política gubernamental y económica de México que pudieran afectar positiva o negativamente sus operaciones. Adicionalmente, eventos y cambios y cualquier inestabilidad en la política o economía mexicana, pueden impactar el futuro desempeño de la Emisora. El alcance de dicho impacto no puede ser </span><span style="font-family:'Book Antiqua'; font-size:10pt">predicho con exactitud. No existe garantía de que la estabilidad relativa del actual ambiente político mexicano continúe en el futuro.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El </span><span style="font-family:'Book Antiqua'; font-size:10pt">2 de junio de 2024 se llevar</span><span style="font-family:'Book Antiqua'; font-size:10pt">on</span><span style="font-family:'Book Antiqua'; font-size:10pt"> a cabo </span><span style="font-family:'Book Antiqua'; font-size:10pt">las elecciones presidenciales para el periodo 2024-2030</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en esa misma fecha se </span><span style="font-family:'Book Antiqua'; font-size:10pt">el</span><span style="font-family:'Book Antiqua'; font-size:10pt">igieron </span><span style="font-family:'Book Antiqua'; font-size:10pt">más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">19</span><span style="font-family:'Book Antiqua'; font-size:10pt"> mil </span><span style="font-family:'Book Antiqua'; font-size:10pt">cargos locales</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y 629 federales</span><span style="font-family:'Book Antiqua'; font-size:10pt">. E</span><span style="font-family:'Book Antiqua'; font-size:10pt">l resultado de dichas elecciones fue nuevamente </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">de una </span><span style="font-family:'Book Antiqua'; font-size:10pt">concentra</span><span style="font-family:'Book Antiqua'; font-size:10pt">ción </span><span style="font-family:'Book Antiqua'; font-size:10pt">como sucedió en las elecciones del 2018</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">en donde </span><span style="font-family:'Book Antiqua'; font-size:10pt">se </span><span style="font-family:'Book Antiqua'; font-size:10pt">puede</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">controlar </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">Congreso de la Unión y Congresos locales suficiente</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> para implementar reformas significativas sin requerir la aprobación del resto de los demás partidos políticos mexicanos</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">lo que </span><span style="font-family:'Book Antiqua'; font-size:10pt">significa una gran </span><span style="font-family:'Book Antiqua'; font-size:10pt">concentración de poder y cualquier inestabilidad en la política o economía mexicana como consecuencia de lo anterior pueden impactar el futuro desempeño de la Emisora y sus actividades. El alcance de dicho impacto no puede ser predicho con exactitud, pero pudiera ser adverso sobre la industria de la construcción y la industria energética, entre otras, lo cual impactaría de manera negativa nuestro negocio. Adicionalmente, no existe certeza sobre si la estabilidad relativa del actual ambiente político mexicano continuará en el futuro.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Riesgos políticos, económicos, legales y regulatorios en México y los Países Destino.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Los resultados derivados de las operaciones de la Emisora y sus Afiliadas dependerán de las condiciones económicas de los países en donde opere. En el pasado, México y los Países Objetivo ha experimentado periodos prolongados de crisis económicas, ocasionados por factores internos y externos. Estos periodos se han caracterizados por la contracción económica, inestabilidad en el tipo de cambio, alta inflación, altas tasas de interés domésticas, reducción de los flujos de capital internacionales, reducción de liquidez en el sector bancario, altas tasas de desempleo e inestabilidad social. Aunque México ha demostrado ciertos indicadores de mercado positivos en términos de crecimiento del PIB en los últimos años, las tasas de interés a largo plazo, inflación, déficit de cuenta corriente, exportaciones e inversión extranjera. No existe ninguna garantía de que las tendencias antes descritas se presentarán en el futuro. En el pasado, la economía mexicana ha experimentado devaluaciones del Peso, importantes incrementos de inflación y tasas de interés domésticas, así como inestabilidad en otros indicadores económicos, por lo que no puede haber ninguna garantía acerca de la estabilidad de la economía. De llegarse a presentar los eventos antes descritos, el desempeño financiero de la Emisora y sus Afiliadas podría verse afectado, toda vez que éstas no tienen control sobre dichos eventos. La disminución en la tasa de crecimiento de la economía mexicana o en las economías de los Países Objetivo, los periodos de crecimiento negativo, así como los incrementos en la inflación o en las tasas de interés, pueden dar lugar a un menor gasto en infraestructura y a una menor demanda de los productos y servicios de la Emisora. No existe garantía alguna de que las condiciones económicas en México o en los Países Objetivo no empeorarán, o de que éstas no tendrán un efecto adverso sobre el desempeño financiero de la Emisora. Dichas condiciones económicas también podrían impactar la capacidad de la Emisora para desarrollar sus proyectos, las valuaciones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">los mismos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> u otras condiciones al momento en que se deba realizar alguna inversión.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Acontecimientos en otros países podrían tener un efecto adverso en la economía mexicana, en el desempeño de la Emisora y sus Afiliadas.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La economía mexicana y de los Países Destino podría ser, en diversos grados, afectada por las condiciones de mercado y económicas a nivel global, por las condiciones de mercado y económicas en otros países con economías emergentes, así como por las condiciones de mercado y económicas de socios comerciales importantes, en particular Estados Unidos, cuyo mercado representa más del 80% de las exportaciones de México. Incluso cuando las condiciones económicas en otros países pueden variar significativamente respecto de las condiciones económicas en México y de los Países Objetivos, las reacciones de los inversionistas frente a los acontecimientos en otros países podrían </span><span style="font-family:'Book Antiqua'; font-size:10pt">tener un efecto adverso en el valor de mercado de los activos de la Emisora y de sus Afiliadas. En años recientes, por ejemplo, los precios de la deuda y los valores mexicanos cayeron sustancialmente como resultado de acontecimientos en Rusia, Asia y Brasil. En particular, las condiciones económicas en México están altamente correlacionadas </span><span style="font-family:'Book Antiqua'; font-size:10pt">con las condiciones económicas en Estados Unidos como resultado del T-MEC, cuyo contenido fue recientemente acordado. </span><span style="font-family:'Book Antiqua'; font-size:10pt">El impacto que tendrá el T-MEC, en particular sus cambios en relación con el tratado comercial anterior entre México, Estados Unidos y Canadá es difícil de determinar y pudiera ser significativo para la economía mexicana como un todo, lo cual podría afectar de forma adversa los negocios de la Emisora. Asimismo, existe el riesgo que el desempeño de las operaciones de la Emisora pudiera verse afectado de manera directa o indirecta derivado de imposiciones de aranceles, tarifas y/o impuestos que se deriven de tratados internacionales, incluyendo al T-MEC.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Las fluctuaciones de la moneda de cada uno de los Países Objetivo y de los países en los cuales operan nuestros proveedores y clientes, pueden afectar negativamente nuestro desempeño financiero.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Históricamente, el valor de la moneda de cada uno de los Países Destino ha experimentado fluctuaciones significativas en relación con el </span><span style="font-family:'Book Antiqua'; font-size:10pt">Dólar</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El Banco de México y el gobierno mexicano han promovido mecanismos de mercado para estabilizar tasas de cambio y proporcionar liquidez al mercado cambiario, tales como el uso de contratos de derivados extrabursátiles (</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">over-the-counter</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> derivatives</span><span style="font-family:'Book Antiqua'; font-size:10pt">) y contratos de futuros que cotizan en bolsa. No podemos asegurar que dichas medidas alcanzarán los efectos deseados y, aun alcanzándolas, se espera que el Peso permanezca sujeto a fluctuaciones significativas respecto al </span><span style="font-family:'Book Antiqua'; font-size:10pt">Dólar</span><span style="font-family:'Book Antiqua'; font-size:10pt">. A pesar de que el gobierno mexicano actualmente no restringe, y por años no ha restringido, el derecho o la capacidad de personas o entidades mexicanas o extranjeras de convertir Pesos a </span><span style="font-family:'Book Antiqua'; font-size:10pt">Dólares</span><span style="font-family:'Book Antiqua'; font-size:10pt"> o de transferir otras divisas fuera de México, el Gobierno mexicano podría instituir políticas cambiarias restrictivas en el futuro. No se puede predecir el efecto que tendría la adopción de cualquier medida de control cambiario adoptada por el Gobierno mexicano en la economía mexicana. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La fluctuación de las divisas de los Países Objetivo y del </span><span style="font-family:'Book Antiqua'; font-size:10pt">Dólar</span><span style="font-family:'Book Antiqua'; font-size:10pt">, así como de las divisas de los países en donde operan nuestro proveedores y clientes, puede tener efectos adversos en nuestra capacidad de comprar o vender materiales a precios que nos permita ser redituables. A pesar de que la Emisora lleva a cabo estrategias que, dirigidas a limitar dichos riegos, no existe garantía de que dichas estrategias serán efectivas y que las fluctuaciones de divisas no afectarán de manera adversa y material nuestros resultados. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A la fecha del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">, la Emisora no cuenta con otros valores</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">inscritos en el RNV o listados en otros mercados, distintos de los Certificados Bursátiles</span><span style="font-family:'Book Antiqua'; font-size:10pt"> HYCSA </span><span style="font-family:'Book Antiqua'; font-size:10pt">24 e HYCSA 00124</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A esta fecha la </span><span style="font-family:'Book Antiqua'; font-size:10pt">Emisora ha cumplido en tiempo y forma con sus </span><span style="font-family:'Book Antiqua'; font-size:10pt">obligaciones de reporte hacia las autoridades</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">público inversionista </span><span style="font-family:'Book Antiqua'; font-size:10pt">y otros participantes del mercado</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y que incluyen</span><span style="font-family:'Book Antiqua'; font-size:10pt"> su información anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">, su Rep</span><span style="font-family:'Book Antiqua'; font-size:10pt">orte Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Información Trimestral</span><span style="font-family:'Book Antiqua'; font-size:10pt">, entre otros</span><span style="font-family:'Book Antiqua'; font-size:10pt">, así mismo, se hace del conocimiento que durante el presente año </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">la Emisora ha entregado en forma completa y oportuna los reportes que la legislación mexicana le requieren sobre eventos relevantes. La Emisora no cotiza con ningún instrumento en el extranjero.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Los certificados bursátiles HYCSA </span><span style="font-family:'Book Antiqua'; font-size:10pt">24 e HYCSA </span><span style="font-family:'Book Antiqua'; font-size:10pt">00</span><span style="font-family:'Book Antiqua'; font-size:10pt">12</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">no han sufrido cambios o modificaciones que afecten los derechos de los tenedores de </span><span style="font-family:'Book Antiqua'; font-size:10pt">los mismos</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Los recursos obtenidos por la colocación HYCSA </span><span style="font-family:'Book Antiqua'; font-size:10pt">24 e HYCSA </span><span style="font-family:'Book Antiqua'; font-size:10pt">00</span><span style="font-family:'Book Antiqua'; font-size:10pt">12</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">fueron utilizados para fines corporativos en general.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Toda la información contenida en el presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y en cualquiera de sus anexos, podrá ser consultada por los inversionistas en las oficinas de la Emisora o en su página de internet </span><a style="color:#0563c1" href="http://www.grupohycsa.mx"><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline; color:#0563c1">www.grupohycsa.mx</span></a><span style="font-family:'Book Antiqua'; font-size:10pt">, o bien a través de la Bolsa y la CNBV, en sus oficinas, o en sus páginas de Internet </span><a style="color:#0563c1" href="http://www.bmv.com.mx"><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline; color:#0563c1">www.bmv.com.mx</span></a><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline; color:#0563c1"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><a style="color:#0563c1" href="http://www.gob.mx/cnbv"><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline; color:#0563c1">www.gob.mx/cnbv</span></a><span style="font-family:'Book Antiqua'; font-size:10pt">, respectivamente.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Conforme a lo establecido en esta sección, se otorgarán copias de la información contenida en el presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y cualquiera de sus anexos a cualquier inversionista que así lo solicite. La persona encargada de relaciones con inversionistas por parte de la Emisora es </span><span style="font-family:'Book Antiqua'; font-size:10pt">Fabiola </span><span style="font-family:'Book Antiqua'; font-size:10pt">Sarahi </span><span style="font-family:'Book Antiqua'; font-size:10pt">Avila</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Ramírez</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Subd</span><span style="font-family:'Book Antiqua'; font-size:10pt">irector</span><span style="font-family:'Book Antiqua'; font-size:10pt">a</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Finanzas</span><span style="font-family:'Book Antiqua'; font-size:10pt">, con domicilio ubicado en Calle Lope de Vega 117, piso 6, Colonia Polanco, Alcaldía Miguel Hidalgo, C.P. 11560, teléfono </span><span style="font-family:'Book Antiqua'; font-size:10pt">+52 55 </span><span style="font-family:'Book Antiqua'; font-size:10pt">5083 1650 ext. 110</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y correo electrónico </span><a style="color:#0563c1" href="mailto:atencion.inversionistas@grupohycsa.mx"><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline; color:#0563c1">atencion.inversionistas@grupohycsa.mx</span></a><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Fundada en 2011 en el Estado de Tabasco, Grupo Hycsa es una empresa constructora mexicana con </span><span style="font-family:'Book Antiqua'; font-size:10pt">más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">años de experiencia y </span><span style="font-family:'Book Antiqua'; font-size:10pt">alta especialización en el diseño, desarrollo y construcción de obras de infraestructura carretera, viales, marítimas, aeroportuarias, así como de edificaciones horizontales y verticales y construcciones en general, con presencia y actividades en México y América Latina. Desde sus orígenes en sus dos compañías predecesoras, CALCO y CYDSSA, Grupo Hycsa ha tenido una presencia importante en el sector de construcción de infraestructura en México.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Cada uno de los dos accionistas de Grupo Hycsa, Alejandro F. Calzada Prats y Luis E. Embriz Cruz, es propietario directamente del 50% de las acciones de la Compañía. Actualmente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Alejandro F. Calzada Prats</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">ocupa la </span><span style="font-family:'Book Antiqua'; font-size:10pt">p</span><span style="font-family:'Book Antiqua'; font-size:10pt">residencia del Consejo de Administración y </span><span style="font-family:'Book Antiqua'; font-size:10pt">Luis E. Embriz Cruz </span><span style="font-family:'Book Antiqua'; font-size:10pt">la </span><span style="font-family:'Book Antiqua'; font-size:10pt">Vicepresidencia del Consejo de Administración</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa es la empresa controladora </span><span style="font-family:'Book Antiqua'; font-size:10pt">de acciones que consolida las actividades de un grupo de empresas</span><span style="font-family:'Book Antiqua'; font-size:10pt">, contando con participaciones accionarias desde un </span><span style="font-family:'Book Antiqua'; font-size:10pt">98</span><span style="font-family:'Book Antiqua'; font-size:10pt">% hasta el 99.</span><span style="font-family:'Book Antiqua'; font-size:10pt">9</span><span style="font-family:'Book Antiqua'; font-size:10pt">% del capital de cada una de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> sus</span><span style="font-family:'Book Antiqua'; font-size:10pt"> subsidiarias</span><span style="font-family:'Book Antiqua'; font-size:10pt">; cada una con un enfoque, actividad y mercados </span><span style="font-family:'Book Antiqua'; font-size:10pt">objetivo propios</span><span style="font-family:'Book Antiqua'; font-size:10pt"> dentro del sector de la construcción e infraestructura. A continuación, se presenta el organigrama corporativo de las compañías que integran y que consolidan en Grupo Hycsa, éste describe la estructura corporativa y sus subsidiarias:</span>
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" 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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa se dedica al desarrollo y construcción de proyectos de infraestructura cubriendo de manera particular, aunque no exclusiva, </span><span style="font-family:'Book Antiqua'; font-size:10pt">hidrovías</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y carreteras, así como de procesos de construcción y de edificación en general. Dentro de la experiencia de Grupo Hycsa en el sector carretero destacan actividades de construcción, modernización, rehabilitación y mantenimiento de autopistas, carreteras, viaductos elevados, aeropuertos, pasos a desnivel, libramientos, puentes, </span><span style="font-family:'Book Antiqua'; font-size:10pt">pistas aéreas y de automovilismo. Actualmente</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Grupo Hycsa tiene</span><span style="font-family:'Book Antiqua'; font-size:10pt"> presencia en México, Bolivia, Colombia</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> El Salvador</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y Paraguay</span><span style="font-family:'Book Antiqua'; font-size:10pt">, siendo México</span><span style="font-family:'Book Antiqua'; font-size:10pt"> su</span><span style="font-family:'Book Antiqua'; font-size:10pt"> principal mercado con el </span><span style="font-family:'Book Antiqua'; font-size:10pt">99.5%</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de los ingresos </span><span style="font-family:'Book Antiqua'; font-size:10pt">por operaciones continuas </span><span style="font-family:'Book Antiqua'; font-size:10pt">al cierre de </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Lo anterior, bajo las siguientes modalidades de contratación:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Licitaciones públicas</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> y </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">privadas</span><span style="font-family:'Book Antiqua'; font-size:10pt">: En donde la Emisora a través de una convocatoria pública</span><span style="font-family:'Book Antiqua'; font-size:10pt"> o privada</span><span style="font-family:'Book Antiqua'; font-size:10pt">, celebra un contrato con el cliente con el objeto de adquirir un bien o la prestación de un servicio, el cual debe cumplir con determinados requisitos prefijados por el ente público</span><span style="font-family:'Book Antiqua'; font-size:10pt"> o privado</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span><span style="font-family:'Book Antiqua'; font-size:10pt">En el caso de los </span><span style="font-family:'Book Antiqua'; font-size:10pt">procedimiento</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">públicos </span><span style="font-family:'Book Antiqua'; font-size:10pt">se encuentra abierto a todos aquellos interesados que reúnan los requisitos previstos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y en el caso de los procesos privados a un número reducido de empresas que, a juicio del ente privado</span><span style="font-family:'Book Antiqua'; font-size:10pt">, reúnen el perfil necesario para encomendarles dicho proyecto</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">en ambos casos </span><span style="font-family:'Book Antiqua'; font-size:10pt">la licitación </span><span style="font-family:'Book Antiqua'; font-size:10pt">es </span><span style="font-family:'Book Antiqua'; font-size:10pt">un procedimiento cuya esencia se encuentra en la competencia.</span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Asociaciones Público-Privadas</span><span style="font-family:'Book Antiqua'; font-size:10pt">: En donde la Emisora, de forma individual o en esquemas de asociación con otras empresas del sector, nacionales y extranjeras, se encarga del financiamiento, construcción, operación y mantenimiento del proyecto por un plazo determinado, teniendo como fuente de ingreso pagos fijos por parte de entidades relacionadas al sector público, basados en el cumplimiento de diversos índices de servicio.</span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Concesiones</span><span style="font-family:'Book Antiqua'; font-size:10pt">: En donde la Emisora, de forma individual o en esquemas de asociación con otras empresas del sector, nacionales y extranjeras, asume la responsabilidad del financiamiento, construcción, operación y mantenimiento del proyecto por un tiempo determinado, siendo su fuente de ingreso el pago por el usuario de la infraestructura</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y/o mediante alguna aportación, subvención o garantía de pago por parte del cliente</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</li>
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Rehabilitación y Mantenimiento</span><span style="font-family:'Book Antiqua'; font-size:10pt">: Consiste en la construcción y mantenimiento plurianual de proyectos carreteros en donde la fuente de ingreso es 100% aportada por el cliente, condicionada al cumplimiento de </span><span style="font-family:'Book Antiqua'; font-size:10pt">ciertos </span><span style="font-family:'Book Antiqua'; font-size:10pt">estándares de calidad.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Desde la consolidación de CALCO y CYDSSA, fundadas en 199</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y 1997</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> respectivamente, Grupo Hycsa ha experimentado un crecimiento sostenido, licitando y realizando obras fuera de Tabasco, lo que motivó a sus accionistas a establecer sus oficinas centrales en la Ciudad de México en el año de 2011</span><span style="font-family:'Book Antiqua'; font-size:10pt">, las cuales se ubican </span><span style="font-family:'Book Antiqua'; font-size:10pt">actualmente </span><span style="font-family:'Book Antiqua'; font-size:10pt">en la c</span><span style="font-family:'Book Antiqua'; font-size:10pt">alle Lope de Vega 117, piso 6, Colonia Polanco, Alcaldía Miguel Hidalgo, C.P. 11560</span><span style="font-family:'Book Antiqua'; font-size:10pt">, siendo su número telefónico </span><span style="font-family:'Book Antiqua'; font-size:10pt">el +52 55</span><span style="font-family:'Book Antiqua'; font-size:10pt">50831650</span>
</p>
<p style="margin:0pt 6.25pt 0pt 7.1pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">En 201</span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt"> se funda la subsidiaria AGREMEX, como resultado de la adquisición de </span><span style="font-family:'Book Antiqua'; font-size:10pt">una</span><span style="font-family:'Book Antiqua'; font-size:10pt"> planta </span><span style="font-family:'Book Antiqua'; font-size:10pt">de agregados </span><span style="font-family:'Book Antiqua'; font-size:10pt">ubicada</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en Silao, Guanajuato. Asimismo, en 2014 se funda Hippo Maquinaria, con el objetivo de realizar compra venta, arrendamiento, mantenimiento, transporte e instalación de </span><span style="font-family:'Book Antiqua'; font-size:10pt">m</span><span style="font-family:'Book Antiqua'; font-size:10pt">aquinaria </span><span style="font-family:'Book Antiqua'; font-size:10pt">e</span><span style="font-family:'Book Antiqua'; font-size:10pt">specializada para obras de infraestructura como equipo para movimiento de tierras, equipo de pavimentación, plantas de asfalto, plantas de concreto, plantas de trituración, grúas hidráulicas, grúas torre y dragas.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">En 2014, la Compañía </span><span style="font-family:'Book Antiqua'; font-size:10pt">lleva a cabo una reorganización corporativa mediante la cual </span><span style="font-family:'Book Antiqua'; font-size:10pt">se consolida como grupo empresarial</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">segregando y </span><span style="font-family:'Book Antiqua'; font-size:10pt">operando cada línea de negocio bajo su propia subsidiaria.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Expansión Internacional</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">A partir de 2015</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Grupo Hycsa inició un proceso estratégico de análisis de oportunidades de negocio en el sector de la construcción e infraestructura en los mercados internacionales</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> con enfoque en América Latina, </span><span style="font-family:'Book Antiqua'; font-size:10pt">identificando</span><span style="font-family:'Book Antiqua'; font-size:10pt"> mercados </span><span style="font-family:'Book Antiqua'; font-size:10pt">que, a consideración de la Emisora, presentaran</span><span style="font-family:'Book Antiqua'; font-size:10pt"> dinámicas demográficas y </span><span style="font-family:'Book Antiqua'; font-size:10pt">con</span><span style="font-family:'Book Antiqua'; font-size:10pt"> crecimiento económico que representaran alternativas atractivas de crecimiento fuera del país.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Actualmente mantiene presencia en México, Colombia, Bolivia</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> El Salvador</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y Paraguay</span><span style="font-family:'Book Antiqua'; font-size:10pt">, y </span><span style="font-family:'Book Antiqua'; font-size:10pt">continúa </span><span style="font-family:'Book Antiqua'; font-size:10pt">participa</span><span style="font-family:'Book Antiqua'; font-size:10pt">ndo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> activamente en los procesos de licitaciones públicas </span><span style="font-family:'Book Antiqua'; font-size:10pt">en </span><span style="font-family:'Book Antiqua'; font-size:10pt">e</span><span style="font-family:'Book Antiqua'; font-size:10pt">stos y otros </span><span style="font-family:'Book Antiqua'; font-size:10pt">países tales como Nicaragua</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
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" 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</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Este esfuerzo de dos años culminó con la identificación de ciertos mercados objetivo, bajo dos enfoques de negocio distinto, pero ambos con carácter estratégico. Para estos efectos Grupo Hycsa definió dos diferentes categorías de mercados internacionales alternativos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Países Destino</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Países cuyo entorno económico y político se caracteriza por </span><span style="font-family:'Book Antiqua'; font-size:10pt">presentar</span><span style="font-family:'Book Antiqua'; font-size:10pt"> mayor estabilidad en la región, medid</span><span style="font-family:'Book Antiqua'; font-size:10pt">a</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">con</span><span style="font-family:'Book Antiqua'; font-size:10pt"> indicadores específicos, tales como calificaciones de crédito por parte de reconocidas agencias calificadoras internacionales, estadísticas de crecimiento económico de los últimos 5 a 10 años (PIB), acceso a los mercados de capitales internacionales, estructura democrática, que gocen de un marco normativo sólido y reconocidas políticas respecto de temas relacionados con transparencia, anticorrupción, lavado de dinero, etc.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Explorar estos mercados requirió de un esfuerzo económico importante, incluyendo el establecimiento de oficinas prospectivas y asignación de ejecutivos de Grupo Hycsa a esos mercados, junto con la eventual contratación de personal local.</span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Dentro de este grupo de países Grupo Hycsa tiene actualmente actividades y presencia en Colombia</span><span style="font-family:'Book Antiqua'; font-size:10pt"> siendo en este último país donde </span><span style="font-family:'Book Antiqua'; font-size:10pt">se </span><span style="font-family:'Book Antiqua'; font-size:10pt">concentra</span><span style="font-family:'Book Antiqua'; font-size:10pt">n</span><span style="font-family:'Book Antiqua'; font-size:10pt"> las labores administrativas para </span><span style="font-family:'Book Antiqua'; font-size:10pt">nuestras operaciones fuera de México</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">En Colombia su operación se realiza a través de </span><span style="font-family:'Book Antiqua'; font-size:10pt">diversas </span><span style="font-family:'Book Antiqua'; font-size:10pt">subsidiarias</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de Grupo Hycsa, obteniendo </span><span style="font-family:'Book Antiqua'; font-size:10pt">la primera asignación de un proceso de licitación en el año 2017. </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pos</span><span style="font-family:'Book Antiqua'; font-size:10pt">terior a esa primera asignación </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa alcanzó un total de 26 millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Dólares</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">(</span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">540.44</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones de pesos aproximadamente) </span><span style="font-family:'Book Antiqua'; font-size:10pt">de Backlog en </span><span style="font-family:'Book Antiqua'; font-size:10pt">dicho país</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Actualmente</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la Compañía </span><span style="font-family:'Book Antiqua'; font-size:10pt">continúa</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">analizando y concursando </span><span style="font-family:'Book Antiqua'; font-size:10pt">de forma recurrente </span><span style="font-family:'Book Antiqua'; font-size:10pt">proyectos en este país.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Países Oportunidad</span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Este segundo grupo de mercados internacionales lo constituyen países que</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en la opinión de Grupo Hycsa y sus asesores externos</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> no necesariamente ofrecen una estabilidad económica y política en el corto y mediano plazo, pero que no obstante cuentan con atractivos proyectos de infraestructura constructiva bajo el auspicio y promoción de organismos y agencias multilaterales que se estructuran, desarrollan y construyen bajo programas de garantías de dichas instituciones, lo que elimina el “Riesgo País” y permite licitar proyectos con un atractivo perfil de riesgo financiero, dada la existencia de dichos programas de garantía.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A</span><span style="font-family:'Book Antiqua'; font-size:10pt"> lo largo </span><span style="font-family:'Book Antiqua'; font-size:10pt">de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">l</span><span style="font-family:'Book Antiqua'; font-size:10pt">os últimos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> año</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa concursó </span><span style="font-family:'Book Antiqua'; font-size:10pt">activamente</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en el</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">P</span><span style="font-family:'Book Antiqua'; font-size:10pt">ipeline </span><span style="font-family:'Book Antiqua'; font-size:10pt">de construcción del </span><span style="font-family:'Book Antiqua'; font-size:10pt">Perú, Bolivia, Nicaragua</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">El Salvador</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y Paraguay</span><span style="font-family:'Book Antiqua'; font-size:10pt">, principalmente bajo el auspicio, promoción y programas de garantía de BID, CAF</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el Banco Mundial</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y más recientemente con FONPLATA</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (</span><span style="font-family:'Book Antiqua'; font-size:10pt">anteriormente conocido como Fondo Financiero para el Desarrollo de los Países de la</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><a style="color:#000000" href="https://es.wikipedia.org/wiki/Cuenca_del_Plata"><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:none">Cuenca del Plata</span></a><span style="font-family:'Book Antiqua'; font-size:10pt">)</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> En el caso de Bolivia </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el mes de </span><span style="font-family:'Book Antiqua'; font-size:10pt">junio</span><span style="font-family:'Book Antiqua'; font-size:10pt"> del 2021 </span><span style="font-family:'Book Antiqua'; font-size:10pt">se le adjudicó </span><span style="font-family:'Book Antiqua'; font-size:10pt">su último </span><span style="font-family:'Book Antiqua'; font-size:10pt">proyecto </span><span style="font-family:'Book Antiqua'; font-size:10pt">a CALCO Sucursal Bolivia </span><span style="font-family:'Book Antiqua'; font-size:10pt">(adicionalmente a los dos </span><span style="font-family:'Book Antiqua'; font-size:10pt">proyectos carreteros </span><span style="font-family:'Book Antiqua'; font-size:10pt">que ya desarrolló </span><span style="font-family:'Book Antiqua'; font-size:10pt">la Empresa</span><span style="font-family:'Book Antiqua'; font-size:10pt">) consistente</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">la construcción </span><span style="font-family:'Book Antiqua'; font-size:10pt">de </span><span style="font-family:'Book Antiqua'; font-size:10pt">los Puentes </span><span style="font-family:'Book Antiqua'; font-size:10pt">Tumupasa-Ixiamas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Lote 2A que forma parte del Proyecto de Carreteras Nacionales e Infraestructura Aeroportuaria (P122007).</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Este proyecto incluye las fases de Diseño y Construcción con un periodo de ejecución total de 420 días, un costo de USD $8.4 millones (</span><span style="font-family:'Book Antiqua'; font-size:10pt">aproximadamente </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">174.60</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones de pesos </span><span style="font-family:'Book Antiqua'; font-size:10pt">IVA incluido) y cuenta con el financiamiento del Banco Mundial</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Posteriormente en el mes de mayo de 2021</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">se iniciaron operaciones </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el segmento de Países Oportunidad </span><span style="font-family:'Book Antiqua'; font-size:10pt">en </span><span style="font-family:'Book Antiqua'; font-size:10pt">El Salvador, donde </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el mes de mayo del 2021</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Grupo Hycsa adjudicó junto con su socio </span><span style="font-family:'Book Antiqua'; font-size:10pt">ICA Constructora, S.A. de C.V. (Subsidiaria de Empresas ICA, S.A.B. de C.V.; </span><span style="font-family:'Book Antiqua'; font-size:10pt">BMV:ICA</span><span style="font-family:'Book Antiqua'; font-size:10pt">)</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">desarrollo del proyecto denominado “Hospital Nacional de Zona Norte de San Salvador</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span><span style="font-family:'Book Antiqua'; font-size:10pt">Este proyecto incluye las fases de Diseño y Construcción con un periodo de ejecución total de 29 meses y un costo de USD $24 millones (</span><span style="font-family:'Book Antiqua'; font-size:10pt">aproximadamente $</span><span style="font-family:'Book Antiqua'; font-size:10pt">406.1</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones de pesos </span><span style="font-family:'Book Antiqua'; font-size:10pt">IVA incluido) y cuenta con el apoyo financiero del </span><span style="font-family:'Book Antiqua'; font-size:10pt">BID</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Respecto de este proyecto </span><span style="font-family:'Book Antiqua'; font-size:10pt">es importante mencionar que</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">derivado de una </span><span style="font-family:'Book Antiqua'; font-size:10pt">re-evaluación</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de las necesidades del Ministerio de Salud</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de El Salvador</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">se suscribió </span><span style="font-family:'Book Antiqua'; font-size:10pt">una modificación a</span><span style="font-family:'Book Antiqua'; font-size:10pt">l </span><span style="font-family:'Book Antiqua'; font-size:10pt">contrato </span><span style="font-family:'Book Antiqua'; font-size:10pt">original </span><span style="font-family:'Book Antiqua'; font-size:10pt">en donde se amplía el monto de la obra para quedar en USD $29.6 millones (</span><span style="font-family:'Book Antiqua'; font-size:10pt">aproximadamente $</span><span style="font-family:'Book Antiqua'; font-size:10pt">500.8</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millon</span><span style="font-family:'Book Antiqua'; font-size:10pt">es de pesos </span><span style="font-family:'Book Antiqua'; font-size:10pt">IVA incluido) lo que equivale a un incremento de 23.33% en su valor y así mismo han incrementado el periodo de ejecución de 29 a 33 meses.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Como se mencionó anteriormente, el último País Oportunidad donde se abrieron operaciones fue Paraguay donde Grupo Hycsa, a través de su subsidiaria CALCO, suscribió con el </span><span style="font-family:'Book Antiqua'; font-size:10pt">Ministerio de Obras Públicas y Comunicaciones del Gobierno de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> ese país el contrato para </span><span style="font-family:'Book Antiqua'; font-size:10pt">la ejecución del Lote 3 del proyecto “Catastro, indemnización, construcción y mantenimiento por niveles de servicio de la pavimentación de la ruta nacional PY-17, tramo Pedro Juan Caballero - Zanja </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pyta</span><span style="font-family:'Book Antiqua'; font-size:10pt"> - Capitán </span><span style="font-family:'Book Antiqua'; font-size:10pt">Bado</span><span style="font-family:'Book Antiqua'; font-size:10pt"> - </span><span style="font-family:'Book Antiqua'; font-size:10pt">Itanara</span><span style="font-family:'Book Antiqua'; font-size:10pt"> - YPEJHU, Departamentos de Amambay y </span><span style="font-family:'Book Antiqua'; font-size:10pt">Canindeyu</span><span style="font-family:'Book Antiqua'; font-size:10pt">, República del Paraguay</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El Proyecto asciende a la cantidad de USD 56</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span><span style="font-family:'Book Antiqua'; font-size:10pt">9 millones </span><span style="font-family:'Book Antiqua'; font-size:10pt">IVA incluido </span><span style="font-family:'Book Antiqua'; font-size:10pt">(aproximadamente $1,182.47 millones de pesos) </span><span style="font-family:'Book Antiqua'; font-size:10pt">como presupuesto de referencia y se compone de las etapas de: i) Ejecución de Catastro (6 meses), </span><span style="font-family:'Book Antiqua'; font-size:10pt">ii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) Construcción de Obras (24 meses) y </span><span style="font-family:'Book Antiqua'; font-size:10pt">iii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) Mantenimiento por Niveles de Servicio (60 meses) para totalizar un periodo contractual de ejecución de 90 meses.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">A continuación, se incluye un resumen de la historia y alguno de los principales hitos de negocio de Grupo Hycsa: </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
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width="576" height="417" alt="Escala de tiempo

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<span style="font-family:'Book Antiqua'; font-size:10pt">La actividad de Grupo Hycsa tiene un alto componente de participación por parte del sector público, tanto a nivel federal como a nivel estatal. De igual forma, la participación de la Compañía </span><span style="font-family:'Book Antiqua'; font-size:10pt">en México </span><span style="font-family:'Book Antiqua'; font-size:10pt">a nivel estatal se limita, sin excepción alguna, a los Estados que </span><span style="font-family:'Book Antiqua'; font-size:10pt">se encuentran en el </span><span style="font-family:'Book Antiqua'; font-size:10pt">“</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt">emáforo </span><span style="font-family:'Book Antiqua'; font-size:10pt">v</span><span style="font-family:'Book Antiqua'; font-size:10pt">erde”</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">d</span><span style="font-family:'Book Antiqua'; font-size:10pt">el Sistema de Alertas de la SHCP,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">mismo que considera el</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">nivel de endeudamiento y otros aspectos </span><span style="font-family:'Book Antiqua'; font-size:10pt">relacionados</span><span style="font-family:'Book Antiqua'; font-size:10pt"> al </span><span style="font-family:'Book Antiqua'; font-size:10pt">cumplimiento </span><span style="font-family:'Book Antiqua'; font-size:10pt">de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la Ley de Disciplina</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Financiera de las Entidades Federativas y Municipios</span><span style="font-family:'Book Antiqua'; font-size:10pt">. La actividad a nivel federal y estatal se lleva a cabo a través de una dinámica participación en procesos de licitación con diferentes entidades, incluyendo secretarías de estado, empresas productivas del Estado y agencias gubernamentales, tales como la </span><span style="font-family:'Book Antiqua'; font-size:10pt">SICT</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y las secretarías correspondientes de los Estados, PEMEX, BANOBRAS, CONAPESCA, CONAGUA, etc.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Por otro lado, la empresa ha continuado con sus esfuerzos de diversificación tanto de proyectos como de clientes, tanto públicos como privados, y en este último rubro destaca</span><span style="font-family:'Book Antiqua'; font-size:10pt">n los resultados </span><span style="font-family:'Book Antiqua'; font-size:10pt">obtenidos </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el mes de febrero de 2022 </span><span style="font-family:'Book Antiqua'; font-size:10pt">cuando </span><span style="font-family:'Book Antiqua'; font-size:10pt">el departamento de Compras de la empresa Red de Carreteras de Occidente, S.A.B. de C.V. (BMV:RCO), empresa perteneciente a Grupo Abertis, notificó el fallo sobre el proceso de cotización número RCO-DT/AM-006-21 Paquete Este para trabajos de Rehabilitación de Infraestructura Carretera, al consorcio constituido por CALCO y CYDSSA y </span><span style="font-family:'Book Antiqua'; font-size:10pt">Rubau</span><span style="font-family:'Book Antiqua'; font-size:10pt"> México</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> El importe de la adjudicación </span><span style="font-family:'Book Antiqua'; font-size:10pt">fue</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">de $1,553´960,727.00 más IVA con un periodo de ejecución de 2 años e incluye distintos tramos carreteros ubicados en el centro del país.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Cabe mencionar que derivado del buen desempeño en la ejecución de este proyecto, RCO invitó a la Emisora nuevamente en conjunto con </span><span style="font-family:'Book Antiqua'; font-size:10pt">Rubau</span><span style="font-family:'Book Antiqua'; font-size:10pt"> México a participar en dos proyectos adicionales con las siguientes características:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">1)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt">Modernización de Infraestructura carretera Maravatío–</span><span style="font-family:'Book Antiqua'; font-size:10pt">Irimbo</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Irimbo</span><span style="font-family:'Book Antiqua'; font-size:10pt">-Tuxpan y Tuxpan-</span><span style="font-family:'Book Antiqua'; font-size:10pt">Zitacuaro</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt"> con</span><span style="font-family:'Book Antiqua'; font-size:10pt"> un </span><span style="font-family:'Book Antiqua'; font-size:10pt">importe de la adjudicación es de $2,113´714,111.45 </span><span style="font-family:'Book Antiqua'; font-size:10pt">(Dos mil ciento trece millones setecientos catorce mil ciento once pesos 45/100 M.N.) </span><span style="font-family:'Book Antiqua'; font-size:10pt">IVA incluido</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (proyecto concluido a esta fecha)</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">2)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt">Rehabilitación del pavimento de la autopista Maravatío–Zapotlanejo, Sector 4, tramo Maravatío-Entronque Aeropuerto Morelia</span><span style="font-family:'Book Antiqua'; font-size:10pt"> con un </span><span style="font-family:'Book Antiqua'; font-size:10pt">importe de la adjudicación de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$298´875,155.38 (Doscientos noventa y ocho millones ochocientos setenta y cinco mil ciento cincuenta y cinco pesos 38/100) IVA incluido</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (proyecto en desarrollo)</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Esta visión de diversificación por tipo de cliente (público/privado) rindió frutos nuevamente en el mes de febrero de 2024 cuando CALCO y CYDSSA suscribieron con la empresa Latina México, S.A. de C.V. (subsidiaria de la empresa ALEATICA, S.A.B. de C.V. , BMV:ALEATIC) el Contrato de Obra a Precios Unitarios por Unidad de Obra Terminada y Tiempo Determinado cuyo objeto es la construcción de la autopista de altas especificaciones “Atizapán Atlacomulco” con una longitud aproximada de 77 kilómetros.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El importe del contrato es por la cantidad de $5,823,203,790.53 (Cinco mil ochocientos veintitrés millones doscientos tres mil setecientos noventa pesos 53/100) IVA incluido con un periodo de ejecución de 730 días.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La integración vertical y el alto grado de especialización de Grupo Hycsa se lleva a cabo mediante empresas subsidiarias</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y sucursales</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de la Compañía</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> directa o indirectamente</span><span style="font-family:'Book Antiqua'; font-size:10pt">, p</span><span style="font-family:'Book Antiqua'; font-size:10pt">rincipalmente en las áreas de:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Producción y comercialización de agregados pétreos, a través de </span><span style="font-family:'Book Antiqua'; font-size:10pt">AGREMEX </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Arrendamiento de Equipo de Construcción, a través de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hippo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Maquinaria</span>
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" width="297" height="101" alt="Tractor en construcción

Descripción generada automáticamente" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Edificaciones horizontales y verticales, a través de HYCSA Edificaciones y Proyectos</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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" width="304" height="86" alt="Imagen que contiene pasto, exterior, camino, edificio

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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Dragados y obra marítima, a través de C</span><span style="font-family:'Book Antiqua'; font-size:10pt">YDSSA</span><span style="font-family:'Book Antiqua'; font-size:10pt">, así como a través de Hidrovías y Carreteras</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y otras subsidiarias y sucursales ubicadas fuera de México</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</li>
</ul>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<img 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" width="292" height="107" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Vías terrestres, a través de </span><span style="font-family:'Book Antiqua'; font-size:10pt">CALCO</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y otras subsidiarias y sucursales ubicadas fuera de México</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</li>
</ul>
<p style="margin:0pt 0pt 10pt 28.35pt; text-align:center; widows:0; orphans:0">
<img 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" width="314" height="106" alt="Una carretera con coches

Descripción generada automáticamente" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">En los </span><span style="font-family:'Book Antiqua'; font-size:10pt">3 </span><span style="font-family:'Book Antiqua'; font-size:10pt">últimos años </span><span style="font-family:'Book Antiqua'; font-size:10pt">la subsidiaria encargada de la extracción, producción y venta de agregados pétreos </span><span style="font-family:'Book Antiqua'; font-size:10pt">ha vendido </span><span style="font-family:'Book Antiqua'; font-size:10pt">prácticamente </span><span style="font-family:'Book Antiqua'; font-size:10pt">la totalidad de sus </span><span style="font-family:'Book Antiqua'; font-size:10pt">productos </span><span style="font-family:'Book Antiqua'; font-size:10pt">a entidades </span><span style="font-family:'Book Antiqua'; font-size:10pt">no </span><span style="font-family:'Book Antiqua'; font-size:10pt">relacionadas con la Compañía, para el caso </span><span style="font-family:'Book Antiqua'; font-size:10pt">de la renta de maquinaria especializada, </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">promedio</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de</span><span style="font-family:'Book Antiqua'; font-size:10pt">l mismo periodo </span><span style="font-family:'Book Antiqua'; font-size:10pt">de los ingresos de </span><span style="font-family:'Book Antiqua'; font-size:10pt">H</span><span style="font-family:'Book Antiqua'; font-size:10pt">ippo Maquinaria </span><span style="font-family:'Book Antiqua'; font-size:10pt">por operaciones </span><span style="font-family:'Book Antiqua'; font-size:10pt">de renta </span><span style="font-family:'Book Antiqua'; font-size:10pt">realizadas </span><span style="font-family:'Book Antiqua'; font-size:10pt">con entidades no relacionadas a la Compañía</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">es del </span><span style="font-family:'Book Antiqua'; font-size:10pt">del 97.32% en 2022, 26.43% en 2023 y del 17.62% en el 2024</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La dirección y estrategia de todas las empresas de la Compañía se define y aprueba a nivel consolidado en el Consejo de Administración. Los </span><span style="font-family:'Book Antiqua'; font-size:10pt">d</span><span style="font-family:'Book Antiqua'; font-size:10pt">irectores </span><span style="font-family:'Book Antiqua'; font-size:10pt">g</span><span style="font-family:'Book Antiqua'; font-size:10pt">enerales de estas dos empresas subsidiarias son responsables por el desempeño operativo de </span><span style="font-family:'Book Antiqua'; font-size:10pt">las mismas </span><span style="font-family:'Book Antiqua'; font-size:10pt">frente a la Dirección General y </span><span style="font-family:'Book Antiqua'; font-size:10pt">al </span><span style="font-family:'Book Antiqua'; font-size:10pt">Consejo de Administración</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">de Grupo Hycsa</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Las empresas de maquinaria y agregados pétreos representan un valor agregado para Grupo Hycsa en función de su capacidad de analizar y seleccionar las mejores alternativas para efectos de los proyectos en que se involucran las diferentes subsidiarias de la Compañía, respecto de </span><span style="font-family:'Book Antiqua'; font-size:10pt">sus </span><span style="font-family:'Book Antiqua'; font-size:10pt">respectivas </span><span style="font-family:'Book Antiqua'; font-size:10pt">especialidades,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> es decir, </span><span style="font-family:'Book Antiqua'; font-size:10pt">los agregados pétreos para los procesos de producción de carpeta asfáltica y concretos </span><span style="font-family:'Book Antiqua'; font-size:10pt">hidráulicos,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> así como</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la selección y contratación de equipos de construcción.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> y Concesiones</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A lo largo de los últimos años Grupo Hycsa ha desarrollado experiencia para los concursos de obra pública financiada bajo la figura de las </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt">, así como de las concesiones. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Para acelerar la curva de aprendizaje y conocer de manera oportuna la operación de los países latinoamericanos, Grupo Hycsa se ha dado a la tarea de identificar empresas competitivas y de buena reputación</span><span style="font-family:'Book Antiqua'; font-size:10pt"> con las cuales pueda desarrollar proyectos de forma conjunta.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Este proceso de selección y </span><span style="font-family:'Book Antiqua'; font-size:10pt">análisis </span><span style="font-family:'Book Antiqua'; font-size:10pt">es </span><span style="font-family:'Book Antiqua'; font-size:10pt">conducido por el área de Cumplimiento </span><span style="font-family:'Book Antiqua'; font-size:10pt">de HYCSA </span><span style="font-family:'Book Antiqua'; font-size:10pt">e</span><span style="font-family:'Book Antiqua'; font-size:10pt"> incluye</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">(i) </span><span style="font-family:'Book Antiqua'; font-size:10pt">el llenado de un formato de </span><span style="font-family:'Book Antiqua'; font-size:10pt">c</span><span style="font-family:'Book Antiqua'; font-size:10pt">onocimiento de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">general de la empresa</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">sus accionistas y personas relacionadas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (KYC)</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y del Beneficiario Controlador</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">(</span><span style="font-family:'Book Antiqua'; font-size:10pt">ii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) </span><span style="font-family:'Book Antiqua'; font-size:10pt">se hace la búsqueda de todas las personas físicas y morales en las listas negras del S</span><span style="font-family:'Book Antiqua'; font-size:10pt">ervicio de </span><span style="font-family:'Book Antiqua'; font-size:10pt">A</span><span style="font-family:'Book Antiqua'; font-size:10pt">dministración </span><span style="font-family:'Book Antiqua'; font-size:10pt">T</span><span style="font-family:'Book Antiqua'; font-size:10pt">ributaria</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (SAT)</span><span style="font-family:'Book Antiqua'; font-size:10pt">, portales de transparencia, portal </span><span style="font-family:'Book Antiqua'; font-size:10pt">de la </span><span style="font-family:'Book Antiqua'; font-size:10pt">U</span><span style="font-family:'Book Antiqua'; font-size:10pt">nidad de </span><span style="font-family:'Book Antiqua'; font-size:10pt">I</span><span style="font-family:'Book Antiqua'; font-size:10pt">nteligencia </span><span style="font-family:'Book Antiqua'; font-size:10pt">F</span><span style="font-family:'Book Antiqua'; font-size:10pt">inanciera</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (UIF)</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">G</span><span style="font-family:'Book Antiqua'; font-size:10pt">rupo de </span><span style="font-family:'Book Antiqua'; font-size:10pt">A</span><span style="font-family:'Book Antiqua'; font-size:10pt">cción </span><span style="font-family:'Book Antiqua'; font-size:10pt">F</span><span style="font-family:'Book Antiqua'; font-size:10pt">inanciera</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">I</span><span style="font-family:'Book Antiqua'; font-size:10pt">nternacional (GAFI)</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Lista de sanciones del reino Unido, O</span><span style="font-family:'Book Antiqua'; font-size:10pt">rganización de las </span><span style="font-family:'Book Antiqua'; font-size:10pt">N</span><span style="font-family:'Book Antiqua'; font-size:10pt">aciones </span><span style="font-family:'Book Antiqua'; font-size:10pt">U</span><span style="font-family:'Book Antiqua'; font-size:10pt">nidas (ONU)</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Banco Mundial, lista negra del BID y en la Lista Clinton</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">emitida por la </span><span style="font-family:'Book Antiqua'; font-size:10pt">OFAC (Office </span><span style="font-family:'Book Antiqua'; font-size:10pt">of</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Foreign</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Assets</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Control)</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y (</span><span style="font-family:'Book Antiqua'; font-size:10pt">iii</span><span style="font-family:'Book Antiqua'; font-size:10pt">)</span><span style="font-family:'Book Antiqua'; font-size:10pt"> una vez evaluada toda la información contenida en el</span><span style="font-family:'Book Antiqua'; font-size:10pt"> formato de conocimiento de la empresa</span><span style="font-family:'Book Antiqua'; font-size:10pt">, se emite un dictamen </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el cual se consideran las noticias negativas en materia de PLD, Corrupción y Financiamiento al Terrorismo o en la comisión de algún delito, </span><span style="font-family:'Book Antiqua'; font-size:10pt">a través del Cuestionario KYC </span><span style="font-family:'Book Antiqua'; font-size:10pt">en su apartado de Cumplimiento, se analiza </span><span style="font-family:'Book Antiqua'; font-size:10pt">su grado de apego a un </span><span style="font-family:'Book Antiqua'; font-size:10pt">p</span><span style="font-family:'Book Antiqua'; font-size:10pt">rograma de </span><span style="font-family:'Book Antiqua'; font-size:10pt">c</span><span style="font-family:'Book Antiqua'; font-size:10pt">umplimiento y responsabilidad en cuanto al cuidado de la información de sus clientes y terceros y en su caso se solicita conocer las políticas de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> c</span><span style="font-family:'Book Antiqua'; font-size:10pt">umplimiento de Hycsa y apegarse a cumplir principalmente con las políticas anticorrupción y PLD</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Por otro lado, con la finalidad de </span><span style="font-family:'Book Antiqua'; font-size:10pt">disminuir el riesgo y el apalancamiento financiero, entre otros factores, Grupo Hycsa mantiene una constante búsqueda de alianzas estratégicas en proyectos bajo la modalidad de APP y de concesiones, logrando distribuir de manera eficiente y responsable sus capacidades. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Para el caso de proyectos especializados como lo son cimentaciones profundas especializadas, entre otros, Grupo Hycsa mantiene constante contacto con empresas internacionales que ofrecen una solución tecnológica, lo que permite a Grupo Hycsa participar de manera activa en oportunidades que otras empresas del sector pudieran descartar.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El mecanismo de las APPs y/o concesiones ha sido desarrollado y regulado por el Gobierno de la República como una ágil alternativa para combinar recursos gubernamentales a diferentes niveles, con recursos provenientes del sector privado, a efecto de acelerar el desarrollo, construcción y operación de proyectos de infraestructura tanto a nivel federal como estatal</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Las </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y/o concesiones requieren de aportaciones importantes de capital inicial de ambos sectores y ofrecen contraprestaciones a través de contratos de operación y mantenimiento de largo plazo, lo que permite al sector privado estructurar atractivos programas de capital y financiamiento para estos proyectos, debido a la certidumbre inherente a estos esquemas respecto de las fuentes específicas de repago y su perfil de riesgo crediticio y financiero.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El posicionamiento de Grupo Hycsa en este tipo de licitaciones es el fruto de una cobertura nacional de más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">años durante los que se han desarrollado relaciones cercanas de la Compañía con los Estados y las Secretarías de Estado, lo que le ha valido conocer y familiarizarse con los proyectos y </span><span style="font-family:'Book Antiqua'; font-size:10pt">necesidades de infraestructura </span><span style="font-family:'Book Antiqua'; font-size:10pt">federales</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y estatales.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Al cierre de </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">, el Backlog de Grupo Hycsa bajo proyectos </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y Concesiones </span><span style="font-family:'Book Antiqua'; font-size:10pt">representó el </span><span style="font-family:'Book Antiqua'; font-size:10pt">52.5</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de su Backlog total, con un valor </span><span style="font-family:'Book Antiqua'; font-size:10pt">contratado</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$11,639 </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt">, mientras que al cierre de </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">3</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">represent</span><span style="font-family:'Book Antiqua'; font-size:10pt">ó</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el </span><span style="font-family:'Book Antiqua'; font-size:10pt">41.69% </span><span style="font-family:'Book Antiqua'; font-size:10pt">del total de Backlog registrado, con un valor estimado de</span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">13,028</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span><span style="font-family:'Book Antiqua'; font-size:10pt">Finalmente</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> para el año </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">este tipo de proyectos representan la cantidad de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">12,783</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones de pesos y representan el </span><span style="font-family:'Book Antiqua'; font-size:10pt">43.42</span><span style="font-family:'Book Antiqua'; font-size:10pt">% del total.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Dicho Backlog incluye </span><span style="font-family:'Book Antiqua'; font-size:10pt">obra y proyectos que hayan sido efectivamente asignados o adjudicados, según el procedimiento de procuración correspondiente, en favor de la Emisora (directa o indirectamente) o a alguna de sus subsidiarias y/o asociadas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> que no consolidan.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Al cierre del </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa cuenta con un total de Backlog, nacional y extranjero, propio y en asociaciones, con un valor de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">29,443</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt">, el cual se ha ido ejecutando a lo largo de los últimos años</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">teniendo un</span><span style="font-family:'Book Antiqua'; font-size:10pt"> remanente por un total de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">20</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt">165</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">que </span><span style="font-family:'Book Antiqua'; font-size:10pt">se ejecutará en los próximos años, tanto en lo referente a construcción de los proyectos, como la actividad relativa a mantenimiento y conservación de los contratos APP</span><span style="font-family:'Book Antiqua'; font-size:10pt"> o Concesiones</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La combinación de las actividades de Grupo Hycsa en México y Latinoamérica bajo los diferentes mecanismos de concurso ha traído consigo un crecimiento </span><span style="font-family:'Book Antiqua'; font-size:10pt">muy </span><span style="font-family:'Book Antiqua'; font-size:10pt">importante en </span><span style="font-family:'Book Antiqua'; font-size:10pt">Ingresos Totales</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">a lo largo de los últimos tres años, pasando de una facturación de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">5,284</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en </span><span style="font-family:'Book Antiqua'; font-size:10pt">2022</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">a </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">8,877</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> al cierre de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La incorporación de proyectos APP al Backlog nos ha permitido alcanzar mejores márgenes de rentabilidad, que en los últimos tres años han observado un </span><span style="font-family:'Book Antiqua'; font-size:10pt">M</span><span style="font-family:'Book Antiqua'; font-size:10pt">argen </span><span style="font-family:'Book Antiqua'; font-size:10pt">después de Gastos de Operación </span><span style="font-family:'Book Antiqua'; font-size:10pt">y un </span><span style="font-family:'Book Antiqua'; font-size:10pt">M</span><span style="font-family:'Book Antiqua'; font-size:10pt">argen de EBITDA </span><span style="font-family:'Book Antiqua'; font-size:10pt">Ajustado </span><span style="font-family:'Book Antiqua'; font-size:10pt">que ha fluctuado entre un </span><span style="font-family:'Book Antiqua'; font-size:10pt">11</span><span style="font-family:'Book Antiqua'; font-size:10pt">% y </span><span style="font-family:'Book Antiqua'; font-size:10pt">8.</span><span style="font-family:'Book Antiqua'; font-size:10pt">7</span><span style="font-family:'Book Antiqua'; font-size:10pt">% y </span><span style="font-family:'Book Antiqua'; font-size:10pt">entre un </span><span style="font-family:'Book Antiqua'; font-size:10pt">11.0</span><span style="font-family:'Book Antiqua'; font-size:10pt">9</span><span style="font-family:'Book Antiqua'; font-size:10pt">% </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">12.9</span><span style="font-family:'Book Antiqua'; font-size:10pt">% </span><span style="font-family:'Book Antiqua'; font-size:10pt">respectivamente entre </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Al cierre de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2022</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">los ingresos de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa </span><span style="font-family:'Book Antiqua'; font-size:10pt">tuvieron la siguiente </span><span style="font-family:'Book Antiqua'; font-size:10pt">distribución</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">89.</span><span style="font-family:'Book Antiqua'; font-size:10pt">7</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span><span style="font-family:'Book Antiqua'; font-size:10pt">de origen nacional y el 10.</span><span style="font-family:'Book Antiqua'; font-size:10pt">3</span><span style="font-family:'Book Antiqua'; font-size:10pt">% </span><span style="font-family:'Book Antiqua'; font-size:10pt">internacional. En el </span><span style="font-family:'Book Antiqua'; font-size:10pt">2023</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">resultado </span><span style="font-family:'Book Antiqua'; font-size:10pt">tuvo un cambio importante al perder 870 </span><span style="font-family:'Book Antiqua'; font-size:10pt">bsp</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de participación la parte internacional para que </span><span style="font-family:'Book Antiqua'; font-size:10pt">las operaciones en México </span><span style="font-family:'Book Antiqua'; font-size:10pt">representaran </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">98.4</span><span style="font-family:'Book Antiqua'; font-size:10pt">% de los ingresos </span><span style="font-family:'Book Antiqua'; font-size:10pt">dejando al resto de los países con el </span><span style="font-family:'Book Antiqua'; font-size:10pt">1.6</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span><span style="font-family:'Book Antiqua'; font-size:10pt"> restante.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Para el </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">la participación </span><span style="font-family:'Book Antiqua'; font-size:10pt">internacional </span><span style="font-family:'Book Antiqua'; font-size:10pt">volvió a disminuir </span><span style="font-family:'Book Antiqua'; font-size:10pt">para quedar en </span><span style="font-family:'Book Antiqua'; font-size:10pt">un </span><span style="font-family:'Book Antiqua'; font-size:10pt">0.42</span><span style="font-family:'Book Antiqua'; font-size:10pt">%, lo anterior como consecuencia </span><span style="font-family:'Book Antiqua'; font-size:10pt">fundamentalmente </span><span style="font-family:'Book Antiqua'; font-size:10pt">del crecimiento de las operaciones en </span><span style="font-family:'Book Antiqua'; font-size:10pt">México</span><span style="font-family:'Book Antiqua'; font-size:10pt"> así como </span><span style="font-family:'Book Antiqua'; font-size:10pt">por la conclusión de proyectos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en Bolivia</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">En cuanto al origen de los ingresos por construcción, en el año 2022 la obra pública</span><span style="font-family:'Book Antiqua'; font-size:10pt"> tradicional</span><span style="font-family:'Book Antiqua'; font-size:10pt"> tuvo un</span><span style="font-family:'Book Antiqua'; font-size:10pt">a participación d</span><span style="font-family:'Book Antiqua'; font-size:10pt">el 50% de los ingresos, el 27% lo obtuvo la obra correspondiente a las </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y Concesiones y el restante 23% las obras con el sector privado. </span><span style="font-family:'Book Antiqua'; font-size:10pt">Para el año 2023 el primer rubro representó el 34.9%, </span><span style="font-family:'Book Antiqua'; font-size:10pt">APP´s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y Concesiones el 31.9% y el restante 33.2% la parte privada.</span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Para el año 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> dicha participación se observa como sigue:</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<img 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" width="481" height="288" alt="Gráfico, Gráfico circular

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">El formato de licitaciones en </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt"> es muy relevante para Grupo Hycsa, no solo por su peso específico en nuestras ventas, sino por las características particulares de estos contratos, los cuales conllevan dos factores financieros de alto valor agregado para la Compañía</span><span style="font-family:'Book Antiqua'; font-size:10pt"> tales como</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
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<p style="margin:0pt 0pt 10pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">1)</span><span style="font:7.0pt 'Times New Roman'">              </span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Flujos Futuros de Mediano y Largo Plazo</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Las </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y/o concesiones generan contractualmente flujos de efectivo altamente predecibles con un alto nivel de certidumbre, derivados de contratos de operación y mantenimiento o de administración de </span><span style="font-family:'Book Antiqua'; font-size:10pt">activos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">otorgados al amparo de este tipo de licitaciones APP y/o concesiones. </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">En el mediano plazo, estos contratos generan una serie de flujos de efectivo muy valiosos que tienden a reducir de manera importante la volatilidad usualmente inherente al sector de la construcción e infraestructura. </span>
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<p style="margin:0pt 0pt 10pt 36pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">2)</span><span style="font:7.0pt 'Times New Roman'">              </span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Activos </span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Monetizables</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los contratos de operación y mantenimiento o de administración de concesiones </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">tienen un mercado secundario amplio que nos ofrece </span><span style="font-family:'Book Antiqua'; font-size:10pt">una </span><span style="font-family:'Book Antiqua'; font-size:10pt">fuente de liquidez adicional</span><span style="font-family:'Book Antiqua'; font-size:10pt"> al tener</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la posibilidad de enajenar las participaciones de la Compañía derivadas de nuestra participación en </span><span style="font-family:'Book Antiqua'; font-size:10pt">ellos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> a diferentes tipos de inversionistas y participantes estratégicos del sector de infraestructura. </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Como ejemplo de estas </span><span style="font-family:'Book Antiqua'; font-size:10pt">alternativas podemos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> mencionar </span><span style="font-family:'Book Antiqua'; font-size:10pt">que</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el mes de agosto de</span><span style="font-family:'Book Antiqua'; font-size:10pt">l 2020</span><span style="font-family:'Book Antiqua'; font-size:10pt">, concretamos la venta de nuestra participación de 25% en la concesión APP Coatzacoalcos Villahermosa, SA.P.I. DE C.V. a </span><span style="font-family:'Book Antiqua'; font-size:10pt">Marubeni</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Infra Inversiones S.A. de C.V., empresa subsidiaria en México de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Marubeni</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Corporation</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Esta transacción alcanzo un precio de casi 6 millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Dólares</span><span style="font-family:'Book Antiqua'; font-size:10pt"> ($</span><span style="font-family:'Book Antiqua'; font-size:10pt">101.51</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones aproximadamente</span><span style="font-family:'Book Antiqua'; font-size:10pt">)</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">De igual manera, las </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y las concesiones ofrecen la oportunidad de acceder a nuevas fuentes de financiamiento a través de esquemas de bursatilización de los flujos futuros contractuales derivados de los contratos de operación y mantenimiento o de administración de concesiones otorgados al amparo de este tipo de </span><span style="font-family:'Book Antiqua'; font-size:10pt">proyectos</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Como un ejemplo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> adicional</span><span style="font-family:'Book Antiqua'; font-size:10pt">, en el mes de octubre de 201</span><span style="font-family:'Book Antiqua'; font-size:10pt">7</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Grupo Hycsa participó en la emisión de </span><span style="font-family:'Book Antiqua'; font-size:10pt">c</span><span style="font-family:'Book Antiqua'; font-size:10pt">ertificados </span><span style="font-family:'Book Antiqua'; font-size:10pt">b</span><span style="font-family:'Book Antiqua'; font-size:10pt">ursátiles por un importe de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">1,950 millones de Pesos a través de los cuales se </span><span style="font-family:'Book Antiqua'; font-size:10pt">bursatilizaron</span><span style="font-family:'Book Antiqua'; font-size:10pt">, con calificación MX AAA y clave de pizarra APPCVCB</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> los derechos de cobro del contrato de prestación de servicios que ampara la conservación rutinaria</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> rehabilitación, reconstrucción y servicios de vialidad del tramo carretero “Coatzacoalcos-Villahermosa”, desarrollada en sociedad con Mota-</span><span style="font-family:'Book Antiqua'; font-size:10pt">Éngil</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Todas las inversiones realizadas por Grupo Hycsa relativas a los contratos bajo la figura de las </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt"> se realizan directamente como una inversión a un SPV propiedad de las empresas que constituyeron en el consorcio ganador de las </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt">, cada uno en su participación correspondiente.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Al día de hoy</span><span style="font-family:'Book Antiqua'; font-size:10pt"> ninguna de estas inversiones es controlada en su totalidad por la Compañía, ya que se tienen participaciones minoritarias.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Inversiones Recientes</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Las principales inversiones realizadas por la Emisora en los últimos tres años son las siguientes:</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Asociaciones Público-Privadas</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Entre los años 2017 y 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Grupo Hycsa ha llevado a cabo una serie de inversiones por un importe acumulado de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">837,301,607</span><span style="font-family:'Book Antiqua'; font-size:10pt">, correspondientes al fondeo de las aportaciones de capital de Grupo Hycsa a </span><span style="font-family:'Book Antiqua'; font-size:10pt">diversas </span><span style="font-family:'Book Antiqua'; font-size:10pt">SPV </span><span style="font-family:'Book Antiqua'; font-size:10pt">a través de los cuales la Emisora participa en concursos y/o licitaciones realizadas bajo el esquema de </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt"> o Concesiones</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> ACTUALIZAR MMR</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Estas inversiones representan participaciones minoritarias que han sido fondeadas, bien sea con recursos y flujo de efectivo propio de la actividad de la Emisora, y/o con recursos provenientes de financiamientos corporativos que de forma regular contrata Grupo Hycsa en el curso normal de sus operaciones. </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Debido a que estas inversiones representan participaciones minoritarias, estas no constituyen empresas subsidiarias, por lo que no se consolidan en el </span><span style="font-family:'Book Antiqua'; font-size:10pt">b</span><span style="font-family:'Book Antiqua'; font-size:10pt">alance </span><span style="font-family:'Book Antiqua'; font-size:10pt">g</span><span style="font-family:'Book Antiqua'; font-size:10pt">eneral de Grupo Hycsa, sino que son reconocidas por método de participación, de acuerdo con principios contables (IFRS).</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Adquisición y Renovación de Equipo</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">La Emisora cuenta con programas de mantenimiento, renovación y adquisición de equipos de construcción </span><span style="font-family:'Book Antiqua'; font-size:10pt">y utilitarios de obra </span><span style="font-family:'Book Antiqua'; font-size:10pt">propios de sus subsidiarias operativas</span><span style="font-family:'Book Antiqua'; font-size:10pt">, especialmente en Hippo Maquinaria</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Estas inversiones son realizadas con base a la actividad de la compañía reflejada tanto en </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">B</span><span style="font-family:'Book Antiqua'; font-size:10pt">acklog</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">como </span><span style="font-family:'Book Antiqua'; font-size:10pt">en </span><span style="font-family:'Book Antiqua'; font-size:10pt">el pipeline.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Las adquisiciones de equipo se realizan con la aprobación de la alta gerencia debidamente </span><span style="font-family:'Book Antiqua'; font-size:10pt">comparados, </span><span style="font-family:'Book Antiqua'; font-size:10pt">documentadas y justificadas. Dependiendo del tipo de equipo estas inversiones pueden realizarse con recursos propios y/o financiamientos específicos, incluyendo esquemas de arrendamiento de largo plazo.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Durante los últimos </span><span style="font-family:'Book Antiqua'; font-size:10pt">tres</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">ejercicios</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">la Emisora ha llevado a cabo inversiones de capital respecto de este tipo de equipos por un importe acumulado de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">1,1</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span><span style="font-family:'Book Antiqua'; font-size:10pt">Usualmente </span><span style="font-family:'Book Antiqua'; font-size:10pt">estas inversiones </span><span style="font-family:'Book Antiqua'; font-size:10pt">son hechas con recursos provenientes de esquemas de financiamiento, bien sean créditos bancarios y/o bajo contratos de arrendamiento, ambos de largo plazo, atendiendo a la naturaleza de estos equipos</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Entre las principales inversiones de equipo figuran:</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Equipo de Dragado</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.9pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Draga ballena con un valor de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">45 millones de Pesos.</span>
</li>
<li style="margin:0pt 0pt 0pt 30.9pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Draga marina de succión “Rebeca” IHC 1200 con un valor de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">23 millones </span>
</li>
<li style="margin:0pt 0pt 0pt 30.9pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Draga marina de succión “Alexa” IHC 1200 con un valor de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">22 millones </span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Equipo de Terracerías</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.9pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">97</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">equipos que incluyen tractores, excavadoras, motoniveladoras,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">cargadores frontales y compactadores por un valor de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">651</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones</span>
</li>
<li style="margin:0pt 0pt 0pt 30.9pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">43 equipos de terracerías: por $288 m</span><span style="font-family:'Book Antiqua'; font-size:10pt">illones</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 39.3pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Equipos para Túneles</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline"> y Perforación de Pilas</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; line-height:105%; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">2 </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Jumbos</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> de 3 bra</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">z</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">os, 2 robots de lanzado de concreto</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">, 2 manipuladores tele</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">s</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">cópicos y equipos auxiliares por un valor de $37 millones </span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; line-height:105%; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">4 </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Perforadoras</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> de Pilas por un importe de $115 millones</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Tren de Trituración:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; line-height:105%; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">1 tren de trituración completo por la cantidad de $130 millones</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Camiones pesados:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; line-height:105%; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">80 unidades por un valor de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">141</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones </span>
</li>
</ul>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Vehículos utilitarios</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; line-height:105%; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">125 unidades </span>
</li>
</ul>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Estas inversiones son realizadas en función de la actividad del sector de construcción, y de acuerdo con el plan de negocios de Hippo Maquinaria. </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Adquisiciones Estratégicas</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Históricamente la Emisora no ha realizado adquisiciones estratégicas como una forma de crecimiento</span><span style="font-family:'Book Antiqua'; font-size:10pt"> inorgánico</span><span style="font-family:'Book Antiqua'; font-size:10pt">. El crecimiento de Grupo Hycsa ha sido orgánico expandiéndose geográficamente en el país y posteriormente implementando su estrategia internacional en América Latina en los </span><span style="font-family:'Book Antiqua'; font-size:10pt">P</span><span style="font-family:'Book Antiqua'; font-size:10pt">aíses </span><span style="font-family:'Book Antiqua'; font-size:10pt">D</span><span style="font-family:'Book Antiqua'; font-size:10pt">estino y </span><span style="font-family:'Book Antiqua'; font-size:10pt">P</span><span style="font-family:'Book Antiqua'; font-size:10pt">aíses </span><span style="font-family:'Book Antiqua'; font-size:10pt">O</span><span style="font-family:'Book Antiqua'; font-size:10pt">portunidad que se detallan y definen en el presente. </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">No obstante la estrategia de crecimiento orgánico, la Emisora analiza de tiempo en tiempo oportunidades de inversión, particularmente en el negocio de agregados pétreos a través de su subsidiaria AGREMEX.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">A través de esta actividad AGREMEX busca adquirir bancos de materiales que tengan un potencial de negocio atractivo en función de: (i) la vida estimada de las reservas probadas, y (ii) la ubicación de las operaciones analizadas. Lo anterior, buscando altas eficiencias en sus costos de operación en mercados con actividad constructiva robusta, actual y prospectiva, sin que necesariamente dicho potencial dependa de su backlog o pipeline propio, sino de forma general al sector de la construcción e infraestructura atacando proyectos de terceras partes.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Como ejemplo encontramos la inversión hecha </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el </span><span style="font-family:'Book Antiqua'; font-size:10pt">último trimestre del </span><span style="font-family:'Book Antiqua'; font-size:10pt">2020 </span><span style="font-family:'Book Antiqua'; font-size:10pt">cuando se </span><span style="font-family:'Book Antiqua'; font-size:10pt">adquirió el negocio de agregados Pétreos conocido como mina “La loma” localizado en el estado de San Luis Potosí. El negocio adquirido tiene una extensión superficial de 2,865,951.7 m2, perteneciente a la </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hacienda de Laguna Seca y cuenta reservas de material pétreo aproximado para los próximos 100 años. Así mismo como parte de la adquisición de este negocio, la Entidad indirectamente también adquirió la cartera de clientes y sum</span><span style="font-family:'MS Mincho'; font-size:10pt">ó</span><span style="font-family:'MS Mincho'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">a </span><span style="font-family:'Book Antiqua'; font-size:10pt">su </span><span style="font-family:'Book Antiqua'; font-size:10pt">plantilla a algunos miembros clave del personal del negocio adquirido</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Evolución de Subsidiarias</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Desde el nacimiento de Grupo </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hycsa</span><span style="font-family:'Book Antiqua'; font-size:10pt"> sus principales subsidiarias han sido CALCO y CYDSSA, que son las dos empresas predecesoras, cada una de ellas centrada en la actividad de construcción de infraestructura asociada a sus respectivas áreas de especialidad, que han sido el sector carretero para </span><span style="font-family:'Book Antiqua'; font-size:10pt">la primera</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y la actividad de dragados marinos para el caso de </span><span style="font-family:'Book Antiqua'; font-size:10pt">la segunda</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Conforme la Emisora fue creciendo y teniendo una actividad más amplia a nivel nacional, dejando de lado lo que fue su origen como compañía constructora dentro del sector de infraestructura en el </span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt">ureste del </span><span style="font-family:'Book Antiqua'; font-size:10pt">p</span><span style="font-family:'Book Antiqua'; font-size:10pt">aís, su Administración identificó la oportunidad de complementar sus actividades a través de una participación en los mercados de arrendamiento de equipo de construcción, así como en el mercado de la producción de agregados pétreos, materia prima importante para los procesos de encarpetado asfáltico.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">De esta forma surgen dos subsidiarias adicionales de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hycsa: </span><span style="font-family:'Book Antiqua'; font-size:10pt">(</span><span style="font-family:'Book Antiqua'; font-size:10pt">i) </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hippo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Maquinaria destinada a la actividad de renta de equipos para la construcción, y </span><span style="font-family:'Book Antiqua'; font-size:10pt">(</span><span style="font-family:'Book Antiqua'; font-size:10pt">ii) </span><span style="font-family:'Book Antiqua'; font-size:10pt">AGREMEX</span><span style="font-family:'Book Antiqua'; font-size:10pt">, empresa dedicada a la explotación y venta de agregados pétreos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Tanto </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hippo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Maquinaria como </span><span style="font-family:'Book Antiqua'; font-size:10pt">AGREMEX</span><span style="font-family:'Book Antiqua'; font-size:10pt"> ofrecen a la Emisora un alto nivel de sinergias, tanto en lo que a costos de operación ser refiere, como a capacidades técnicas importantes para el posicionamiento de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hycsa en el sector de construcción e infraestructura</span><span style="font-family:'Book Antiqua'; font-size:10pt"> lo cual se </span><span style="font-family:'Book Antiqua'; font-size:10pt">refleja desde el inicio de cualquier proyecto, es decir, desde </span><span style="font-family:'Book Antiqua'; font-size:10pt">el armado de propuestas para potenciales clientes en donde la disponibilidad de equipo o materias primas puede </span><span style="font-family:'Book Antiqua'; font-size:10pt">representar una ventaja económica importante</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Si bien la </span><span style="font-family:'Book Antiqua'; font-size:10pt">constitución</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de ambas subsidiarias considera la oportunidad de capitalizar dichas sinergias, el volumen de actividad de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hippo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Maquinaria ha crecido con una proporción importante de su facturación realizada con terceras partes, lo que ha permitido que ambas empresas contribuyan activamente a las ventas consolidadas de la Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> al tiempo que adquieren una p</span><span style="font-family:'Book Antiqua'; font-size:10pt">osición estratégica </span><span style="font-family:'Book Antiqua'; font-size:10pt">frente a</span><span style="font-family:'Book Antiqua'; font-size:10pt"> terceros competidores</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El crecimiento orgánico continuo y sostenido, así como la expansión de las actividades de la Emisora fuera de su sede </span><span style="font-family:'Book Antiqua'; font-size:10pt">original </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el </span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt">ureste </span><span style="font-family:'Book Antiqua'; font-size:10pt">m</span><span style="font-family:'Book Antiqua'; font-size:10pt">exicano requirió fortalecer su estructura corporativa, de manera que se tuviera un mayor y mejor control de una serie de actividades complementarias a la actividad constructiva propiamente dicha. En este sentido la Emisora </span><span style="font-family:'Book Antiqua'; font-size:10pt">constituyó</span><span style="font-family:'Book Antiqua'; font-size:10pt"> empresas subsidiarias adicionales, tanto en México, como en el extranjero.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Por lo que respecta a México, la Emisora </span><span style="font-family:'Book Antiqua'; font-size:10pt">constituyó</span><span style="font-family:'Book Antiqua'; font-size:10pt"> HYCSA Edificaciones y Proyectos, que es la subsidiaria a través de la cual se participa en procesos constructivos fuera del ámbito de infraestructura carretera, de dragados marinos o de hidrovías</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Para apoyar y extender el alcance de la Emisora en el área </span><span style="font-family:'Book Antiqua'; font-size:10pt">específica </span><span style="font-family:'Book Antiqua'; font-size:10pt">de dragados e </span><span style="font-family:'Book Antiqua'; font-size:10pt">hidrovías</span><span style="font-family:'Book Antiqua'; font-size:10pt"> se </span><span style="font-family:'Book Antiqua'; font-size:10pt">constituyó</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hidrovías</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y Carreteras.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Asimismo, la actividad creciente en América Latina requirió que en los últimos años </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa constituyera</span><span style="font-family:'Book Antiqua'; font-size:10pt"> empresas subsidiarias en Colombia, Bolivia</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Perú</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y más recientemente en </span><span style="font-family:'Book Antiqua'; font-size:10pt">El Salvador</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La </span><span style="font-family:'Book Antiqua'; font-size:10pt">constitución</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de estas subsidiarias fuera de México se ha concentrado exclusivamente en las áreas de actividad más importante de la Emisora, es decir proyectos carreteros, hidrovías y dragados </span><span style="font-family:'Book Antiqua'; font-size:10pt">marinos. Para ello se </span><span style="font-family:'Book Antiqua'; font-size:10pt">constituyeron</span><span style="font-family:'Book Antiqua'; font-size:10pt"> las siguientes subsidiarias: </span><span style="font-family:'Book Antiqua'; font-size:10pt">(</span><span style="font-family:'Book Antiqua'; font-size:10pt">i) Calzada Construcciones Colombia (CALCO Colombia), </span><span style="font-family:'Book Antiqua'; font-size:10pt">(</span><span style="font-family:'Book Antiqua'; font-size:10pt">ii) Construcciones y Dragados del Sureste Colombia, </span><span style="font-family:'Book Antiqua'; font-size:10pt">(</span><span style="font-family:'Book Antiqua'; font-size:10pt">iii) Calzada Construcciones Bolivia (CALCO Bolivia), </span><span style="font-family:'Book Antiqua'; font-size:10pt">Calzada Construcciones </span><span style="font-family:'Book Antiqua'; font-size:10pt">El Salvador (CALCO El Salvador)</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">e </span><span style="font-family:'Book Antiqua'; font-size:10pt">(</span><span style="font-family:'Book Antiqua'; font-size:10pt">i</span><span style="font-family:'Book Antiqua'; font-size:10pt">v</span><span style="font-family:'Book Antiqua'; font-size:10pt">) </span><span style="font-family:'Book Antiqua'; font-size:10pt">HYCCOL</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en Colombia</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Asimismo, debido a la internacionalización y las sinergias que se generaron con socios locales, se constituyó en Colombia el Consorcio HYCO</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">la </span><span style="font-family:'Book Antiqua'; font-size:10pt">UDP APCA CALZADA-ICACON en el Salvador</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y Calzada Construcciones, S</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt">A. de C.V.</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Sucursal Paraguay</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La estructura corporativa de la Emisora incluye empresas de servicios que le permiten tener un mayor y mejor control de sus actividades y procesos administrativos relativos a </span><span style="font-family:'Book Antiqua'; font-size:10pt">la</span><span style="font-family:'Book Antiqua'; font-size:10pt"> construcción en los diferentes sectores en que participa la Emisora, incluyendo la administración y control de equipos de transporte de obra, así como en lo relativo al personal administrativo del corporativo de la Emisora y de sus empleados de obra. Estas subsidiarias incluyen HYCSA Servicios Administrativos, S</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt">A</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de C</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt">V</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y HYCSA Transporte y Logística, S.A. DE C.V.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">En la historia de todas las empresas mencionadas no han existido eventos que hayan tenido un efecto significativo en el desarrollo de sus actividades y su dirección y enfoque de negocios ha permanecido desde la constitución de cada una de ellas. Por otro lado, no han existido cambios en las leyes y disposiciones gubernamentales o procedimientos judiciales, administrativos o arbitrales que hayan afectado significativamente el desarrollo de la </span><span style="font-family:'Book Antiqua'; font-size:10pt">Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en su conjunto</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Calificaciones Crediticias </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Como se dio a conocer </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el año 2023 </span><span style="font-family:'Book Antiqua'; font-size:10pt">mediante los Eventos Relevantes </span><span style="font-family:'Book Antiqua'; font-size:10pt">correspondientes, </span><span style="font-family:'Book Antiqua'; font-size:10pt">en </span><span style="font-family:'Book Antiqua'; font-size:10pt">el</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">mes </span><span style="font-family:'Book Antiqua'; font-size:10pt">de </span><span style="font-family:'Book Antiqua'; font-size:10pt">septiembre</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">las calificadoras de valores PCR </span><span style="font-family:'Book Antiqua'; font-size:10pt">Verum</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">HR Rating </span><span style="font-family:'Book Antiqua'; font-size:10pt">hicieron </span><span style="font-family:'Book Antiqua'; font-size:10pt">públic</span><span style="font-family:'Book Antiqua'; font-size:10pt">o el resultado de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la revisión anual de las calificaciones corporativas de la Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">El resultado de dichas revisiones concluyó en la mejora de ambas </span><span style="font-family:'Book Antiqua'; font-size:10pt">calificaciones </span><span style="font-family:'Book Antiqua'; font-size:10pt">de Largo </span><span style="font-family:'Book Antiqua'; font-size:10pt">Plazo,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">así como </span><span style="font-family:'Book Antiqua'; font-size:10pt">en una de Corto Plazo </span><span style="font-family:'Book Antiqua'; font-size:10pt">conforme a lo siguiente:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<img 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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Entre otros factores </span><span style="font-family:'Book Antiqua'; font-size:10pt">positivos </span><span style="font-family:'Book Antiqua'; font-size:10pt">considerados por </span><span style="font-family:'Book Antiqua'; font-size:10pt">dichas </span><span style="font-family:'Book Antiqua'; font-size:10pt">calificadoras se</span><span style="font-family:'Book Antiqua'; font-size:10pt"> encuentran los siguientes:</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">1)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt">Sólidos crecimientos en ingresos operativos</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">2)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt">Consistencia en Apalancamiento y Cobertura de Pago de Intereses </span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">3)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt">Fortalecimiento en Estructura de Fondeo </span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">4)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt">Creciente Posición </span><span style="font-family:'Book Antiqua'; font-size:10pt">Competitiva</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">5)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt">Mejora en Métricas</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Así mismo, para la revisión anual correspondiente al 2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">y debido a la </span><span style="font-family:'Book Antiqua'; font-size:10pt">consistencia o mejora en ciertos indicadores o actividades, </span><span style="font-family:'Book Antiqua'; font-size:10pt">ambas calificadoras ratificaron las calificaciones antes </span><span style="font-family:'Book Antiqua'; font-size:10pt">mencionadas,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> pero modificaron la perspectiva a “Positiva” desde “Estable”.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Para la Emisora </span><span style="font-family:'Book Antiqua'; font-size:10pt">est</span><span style="font-family:'Book Antiqua'; font-size:10pt">e resultado es el reflejo de un esfuerzo permanente para diversificar nuestras fuentes de ingresos, cuidar los costos y </span><span style="font-family:'Book Antiqua'; font-size:10pt">gastos,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">así como </span><span style="font-family:'Book Antiqua'; font-size:10pt">por</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la búsqueda de cada vez mejores fuentes de financiamiento </span><span style="font-family:'Book Antiqua'; font-size:10pt">para soportar sus operaciones sin descuidar </span><span style="font-family:'Book Antiqua'; font-size:10pt">su uso responsable.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Estas últimas revisiones anuales a las </span><span style="font-family:'Times New Roman'; font-size:10pt">calificaciones se pueden encontrar </span><span style="font-family:'Times New Roman'; font-size:10pt">en las siguientes ligas:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">PCR </span><span style="font-family:'Times New Roman'; font-size:10pt">Verum</span><span style="font-family:'Times New Roman'; font-size:10pt">: </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><a style="color:#0563c1" href="https://pcrverum.mx/calificaciones/pcr-verum-afirma-calificaciones-de-a-m-y-1-m-de-grupo-hycsa-revisa-perspectiva-a-positiva/"><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; color:#0563c1">https://pcrverum.mx/calificaciones/pcr-verum-afirma-calificaciones-de-a-m-y-1-m-de-grupo-hycsa-revisa-perspectiva-a-positiva/</span></a>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">HR Ratings: </span><span style="font-family:'Times New Roman'; font-size:10pt">chrome-extension://efaidnbmnnnibpcajpcglclefindmkaj/https://www.hrratings.com/pdf/Reporte_CalificaciAn_Grupo_HYCSA_NRSRO_2024.pdf</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La denominación de la Emisora es Grupo </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hyc</span><span style="font-family:'Book Antiqua'; font-size:10pt">, S.A. de C.V. y opera bajo el nombre comercial “</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Grupo Hycsa</span><span style="font-family:'Book Antiqua'; font-size:10pt">”. </span><span style="font-family:'Book Antiqua'; font-size:10pt">La Emisora es una sociedad anónima de capital variable, constituida de conformidad con la legislación mexicana el 13 de abril de 2011, mediante escritura pública número 1,676, otorgada ante el licenciado Pedro Ortiz López, notario sustituto de la notaría pública número 4 del Estado de Tabasco</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span><span style="font-family:'Book Antiqua'; font-size:10pt">La Emisora está inscrita en el Instituto Registral del Estado de Tabasco. La duración de la Compañía es de noventa y nueve años contados a partir de la fecha de su constitución.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa tiene por objeto social preponderante adquirir y poseer participaciones en las empresas que pertenecen al grupo con el fin de centralizar y contribuir a su organización y su desarrollo. La Emisora participa de manera directa en la industria de la construcción en México desde 1997, en donde se identifica un alto nivel de competitividad establecido por empresas extranjeras multinacionales, así como de empresas mexicanas con alto potencial de crecimiento.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Con entera confianza y compromiso con México y con los países en donde tiene presencia, Grupo Hycsa ha decidido invertir capital propio en proyectos APP y concesiones. Entre los proyectos más representativos en los que ha participado Grupo Hycsa bajo esta modalidad, se encuentran los que listamos a continuación, algunos de los cuales han sido enajenados por Grupo Hycsa:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Contrato plurianual de prestación de servicios para la conservación del tramo carretero Coatzacoalcos-Villahermosa en términos de la LAPP, con una longitud de 209.58 km equivalente, con un plazo de 10 años. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">MyR</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> del tramo carretero Atlacomulco-Maravatío con una longitud de 130 km equivalentes, con un plazo de 5 años.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Modelo de contrato plurianual de prestación de servicios para la conservación del tramo carretero Campeche-Mérida en términos de la LAPP con una longitud de 413.45 km equivalentes, con un plazo de 10 años</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Concesión para construir, operar, explotar, conservar y mantener la carretera de altas especificaciones de </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">106.5</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">km de longitud denominada Mante-Ocampo-Tula en el Estado de Tamaulipas, México, con un plazo de 30 años.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Sobre este proyecto vale la pena </span><span style="font-family:'Book Antiqua'; font-size:10pt">mencionar que </span><span style="font-family:'Book Antiqua'; font-size:10pt">e</span><span style="font-family:'Book Antiqua'; font-size:10pt">l 29 de septiembre </span><span style="font-family:'Book Antiqua'; font-size:10pt">de 2022 </span><span style="font-family:'Book Antiqua'; font-size:10pt">la prestigiada publicación LatinFinance hizo del conocimiento de </span><span style="font-family:'Book Antiqua'; font-size:10pt">la Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> que el </span><span style="font-family:'Book Antiqua'; font-size:10pt">crédito obtenido </span><span style="font-family:'Book Antiqua'; font-size:10pt">para </span><span style="font-family:'Book Antiqua'; font-size:10pt">el desarrollo del proyecto </span><span style="font-family:'Book Antiqua'; font-size:10pt">fue seleccionado como el ganador en la categoría “Infrastructure Financing of the Year for Mexico”</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">La entrega </span><span style="font-family:'Book Antiqua'; font-size:10pt">del </span><span style="font-family:'Book Antiqua'; font-size:10pt">premio</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">se hizo e</span><span style="font-family:'Book Antiqua'; font-size:10pt">se mismo mes </span><span style="font-family:'Book Antiqua'; font-size:10pt">en la ciudad de Nueva York, EUA, evento al que asistieron diferentes sponsors así como representantes de instituciones de crédito, bancos de inversión y otros asesores legales y financieros especializados de toda Latinoamérica y en el cual </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa</span><span style="font-family:'Book Antiqua'; font-size:10pt"> participó con mucha satisfacción, después de haber invertido mucho trabajo para la materialización del mismo</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A</span><span style="font-family:'Book Antiqua'; font-size:10pt">l cierre del 2024 el avance e</span><span style="font-family:'Book Antiqua'; font-size:10pt">n el proyecto es del 69%.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Proyectos más emblemáticos de obra pública</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> y privada</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> tradicional:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A continuación, se muestran algunos de los proyectos más representativos en este sector:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Construcción del nuevo puente vehicular “La Unidad” (cliente: Poder Ejecutivo del Estado de Campeche)</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Caminos de Acceso a la Planta Audi de la Zona Industrial de San José Chiapa (cliente: Gobierno del Estado de Puebla).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Distribuidor vial en el cruce del Boulevard Miguel Hidalgo con Boulevard Mil Cumbres en Reynosa, Tamaulipas (cliente: Gobierno del Estado de Tamaulipas).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Distribuidor vial Benito Juárez 3era Etapa (Clouthier) de la Vía Rápida Bicentenario en Guanajuato (cliente: </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">SICT</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Construcción del nuevo puente vehicular en Avenida Gobernadores. (cliente: Gobierno del Estado Campeche)</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Rehabilitación estructural del pavimento con concreto hidráulico en la autopista México-Puebla (cliente: BANOBRAS).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Pista Fórmula 1 en el Autódromo Hermanos Rodríguez (cliente: privado).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Desazolve de canal interior en la Laguna Corralero, Municipio de Santiago Pinotepa Nacional, Oaxaca (cliente: SAGARPA a través de su órgano CONAPESCA).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Construcción de la 3era línea de conducción, sistema Cutzamala, de la Torre de oscilación Nro. 5 al Túnel Analco-San José en el Tramo 3, Tanque Santa Isabel-TO5 en el Estado de México (cliente CONAGUA).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Construcción carretera km 25-Taratá-Anzaldo-Río </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Caine</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> con una longitud de 70 km, en la Ciudad de Cochabamba, Bolivia (cliente: Administradora Boliviana de Carreteras).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Múltiple de Descarga (cliente: CONAGUA)</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Carretera Barranca Larga-Ventanilla (cliente: BANOBRAS)</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Obras de rehabilitación de la carretera La Angostura-Comarapa. Tramo </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Iii</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">: </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Mairana</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">-Bermejo</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">(cliente: Administradora Boliviana de Carreteras).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Continuación de la construcción, mejoramiento, rehabilitación, mantención, gestión social, predial y ambiental de la troncal del Magdalena, Tramo Puerto Araujo-San Alberto en el Departamento de Santander (cliente: INVIAS).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Dragados de Matamoros (primera, segunda y tercera etapa)</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Diseño y Construcción </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">del proyecto “Hospital Nacional de Zona Norte de San Salvador, Programa Integrado de Salud II (PRIDES II)”</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">(cliente: </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Ministerio de Salud de El Salvador</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">).</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Diseño y </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">construcción de los Puentes </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Tumupasa-Ixiamas</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> Lote 2A que forma parte del Proyecto de Carreteras Nacionales e Infraestructura Aeroportuaria (</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">cliente: </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">ABC) </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Equipamiento de espacio público, deportivo</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">,</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> edificaciones y senderos peatonales Parque Norte Fase III del “Proyecto Ecológico Lago de </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Texcoco”(</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">cliente:</span><span style="font-family:'MS Mincho'; font-size:12pt; font-weight:normal"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">CONAGUA)</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Paquete Este para la r</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">ehabilitación de </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">i</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">nfraestructura </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">c</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">arretera</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> de las</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">autopistas</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Maravatío-Zapotlanejo</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">y</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">la</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">autopista</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Zacapu-Entronque</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">(cliente RCO/Abertis)</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Modernización de Infraestructura carretera Maravatío–</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Irimbo</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">, </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Irimbo</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">-Tuxpan y Tuxpan-</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Zitácuaro</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">(</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">cliente RCO/Abertis)</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Rehabilitación del pavimento de la autopista Maravatío–Zapotlanejo, Sector 4, tramo Maravatío-Entronque Aeropuerto Morelia</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> (cliente RCO/Abertis)</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic; text-decoration:underline">Agregados</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Mediante la empresa AGREMEX, Grupo Hycsa produce agregados pétreos que atienden principalmente los mercados en León, Guanajuato, Villahermosa, Tabasco</span><span style="font-family:'Book Antiqua'; font-size:10pt">, San Luis Potosí</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y Ciudad de México.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A su vez, cuenta con plantas móviles para la producción de agregados en proyectos especiales.</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Planta Silao, Guanajuato; la cual tiene reservas para </span><span style="font-family:'Book Antiqua'; font-size:10pt">aproximadamente </span><span style="font-family:'Book Antiqua'; font-size:10pt">52</span><span style="font-family:'Book Antiqua'; font-size:10pt"> años.</span>
</li>
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Planta Teapa, Tabasco.</span>
</li>
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Planta San Luis Potosí, la cual tiene reservas para </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">aproximadamente </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">1</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">0</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">0 años.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 28.35pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic; text-decoration:underline">Maquinaria y Transporte</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Como uno de sus principales activos, Grupo Hycsa, a través de su subsidiaria Hippo Maquinaria, cuenta con maquinaria propia que se compone de </span><span style="font-family:'Book Antiqua'; font-size:10pt">487</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">equipos garantizando la funcionalidad y el rendimiento de acuerdo con las necesidades de cada proyecto.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Se destacan equipos especializados como equipo de dragado (dragas de succión, dragas de arrastre, remolcadores y pontones) y equipo de construcción de vías terrestres (trituración, equipos de movimientos de tierra, equipos para producción y tendido de carpeta asfáltica, equipos para rehabilitación y estabilizado de pavimentos, y equipos de transporte).</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa se fortalece y se diferencia en el mercado principalmente bajo los siguientes ejes:</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
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" 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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Gobierno </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">c</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">orporativo</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">:</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> Establecimiento de las bases y procedimientos generales de Grupo</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Hycsa, generando identidad basados en códigos de conducta, ética y responsabilidad social, buscando en todo momento, dar certidumbre a los diversos procesos operacionales y de toma de decisiones de Grupo Hycsa, dando transparencia en su proceder</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> para</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> garantiza</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">r</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> la calidad de sus servicios y continuidad del negocio.</span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Equipo de especialistas</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">:</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Sin duda, un factor importante es el personal especializado y con experiencia en la ejecución de los diversos campos de acción de Grupo Hycsa en la industria de la construcción, logrando ser una empresa competitiva en proyectos que requieren de innovación, tecnología y aplicación de experiencia.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Estructura funcional compacta y eficiente</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">: P</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">ermit</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">e</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> reacción inmediata ant</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">e</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> adversidad</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">es</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">, así como adaptarse al entorno del que se trate.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Integración vertical</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Permite</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">acceder a recursos clave para el desarrollo de los diversos proyectos de infraestructura, así como hacer uso eficiente de los recursos disponibles como maquinaria, equipo especializado y materiales pétreos.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Activos propios</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Disponibilidad de maquinaria, reservas en banco de materiales en Silao y equipo especializado en vías terrestres e hidráulicos – marítimos (dragas) que se encuentran en condiciones óptimas, accediendo a precios altamente competitivos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Portafolio de proyectos diversificados</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Desarrollo y construcción de proyectos en vías </span><span style="font-family:'Book Antiqua'; font-size:10pt">terrestres, hidráulicos y marítimos, venta de materiales pétreos y renta de equipo especializado, permitiendo diluir los riesgos asociados en los ingresos y otros elementos de financiación.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Internacionalización</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> E</span><span style="font-family:'Book Antiqua'; font-size:10pt">xposición a otros mercados relacionados con la industria de la construcción que permitan replicar el modelo de negocio de Grupo Hycsa, logrando acceder a otras fuentes de ingreso y disminuir los riesgos de concentración, así como adquirir nuevas tecnologías y metodologías de trabajo replicables en otros sitios de interés para Grupo Hycsa.</span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Innovación</span><span style="font-family:'Book Antiqua'; font-size:10pt">: Grupo Hycsa ha desarrollado un software único, especializado y a la medida para el seguimiento y control total de cada uno de los proyectos en desarrollo. El cual, es retroalimentado durante diversas etapas de cada proyecto, como lo son: licitación, arranque, desarrollo y cierre. Este sistema, además de ser flexible, permite adaptarse a nuevos mercados internacionales en donde aspectos fiscales son clave.</span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Tecnología</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Aplicación de tecnología que ayuda a garantizar la seguridad y comunicación dentro de la </span><span style="font-family:'Book Antiqua'; font-size:10pt">Compañía</span><span style="font-family:'Book Antiqua'; font-size:10pt">, así como la automatización de la información.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Credibilidad</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Con más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">25</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">años de experiencia, Grupo Hycsa ha logrado posicionarse como una de las constructoras más confiables de México, y como respaldo, los diversos clientes, emiten certificados que avalan que los trabajos se han realizado con la calidad, el tiempo y los recursos establecidos.</span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Capacitación continua e integración del personal</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Motivación y sentido de pertenencia son la clave del éxito del Grupo Hycsa, siendo que la formación y capacitación del personal de Grupo Hycsa se realiza de manera continua, logrando mejorar la toma de decisiones y la aplicación de nuevas tecnologías.</span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Fortaleza financiera</span><span style="font-family:'Book Antiqua'; font-size:10pt">: Disponibilidad de activos propios, así como bajo nivel de endeudamiento, </span><span style="font-family:'Book Antiqua'; font-size:10pt">acceso a fuentes de financiamiento amplias y diversificadas, </span><span style="font-family:'Book Antiqua'; font-size:10pt">logrando </span><span style="font-family:'Book Antiqua'; font-size:10pt">así </span><span style="font-family:'Book Antiqua'; font-size:10pt">participar en proyectos de diversas modalidades como obra pública financiada o proyectos en APP y/o concesiones.</span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Planeación estratégica</span><span style="font-family:'Book Antiqua'; font-size:10pt">: P</span><span style="font-family:'Book Antiqua'; font-size:10pt">ara la adecuada toma de decisiones, Grupo </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hycsa </span><span style="font-family:'Book Antiqua'; font-size:10pt">cuenta con un programa de reuniones ejecutivas en donde se analizan todos los aspectos que influyen en la toma de decisiones, poniendo especial atención a los factores técnicos, jurídicos y financieros de cada proyecto así como aquellos aspectos políticos y económicos de cada país de interés. </span>
</li>
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Certificaciones internacionales</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">:</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Grupo </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hycsa </span><span style="font-family:'Book Antiqua'; font-size:10pt">cuenta con </span><span style="font-family:'Book Antiqua'; font-size:10pt">c</span><span style="font-family:'Book Antiqua'; font-size:10pt">ertificaciones ISO 14001, 9001, 45001</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> que hacen referencia a las mejores prácticas internacionales en calidad, seguridad, salud y medio ambiente.</span>
</li>
</ul>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 10.06pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:18.29pt; font-family:serif; font-size:11pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Capacidad de hacer asociaciones estratégicas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> con las principales empresas del sector nacionales e internacionales para generar sinergias y mejorar el porcentaje de bateo en la contratación de nuevos proyectos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Con la finalidad de impulsar la participación del Grupo en mercados de interés y evitar perder la oportunidad de participar y analizar con mayor precisión los procesos licitatorios, Grupo Hycsa hace frente a cada estrategia con </span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt">7</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">subsidiarias, las cuales nos permiten abarcar con mayor nivel de especialización cada proyecto</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (Véase diagrama en “Historia y Desarrollo de Grupo HYCSA) </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style='font-family:Arial;font-size: 8pt'><html>
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<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Las marcas de las cuales Grupo Hycsa es propietaria, </span><span style="font-family:'Book Antiqua'; font-size:10pt">las cuales están registradas ante el Instituto Mexicano de la Propiedad Industrial y en el caso de Colombia, en la Superintendencia de Industria y Comercio</span><span style="font-family:'Book Antiqua'; font-size:10pt">, junto a los detalles de </span><span style="font-family:'Book Antiqua'; font-size:10pt">las mismas</span><span style="font-family:'Book Antiqua'; font-size:10pt">, se encuentran indicadas en la presente tabla:</span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:116.58%">
<thead>
<tr style="height:12.75pt">
<td style="background-color:#f2f2f2; border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#3f3f3f; border-left-style:solid; border-left-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; border-top-color:#3f3f3f; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:30.98%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">Denominación</span>
</p>
</td>
<td style="background-color:#f2f2f2; border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; border-top-color:#3f3f3f; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:20.76%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">Propietario</span>
</p>
</td>
<td style="background-color:#f2f2f2; border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; border-top-color:#3f3f3f; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:10.32%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">Trámite</span>
</p>
</td>
<td style="background-color:#f2f2f2; border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; border-top-color:#3f3f3f; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:15.08%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">Nro. De Registro</span>
</p>
</td>
<td style="background-color:#f2f2f2; border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; border-top-color:#3f3f3f; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:13.16%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">Nro. Expediente</span>
</p>
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<td style="background-color:#f2f2f2; border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; border-top-color:#3f3f3f; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:9.68%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">Vigencia</span>
</p>
</td>
</tr>
</thead>
<tbody>
<tr style="height:12.75pt">
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#3f3f3f; border-left-style:solid; border-left-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:30.98%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">CALCO CALZADA CONSTRUCCIONES</span>
</p>
</td>
<td rowspan="3" style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#3f3f3f; border-left-style:solid; border-left-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:20.76%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">GRUPO HYC, S.A. DE C.V.</span>
</p>
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<td rowspan="2" style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#3f3f3f; border-left-style:solid; border-left-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:10.32%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">Marca Mixta</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:15.08%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">1734644</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:13.16%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">1817536</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:9.68%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">07/11/2026</span>
</p>
</td>
</tr>
<tr style="height:12.75pt">
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#3f3f3f; border-left-style:solid; border-left-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:30.98%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">AGREMEX</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:15.08%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">1734646</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:13.16%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">1817540</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:9.68%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">07/11/2026</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#3f3f3f; border-left-style:solid; border-left-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:30.98%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">CONSTRUYENDO RETOS</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:10.32%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">Aviso comercial</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:15.08%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">99623</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:13.16%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">108404</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:9.68%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">07/11/2026</span>
</p>
</td>
</tr>
<tr style="height:12.75pt">
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#3f3f3f; border-left-style:solid; border-left-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:30.98%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">HIPPO</span>
</p>
</td>
<td rowspan="2" style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#3f3f3f; border-left-style:solid; border-left-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:20.76%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">HIPPO MAQUINARIA, S.A. DE C.V.</span>
</p>
</td>
<td rowspan="3" style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#3f3f3f; border-left-style:solid; border-left-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:10.32%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">Marca Mixta</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:15.08%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">1549707</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:13.16%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">1580191</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:9.68%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">19/02/2025</span>
</p>
</td>
</tr>
<tr style="height:12.75pt">
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#3f3f3f; border-left-style:solid; border-left-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:30.98%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">HIPPO</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:15.08%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">1549708</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:13.16%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">1580193</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:9.68%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">19/02/2025</span>
</p>
</td>
</tr>
<tr style="height:12.75pt">
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#3f3f3f; border-left-style:solid; border-left-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:30.98%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">HYCSA COLOMBIA</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:20.76%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">HYCSA COLOMBIA SAS</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:15.08%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">Resolución </span><span style="font-family:'Book Antiqua'; font-size:8pt">N°</span><span style="font-family:'Book Antiqua'; font-size:8pt"> 2303</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:13.16%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">SD2017/0054675</span>
</p>
</td>
<td style="border-bottom-color:#3f3f3f; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#3f3f3f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:9.68%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">17/01/2028</span>
</p>
</td>
</tr>
</tbody>
</table>
</div>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Las marcas registradas son usadas en todas nuestras comunicaciones y documentos</span><span style="font-family:'Book Antiqua'; font-size:10pt">. A</span><span style="font-family:'Book Antiqua'; font-size:10pt">simismo, tienen como objetivo generar identificación con Grupo Hycsa a nivel interno con los colaboradores y a nivel externo con los clientes</span><span style="font-family:'Book Antiqua'; font-size:10pt">, proveedores</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y socios. </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">A la fecha del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Grupo Hycsa no ha celebrado contratos relevantes fuera del giro ordinario del negocio.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">A diferencia de otros sectores económicos, la industria de la construcción (y especialmente el de infraestructura) implica una selección de proveedores, planeación, estructuración y relación entre cliente-proveedor muy minuciosa tanto técnica como económicamente. Todas estas características son detalladas y reguladas en contratos que sirven como marco de actuación y que buscan contribuir al sano desarrollo de los proyectos al señalar claramente derechos y obligaciones para todas las partes.</span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Si bien cualquier relación contractual puede concluirse, debido a la existencia de los contratos que las reglamentan, el cliente que quiera cancelarlo debe de tener una razón fundamentada o bien el proveedor debe de </span><span style="font-family:'Book Antiqua'; font-size:10pt">in</span><span style="font-family:'Book Antiqua'; font-size:10pt">currir </span><span style="font-family:'Book Antiqua'; font-size:10pt">en </span><span style="font-family:'Book Antiqua'; font-size:10pt">algún incumplimiento grave que amerite su cancelación, ambas situaciones normalmente reguladas en los acuerdos de voluntades. </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">En caso de que un contrato relevante sea cancelado, la </span><span style="font-family:'Book Antiqua'; font-size:10pt">Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> podría tener una afectación adversa en sus resultados de operación o en su situación financiera, sin embargo, esta afectación se vería controlada de inmediato ya que Grupo Hycsa tiene derecho a un finiquito de las obras ejecutadas y, consecuentemente y de forma inmediata, la </span><span style="font-family:'Book Antiqua'; font-size:10pt">Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">llevaría a cabo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> un adelgazamiento de los </span><span style="font-family:'Book Antiqua'; font-size:10pt">costos y gastos asociados a dicho contrato/proyecto.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Por otro lado, y dado que la propia industria está enfocada a proyectos u obras específicas, la recurrencia de clientes es un comportamiento que pocas veces sucede y cuando esto pasa es típicamente debido a que se requieren características especiales en los proveedores tales como la necesidad de una alta especialización, de una historia positiva enmarcada en la confiabilidad, entre otros.</span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:center; widows:0; orphans:0">
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<span style="font-family:'Book Antiqua'; font-size:10pt">Los clientes </span><span style="font-family:'Book Antiqua'; font-size:10pt">a que se refiere la gráfica anterior</span><span style="font-family:'Book Antiqua'; font-size:10pt"> no tienen una relación adicional con Grupo Hycsa o sus subsidiarias.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa está sujeto a un marco regulatorio complejo que incluye, de manera enunciativa más no limitativa, a los siguientes ordenamientos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">que rigen</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la construcción y desarrollo de proyectos </span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:line-through">de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> infraestructura en </span><span style="font-family:'Book Antiqua'; font-size:10pt">México,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> así como su </span><span style="font-family:'Book Antiqua'; font-size:10pt">condición de emisor de valores</span><span style="font-family:'Book Antiqua'; font-size:10pt">: </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">LGTOC </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">LMV </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Circular Única</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La Ley de Obras.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La Ley General de Bienes Nacionales. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La Ley de Caminos, Puentes y Autotransporte Federal.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">LAPP</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Ley de Hidrocarburos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La Ley de Aguas.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Asimismo, para el desarrollo de sus actividades y proyectos, la Emisora está sujeta a un número relevante de leyes, reglamentos y demás regulación a nivel local (tanto estatal como municipal). La aplicación de estas normas dependerá de las ubicaciones en dónde la Emisora lleve a cabo sus actividades y, generalmente, incluyen aspectos relacionados con usos de suelo, protección ambiental, administración de desechos y demás materias o aspectos sujet</span><span style="font-family:'Book Antiqua'; font-size:10pt">o</span><span style="font-family:'Book Antiqua'; font-size:10pt">s a la regulación del fuero local. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Adicionalmente, para el caso de las operaciones y proyectos de la Emisora en los Países Objetivo </span><span style="font-family:'Book Antiqua'; font-size:10pt">o Destino </span><span style="font-family:'Book Antiqua'; font-size:10pt">las leyes, reglamentos y normas en general aplicables en dichas jurisdicciones serán aplicables para la Emisora o sus Afiliadas, según Grupo Hycsa decida llevar a cabo sus actividades. A pesar de que las normas aplicables y vigentes en </span><span style="font-family:'Book Antiqua'; font-size:10pt">estos países </span><span style="font-family:'Book Antiqua'; font-size:10pt">pueden regular aspectos similares a las normas análogas mexicanas, existen diferencias considerables entre ellas. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Para </span><span style="font-family:'Book Antiqua'; font-size:10pt">mayor información</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en relación con la normatividad aplicable en materia ambiental, favor de referirse a la sección </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Desempeño Ambiental</span><span style="font-family:'Book Antiqua'; font-size:10pt"> del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Tratamiento Fiscal</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El grupo de compañías en el que participa </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa está integrad</span><span style="font-family:'Book Antiqua'; font-size:10pt">o</span><span style="font-family:'Book Antiqua'; font-size:10pt"> por sociedades mercantiles debidamente constituidas de conformidad con las leyes mexicanas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y subsidiarias debidamente constituidas en el extranjero</span><span style="font-family:'Book Antiqua'; font-size:10pt">, cuyos objetos sociales principales entre otros son, la construcción de ingeniería civil u obra pesada; el arrendamiento de maquinaria especializada en el sector de la construcción; la administración de contratos de concesiones de construcción, reestructura o mantenimiento de carreteras, así como contratos de proyectos de prestación de servicios, así como ser tenedora de acciones de sociedades. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Derivado de lo anterior, las sociedades que conforman Grupo Hycsa, tributan para efectos de la Ley del Impuesto Sobre la Renta conforme a lo establecido en el Título II, de las Personas Morales Residentes en México, lo anterior atendiendo que las diversas sociedades que forman parte de Grupo Hycsa son consideradas como personas morales conforme a lo señalado en el artículo 7 de dicha ley.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Es importante señalar que algunas sociedades de la Emisora tienen inversiones y establecimientos permanentes ubicados en el extranjero, concretamente en los países de Colombia, Bolivia</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">El Salvador</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y Paraguay </span><span style="font-family:'Book Antiqua'; font-size:10pt">constituidas debidamente de acuerdo con las legislaciones de cada uno de los países.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Asimismo, las subsidiarias se consideran residentes fiscales extranjeros y cumplen con la normativa del país donde tributan.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Conforme a lo antes señalado, las sociedades de Grupo Hycsa efectúan la determinación de la utilidad o pérdida fiscal en cada ejercicio, considerando la acumulación de la totalidad de sus ingresos, así como de los ingresos de sus sucursales ubicadas en el extranjero, y disminuyendo las deducciones autorizadas conforme a lo señalado en las disposiciones fiscales en materia del ISR.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Asimismo, las sociedades del Grupo cumplen con las diversas obligaciones fiscales y determina</span><span style="font-family:'Book Antiqua'; font-size:10pt">n</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">sus atributos fiscales como son pérdidas fiscales, Cuenta de Utilidad Fiscal Neta, Cuenta de Capital de Aportación, entre otros, atendiendo los ordenamientos señalados para las personas morales del Título II de la Ley del Impuesto Sobre la Renta.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Cabe señalar, que las sociedades de la Emisora cumplen con sus obligaciones y tributan conforme a lo señalado en la Ley del Impuesto al Valor Agregado por los actos o actividades objeto de dicha ley, realizando en su caso el acreditamiento del IVA que cumple con requisitos fiscales, por las erogaciones que realiza para efectuar sus actividades.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Al 31 de diciembre de </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">el equipo de trabajo de Grupo Hycsa está conformado por </span><span style="font-family:'Book Antiqua'; font-size:10pt">118</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">asociados y colaboradores en oficinas centrales y </span><span style="font-family:'Book Antiqua'; font-size:10pt">746</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">personas administrativas y mandos medios asignados a cada uno de los proyectos que se están ejecutando en la República Mexicana, Colombia</span><span style="font-family:'Book Antiqua'; font-size:10pt">, El Salvador</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Bolivia</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y Paraguay</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Adicionalmente la Compañía y sus subsidiarias tienen un</span><span style="font-family:'Book Antiqua'; font-size:10pt">a</span><span style="font-family:'Book Antiqua'; font-size:10pt"> plantilla de personal operativo de obra de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2,262</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">trabajadores en México y </span><span style="font-family:'Book Antiqua'; font-size:10pt">13 </span><span style="font-family:'Book Antiqua'; font-size:10pt">fuera de México.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">G</span><span style="font-family:'Book Antiqua'; font-size:10pt">rupo Hycsa cuenta con certificaciones ISO </span><span style="font-family:'Book Antiqua'; font-size:10pt">9001, </span><span style="font-family:'Book Antiqua'; font-size:10pt">14001, </span><span style="font-family:'Book Antiqua'; font-size:10pt">37</span><span style="font-family:'Book Antiqua'; font-size:10pt">001,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y</span><span style="font-family:'Book Antiqua'; font-size:10pt"> 45001, que hacen referencia a las mejores prácticas internacionales en calidad, medio ambiente</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> seguridad</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en el trabajo</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">y prácticas anticorrupción</span><span style="font-family:'Book Antiqua'; font-size:10pt">, además de contar con la certificación </span><span style="font-family:'Book Antiqua'; font-size:10pt">ESR por</span><span style="font-family:'Book Antiqua'; font-size:10pt"> ser una empresa socialmente responsable.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Asimismo, Grupo Hycsa cuenta con una Política Ambiental </span><span style="font-family:'Book Antiqua'; font-size:10pt">Corporativa (PAC) </span><span style="font-family:'Book Antiqua'; font-size:10pt">que tiene como objetivo establecer los deberes y responsabilidades a los que están sujetos los colaboradores de Grupo Hycsa respecto a manejo de procesos ambientales. Esta </span><span style="font-family:'Book Antiqua'; font-size:10pt">PAC </span><span style="font-family:'Book Antiqua'; font-size:10pt">es </span><span style="font-family:'Book Antiqua'; font-size:10pt">a aplicable a todos los colaboradores incluyendo directivos, gerentes, empleados permanentes o eventuales, que laboran y colaboran para Grupo Hycsa</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> así como todos los prestadores de servicio subcontratados y todos los intermediarios que trabajan en nombre y representación del grupo.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Además</span><span style="font-family:'Book Antiqua'; font-size:10pt"> esta política es parte de una Estrategia de Sostenibilidad Integral que incluye también, una Política de Responsabilidad Social Corporativa, Política de No Discriminación y Promoción de la Diversidad e Inclusión y Política de Protección de los Derechos Humanos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">En materia ambiental l</span><span style="font-family:'Book Antiqua'; font-size:10pt">as</span><span style="font-family:'Book Antiqua'; font-size:10pt"> operaciones de la Emisora están sujetas, entre otras disposiciones legales aplicables, a la LGEEPA y sus reglamentos, la Ley de Residuos y sus reglamentos, la Ley Forestal, la Ley General de Vida Silvestre y su reglamento, la Ley de Aguas y su reglamento, la Ley General de Bienes Nacionales y sus reglamentos, el Reglamento para el Transporte Terrestre de Materiales y Residuos Peligrosos, el Reglamento para la Protección del Ambiente contra la Contaminación Originada por la Emisión de Ruido, las diversas Normas Oficiales Mexicanas relacionadas a la operación de la Emisora y una gran cantidad de leyes y reglamentos de carácter tanto estatal como municipal aplicables a las jurisdicciones donde se ubican o pueden llegar a ubicarse sus proyectos </span><span style="font-family:'Book Antiqua'; font-size:10pt">e instalaciones (en conjunto la “</span><span style="font-family:'Book Antiqua'; font-size:10pt; text-decoration:underline">Legislación Ambiental</span><span style="font-family:'Book Antiqua'; font-size:10pt">”).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La autoridad a cargo de los aspectos ambientales</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en México</span><span style="font-family:'Book Antiqua'; font-size:10pt"> es la SEMARNAT, la cual está encargada de supervisar el cumplimiento de la Legislación Ambiental a través de la PROFEPA.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La LGEEPA establece el marco legal aplicable a los procedimientos en caso de evaluación de impacto ambiental. El Reglamento en Materia de Evaluación de Impacto Ambiental de la LGEEPA, regula el procedimiento de evaluación de impacto ambiental de un proyecto específico, a través del cual la SEMARNAT autoriza, condiciona o niega la construcción y operación de cada proyecto debido a impactos negativos al ambiente.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La Ley de Residuos regula la generación y gestión de residuos y materiales peligrosos, así como la liberación de contaminantes al subsuelo.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Ciertos proyectos y operaciones en las cuales particip</span><span style="font-family:'Book Antiqua'; font-size:10pt">a</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> afectan áreas naturales protegidas por la SEMARNAT y/o por las autoridades ambientales locales en cuestión y, en ocasiones requieren la remoción de árboles y demás vegetación. Por lo tanto, las autorizaciones de impacto ambiental requieren que </span><span style="font-family:'Book Antiqua'; font-size:10pt">la Emisora o sus Afiliadas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> cumpla</span><span style="font-family:'Book Antiqua'; font-size:10pt">n</span><span style="font-family:'Book Antiqua'; font-size:10pt"> con ciertas condiciones y reglas específicas durante la construcción y operación de sus proyectos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El incumplimiento a lo establecido en las leyes, los reglamentos y Normas Oficiales Mexicanas aplicables en materia ambiental puede dar lugar a la imposición de multas o sanciones administrativas, a la revocación de autorizaciones, concesiones, licencias, permisos o registros, arrestos administrativos, la confiscación del equipo contaminante, terminación temporal o definitiva de las operaciones en las instalaciones de la Emisora, e incluso se puede sancionar con prisión si se determina que la violación de dicha legislación constituye un delito.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Asimismo, todas las obras de Grupo Hycsa cuentan con la correspondiente evaluación de impacto ambiental, conforme a la normativa que corresponde, lo que genera que se protejan y preserven los ecosistemas, para que no se causen desequilibrios ecológicos y se minimice los efectos negativos en el medio ambiente en esas zonas donde se ejecutarán estas obras. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Adicionalmente</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Grupo Hycsa entiende que el cambio climático es un factor que debe tomarse en cuenta en el desarrollo de sus actividades y considera que a la fecha éste no ha generado impacto en sus operaciones</span><span style="font-family:'Book Antiqua'; font-size:10pt">, l</span><span style="font-family:'Book Antiqua'; font-size:10pt">o anterior</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> debido a que en las obras que ejecuta se toman acciones concretas para mitigar los riesgos de desastres naturales (derivado o no del cambio climático), </span><span style="font-family:'Book Antiqua'; font-size:10pt">tanto </span><span style="font-family:'Book Antiqua'; font-size:10pt">desde su concepción </span><span style="font-family:'Book Antiqua'; font-size:10pt">como </span><span style="font-family:'Book Antiqua'; font-size:10pt">también de forma contractual, es decir, cualquier posible efecto negativo en un proyecto que tenga su origen en un desastre natural está contemplado e incluye acciones específicas para mitigarlos tales como la contratación de pólizas de seguro, fianzas y otro tipo de coberturas, así como protocolos de continuidad del negocio</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y están </span><span style="font-family:'Book Antiqua'; font-size:10pt">contemplados de</span><span style="font-family:'Book Antiqua'; font-size:10pt">ntro de la PAC</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Adicionalmente, por ley, en caso de un evento fortuito o de fuerza mayor, se suspenderían las obligaciones contractuales hasta el cese de dichos eventos lo que proporciona una protección regulatoria básica y que permite a Grupo Hycsa subsanar cualquier incumplimiento originado por dichos eventos sin derivar en una responsabilidad de su parte.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El sector de la construcción se divide en 5 subsectores: </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; background-color:#ffffff">Obras de agua y saneamiento </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; background-color:#ffffff">Electricidad y telecomunicaciones </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; background-color:#ffffff">Transportes y urbanización </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; background-color:#ffffff">Petróleo y petroquímica </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; background-color:#ffffff">Otras construcciones</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa participa activamente en proyectos en vías terrestres, marítimos e hidráulicos en el cual se registra un mercado potencial estimado en 20,000 millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Dólares</span><span style="font-family:'Book Antiqua'; font-size:10pt"> ($</span><span style="font-family:'Book Antiqua'; font-size:10pt">338,380</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> aproximadamente)</span><span style="font-family:'Book Antiqua'; font-size:10pt">, los cuales se componen de 77% por inversiones privadas y 23% de contrataciones públicas, siendo que el mayor detonante de infraestructura se identificó en el sector carretero.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa ha enfocado sus esfuerzos principalmente en infraestructura terrestre, marítima/hidráulica, energética y edificación contando con un amplio portafolio de proyectos</span><span style="font-family:'Book Antiqua'; font-size:10pt">, entre los que </span><span style="font-family:'Book Antiqua'; font-size:10pt">destacan:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Obras de construcción viales como: modernización, rehabilitación y mantenimiento de autopistas, carreteras, aeropuertos, viaductos elevados, pasos a desnivel, libramientos, puentes, pistas aéreas y de automovilismo en las diferentes modalidades de contratación, ya sean obra pública </span><span style="font-family:'Book Antiqua'; font-size:10pt">o privada </span><span style="font-family:'Book Antiqua'; font-size:10pt">tradicional, </span><span style="font-family:'Book Antiqua'; font-size:10pt">APPs</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y/o concesiones.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Proyectos marítimos fluviales e hidráulicos: escolleras y espigones, dragados y desazolves, muelles, diques, líneas de conducción. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Obras energéticas: conformación de plataformas terrestres para la explotación de crudo, construcción de caminos de acceso, movimientos de tierra, construcción de tanques de almacenamiento, sustitución</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> colocación </span><span style="font-family:'Book Antiqua'; font-size:10pt">y protección </span><span style="font-family:'Book Antiqua'; font-size:10pt">de ductos para hidrocarburos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Edificación y proyectos en diversas actividades entre las que se destacan la coordinación de diseño, Ingenierías, construcción y equipamiento de proyectos en edificación ya sea horizontal o vertical como son: edificios públicos, centros penitenciarios, terminales aéreas, centros comerciales, hospitales, naves industriales, edificios corporativos, tiendas de autoservicios, vivienda, entre muchos otros, dando tranquilidad a nuestros clientes</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y a las poblaciones circundantes a nuestros proyectos</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Mercado de Infraestructura en México</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La presidenta Claudia Sheinbaum ha anunciado diversas iniciativas como parte de su Plan Nacional de Infraestructura </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">su </span><span style="font-family:'Book Antiqua'; font-size:10pt">Plan México </span><span style="font-family:'Book Antiqua'; font-size:10pt">para el periodo 2024–2030, con el objetivo de fortalecer la conectividad, impulsar el desarrollo económico y atender a las regiones más vulnerables del país. A continuación, se detallan algunas de las principales acciones anunciadas:</span><span style="font-family:'Times New Roman'; font-size:10pt">​</span>
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<span style="font-family:'Segoe UI Emoji'; font-size:10pt; font-weight:bold">🚄</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> Infraestructura Ferroviaria</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Se ha propuesto una expansión significativa de la red ferroviaria nacional, con proyectos emblemáticos que incluyen</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Tren México-Querétaro</span><span style="font-family:'Book Antiqua'; font-size:10pt">: Conectará la Ciudad de México con Querétaro, pasando por Hidalgo y el Estado de México. La obra inició en octubre de 2024 y se prevé su finalización en octubre de 2027</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Tren México-Pachuca</span><span style="font-family:'Book Antiqua'; font-size:10pt">: Unirá la Ciudad de México con Pachuca, en Hidalgo, pasando por el Estado de México. Los trabajos comenzaron en marzo de 2025 y se espera su conclusión en el primer trimestre de 2027</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Tren Querétaro-Irapuato</span><span style="font-family:'Book Antiqua'; font-size:10pt">: Conectará Querétaro con Irapuato, pasando por municipios como Apaseo el Grande y Salamanca. La obra se encuentra en fase preliminar y se espera su finalización entre 2026 y 2027. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Tren México-Nuevo Laredo</span><span style="font-family:'Book Antiqua'; font-size:10pt">: Este tren de pasajeros conectará la Ciudad de México con Nuevo Laredo, pasando por varios estados del país. Se espera que el proyecto esté terminado para diciembre de 2029. </span><span style="font-family:'Times New Roman'; font-size:10pt">​</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Estos proyectos forman parte de un plan nacional de infraestructura ferroviaria que abarca desde 2018 hasta 2050.</span><span style="font-family:'Times New Roman'; font-size:10pt">​</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Segoe UI Emoji'; font-size:10pt; font-weight:bold">🛣️</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> Infraestructura Carretera</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">En febrero de 2025, </span><span style="font-family:'Book Antiqua'; font-size:10pt">la </span><span style="font-family:'Book Antiqua'; font-size:10pt">Presidenta</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Sheinbaum presentó el Programa Nacional de Infraestructura Carretera 2025–2030, que contempla la ampliación y mantenimiento de 4,000 kilómetros de carreteras en todo el país, con una inversión de 173,000 millones de pesos</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El programa incluye:</span><span style="font-family:'Times New Roman'; font-size:10pt">​</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">126 kilómetros de obras de continuidad</span><span style="font-family:'Book Antiqua'; font-size:10pt">, como el Puente Rizo de Oro y la carretera Real del Monte–Huasca.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Cerca de 3,000 kilómetros de ejes prioritarios</span><span style="font-family:'Book Antiqua'; font-size:10pt">, como las rutas Cuautla–Tlapa–Marquelia y Tamazunchale–Huejutla–Pachuca.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Construcción de 18 puentes</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y proyectos bajo el modelo de Construcción, Mantenimiento, Rehabilitación y Operación (CMRO), con participación mayoritaria del gobierno. </span><span style="font-family:'Times New Roman'; font-size:10pt">​</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Además, se contempla la adquisición de 20 trenes de pavimentación con una inversión de 850 millones de pesos, lo que permitirá reducir costos de operación en un 30%. </span><span style="font-family:'Times New Roman'; font-size:10pt">​</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Segoe UI Emoji'; font-size:10pt; font-weight:bold">⚡</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> Infraestructura Energética</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">En el ámbito energético, el gobierno ha anunciado una inversión de más de 22,000 millones de dólares para fortalecer el sistema eléctrico nacional. Esta inversión incluye la incorporación de 22,674 megavatios mediante proyectos eólicos, fotovoltaicos y de ciclo combinado. El objetivo es cubrir el crecimiento industrial y llevar energía a más de medio millón de hogares sin acceso. </span>
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<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABMAAAATCAYAAAByUDbMAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABMSURBVDhPYxgF6IAPSlME/kNpqgOKDP4BpWkGyHKdH5SmOSDJdTSLQbqAlVCaIBCE0lQBz6A0LjAZShMNqB4JFkB8D8IEgyEZywwMAAvCC5emizsCAAAAAElFTkSuQmCC" width="19" height="19" alt="Agua contorno" style="margin:0pt 9pt; -aw-left-pos:0pt; -aw-rel-hpos:margin; -aw-rel-vpos:paragraph; -aw-top-pos:12.45pt; -aw-wrap-type:tight; float:left" />
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Infraestructura Hídrica </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Como parte de los proyectos </span><span style="font-family:'Book Antiqua'; font-size:10pt">estratégicos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">para la infraestructura hídrica se han anunciado </span><span style="font-family:'Book Antiqua'; font-size:10pt">inversiones para el periodo 2025-2030 por la cantidad de $122,600 millones que incluyen </span><span style="font-family:'Book Antiqua'; font-size:10pt">17 proyectos que beneficiarán a 36 millones de personas y entre los que destacan los siguientes:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Desaladora Rosarito: </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">inversión total de $12,000 millones</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Plan Integral de la Zona Metropolitana de la Ciudad de México: </span><span style="font-family:'Book Antiqua'; font-size:10pt">inversión total de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$50,000 millones</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Acueducto Solís-León: </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">inversión total de $15,000 millones</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Presa Milpillas</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> Zacatecas: </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">inversión total de $8,900 millones</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Estas iniciativas busca</span><span style="font-family:'Book Antiqua'; font-size:10pt">n</span><span style="font-family:'Book Antiqua'; font-size:10pt"> fortalecer la infraestructura del país, promover la inversión nacional y enfrentar desafíos económicos y sociales.</span><span style="font-family:'Times New Roman'; font-size:10pt">​</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Por otro lado, </span><span style="font-family:'Book Antiqua'; font-size:10pt">d</span><span style="font-family:'Book Antiqua'; font-size:10pt">e acuerdo a</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la información de la plataforma “Proyectos México”</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">existen 157 proyectos nuevos </span><span style="font-family:'Book Antiqua'; font-size:10pt">divididos </span><span style="font-family:'Book Antiqua'; font-size:10pt">de la siguiente forma en función de su estado actual:</span>
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" width="576" height="186" alt="Interfaz de usuario gráfica

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:7pt">(</span><a style="color:#000000" href="https://www.proyectosmexico.gob.mx/"><span style="font-family:'Book Antiqua'; font-size:7pt; text-decoration:none">https://www.proyectosmexico.gob.mx/</span></a><span style="font-family:'Book Antiqua'; font-size:7pt">)</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Con lo que la participación </span><span style="font-family:'Book Antiqua'; font-size:10pt">por sector </span><span style="font-family:'Book Antiqua'; font-size:10pt">sería</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de la siguiente forma:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<img 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" 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<span style="font-family:'Book Antiqua'; font-size:10pt">Es </span><span style="font-family:'Book Antiqua'; font-size:10pt">evidente </span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">el</span><span style="font-family:'Book Antiqua'; font-size:10pt"> efecto que tiene el país el desarrollo de infraestructura en sus distintas </span><span style="font-family:'Book Antiqua'; font-size:10pt">variantes, e</span><span style="font-family:'Book Antiqua'; font-size:10pt">l INEGI tiene detectadas 263 actividades económicas y la industria de la construcción impacta en 183, es decir, tres de cada cuatro actividades económicas en México. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">De acuerdo con cifras de la misma institución, para el último trimestre de 2023 el valor total de la producción del sector representó el 6.3% del PIB total. El sector de Construcción ha sido uno de los sectores que mayor aceleración ha mostrado durante el periodo de recuperación postpandemia, y como muestra de ello es el boyante desempeño que registró en 2023 con un crecimiento de 16% en el PIB sectorial respecto al año anterior. </span>
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<img 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" 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<span style="font-family:'Book Antiqua'; font-size:7pt">FUENTE: Elaboración propia con datos del INEGI</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Para e</span><span style="font-family:'Book Antiqua'; font-size:10pt">n 2024, el sector de la construcción en México experimentó una desaceleración significativa en su contribución al </span><span style="font-family:'Book Antiqua'; font-size:10pt">PIB</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Según datos del INEGI, el valor de producción del sector cayó un 6.9% en comparación con el año anterior, marcando el segundo mayor descenso desde la crisis sanitaria de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2020 .</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Esta contracción se atribuye a varios factores, entre ellos la finalización de grandes proyectos de infraestructura como el Tren Maya y el Tren del Istmo de Tehuantepec, lo que redujo significativamente la inversión pública en obras de </span><span style="font-family:'Book Antiqua'; font-size:10pt">infraestructura .</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Además, la inversión pública en construcción disminuyó un 20.1% en 2024, después de haber crecido un 68% en </span><span style="font-family:'Book Antiqua'; font-size:10pt">2023 .</span><span style="font-family:'Times New Roman'; font-size:10pt">​</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Aunque el sector mostró signos de resiliencia, con un crecimiento moderado en algunos subsectores como la edificación residencial e industrial, la caída en la inversión pública y la conclusión de proyectos emblemáticos afectaron negativamente su desempeño en 2024.</span><span style="font-family:'Times New Roman'; font-size:10pt">​</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Competidores principales</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> en México</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Tomando en cuenta que uno de los principales generadores de oportunidades </span><span style="font-family:'Book Antiqua'; font-size:10pt">de negocio son</span><span style="font-family:'Book Antiqua'; font-size:10pt"> las diversas instituciones públicas, a </span><span style="font-family:'Book Antiqua'; font-size:10pt">continuación,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> se presentan los principales actores que tradicionalmente participan en el sector de infraestructura </span><span style="font-family:'Book Antiqua'; font-size:10pt">a través de los diferentes </span><span style="font-family:'Book Antiqua'; font-size:10pt">procesos licitatorios, siendo que </span><span style="font-family:'Book Antiqua'; font-size:10pt">aproximadamente </span><span style="font-family:'Book Antiqua'; font-size:10pt">el 30% de los participantes son </span><span style="font-family:'Book Antiqua'; font-size:10pt">empresas multinacionales </span><span style="font-family:'Book Antiqua'; font-size:10pt">que </span><span style="font-family:'Book Antiqua'; font-size:10pt">tienen un peso específico, como se muestra a continuación:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
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" 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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Aspectos positivos y negativos de la posición competitiva de Grupo Hycsa</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> en México</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los aspectos positivos son los siguientes:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Personal técnico especializado en la industria de la construcción principalmente en vías terrestres, proyectos marítimos e hidráulicos.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Empresa con una estructura óptima que permite adaptarse de manera inmediata ante cualquier situación adversa.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Gobierno corporativo que permite permear en todos sus niveles las estrategias con procedimientos claros y que promueven las mejores prácticas nacionales e internacionales de la industria.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Disponibilidad y fortaleza financiera.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Integración vertical; materiales pétreos y maquinaria especializada incrementando la competitividad en los diversos procesos licitatorios.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Conocimiento del sector de infraestructura con más de 20 años de experiencia en la industria de la construcción.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Personal técnico-especializado con gran capacidad de análisis e iniciativa para proponer soluciones viables, para lograr propuestas altamente competitivas.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Portafolio de subcontratistas calificados afines a la industria de la construcción, que promueven sinergias y estrategias para maximizar el aprovechamiento de los recursos disponibles en cada proyecto.</span>
</li>
<li style="margin:0pt 0pt 8pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Cumplimiento cabal de todas las obligaciones contractuales dejando como resultado una reputación positiva y reconocimiento en el mercado.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los aspectos negativos se describen a continuación:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Empresas extranjeras con precios altamente competitivos y poco realistas que han desvirtuado a la industria de la construcción.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Aversión al riesgo tomando en cuenta las condiciones económicas prevalecientes en el país provocando propuestas que, en algunos casos, suelen ser menos competitivas.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Experiencia específica solicitada en algunos proyectos provocando el desistimiento de participar en algunos procesos licitatorios o en su defecto, </span><span style="font-family:'Book Antiqua'; font-size:10pt">provocando </span><span style="font-family:'Book Antiqua'; font-size:10pt">que se generen </span><span style="font-family:'Book Antiqua'; font-size:10pt">alianzas estratégicas.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Empresas con mayor equipo de especialistas y asesores que les permiten abarcar una mayor cantidad de proyectos y procesos licitatorios.</span>
</li>
<li style="margin:0pt 0pt 8pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Empresas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> con una mayor trayectoria en la industria que les permite tener acceso a diferentes de fuentes de financiamiento logrando participar en un portafolio más amplio de proyectos. </span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Mercado de Infraestructura Internacional</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Con la finalidad de replicar el modelo de negocio de Grupo Hycsa, así como para diversificar su fuente de ingresos, se emprendió la tarea de explorar otros países, ampliando su portafolio de proyectos de infraestructura en mercados emergentes (que ofrecen márgenes aceptables y competencia con limitaciones) cuya demanda en infraestructura básica aún no ha sido cubierta en su totalidad.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa considera que, e</span><span style="font-family:'Book Antiqua'; font-size:10pt">n el sector de infraestructura a nivel internacional, específicamente en los rubros de vías terrestres, proyectos marítimos e hidráulicos, edificaciones y proyectos especiales, existen oportunidades para crecer debido a la asignación presupuestaria de cad</span><span style="font-family:'Book Antiqua'; font-size:10pt">a gobierno. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Con fuente en la asignación a dichos proyectos de carácter público en cada país, Grupo Hycsa analiza y determina su nivel de participación. </span><a href="#_ftn1"><span style="font-family:'Book Antiqua'; font-size:6.67pt; vertical-align:super">[1]</span></a>
</p>
<p style="margin:0pt; text-align:justify">
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<span style="font-family:'Book Antiqua'; font-size:10pt">Considerando los más de 5 años de experiencia y exposición internacional, se ha identificado que la mayoría de las empresas que participan activamente en los procesos licitatorios en los países de </span><span style="font-family:'Book Antiqua'; font-size:10pt">interés, resultan ser </span><span style="font-family:'Book Antiqua'; font-size:10pt">prácticamente </span><span style="font-family:'Book Antiqua'; font-size:10pt">los mismos competidores, por lo que a continuación se describen éstos:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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" width="479" height="492" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Aspectos positivos y negativos de la posición competitiva de Grupo Hycsa</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> en el mercado internacional</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">A continuación, se describen los aspectos positivos:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Pocas empresas locales que pueden acceder al mercado de centro y Sudamérica permitiendo replicar el modelo de negocio de Grupo Hycsa en los diversos proyectos de interés.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Empresas de gran tamaño poco eficientes durante la ejecución de los proyectos, por lo que su reputación en algunos países ha permitido que empresas como Grupo Hycsa, participen activamente en los diferentes procesos licitatorios.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Experiencia de Grupo Hycsa que permite participar en países con una gran necesidad de infraestructura y que no requieren de una gran especialidad (Autopistas y carreteras principalmente).</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Análisis detallado del mercado permitiendo homologar criterios para lograr una propuesta económica competitiva.</span>
</li>
<li style="margin:0pt 0pt 12pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Capacidad</span><span style="font-family:'Book Antiqua'; font-size:10pt"> financiera para poder emitir las garantías requeridas en los países de interés.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">En el caso de las desventajas, encontramos las siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Experiencia específica solicitada en algunos proyectos provocando el desistimiento de participar en algunos procesos licitatorios o en su defecto, </span><span style="font-family:'Book Antiqua'; font-size:10pt">provocando que se generen </span><span style="font-family:'Book Antiqua'; font-size:10pt">alianzas estratégicas.</span>
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<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Empresas con mayor equipo de especialistas y asesores que les permiten abarcar una mayor cantidad de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> proyectos y procesos licitatorios.</span>
</li>
<li style="margin:0pt 0pt 12pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Empresas con una mayor trayectoria en la industria que les permite tener acceso a diferentes de fuentes de financiamiento logrando participar en un portafolio más amplio de proyectos. </span>
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<a href="#_ftnref1"><span style="font-family:'Book Antiqua'; font-size:6.67pt; vertical-align:super">[1]</span></a><span style="font-family:'Book Antiqua'; font-size:6pt"> Fuentes: Gobierno de Colombia. </span><span style="font-family:'Book Antiqua'; font-size:6pt">Enlace: </span><a style="color:#0563c1" href="https://www.minhacienda.gov.co/webcenter/portal/EntOrdenNacional/pages_presupuestogralnacion/presupuestogeneraldelanacin/decretopresupuestogralnacion2019"><span style="font-family:'Book Antiqua'; font-size:6pt; text-decoration:underline; color:#0563c1">https://www.minhacienda.gov.co/webcenter/portal/EntOrdenNacional/pages_presupuestogralnacion/presupuestogeneraldelanacin/decretopresupuestogralnacion2019</span></a><span style="font-family:'Book Antiqua'; font-size:6pt">; </span>
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<span style="font-family:'Book Antiqua'; font-size:6pt">Gobierno de El Salvador. Enlace: </span><a style="color:#0563c1" href="https://www.transparencia.gob.sv/institutions/mag/documents/presupuesto-actual"><span style="font-family:'Book Antiqua'; font-size:6pt; text-decoration:underline; color:#0563c1">https://www.transparencia.gob.sv/institutions/mag/documents/presupuesto-actual</span></a><span style="font-family:'Book Antiqua'; font-size:6pt">; </span>
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<span style="font-family:'Book Antiqua'; font-size:6pt">Gobierno de Bolivia. Enlace: </span><a style="color:#0563c1" href="https://medios.economiayfinanzas.gob.bo/MH/documentos/DC_interes/2019/TEXTO-ORDENADO-PGE-2019.pdf"><span style="font-family:'Book Antiqua'; font-size:6pt; text-decoration:underline; color:#0563c1">https://medios.economiayfinanzas.gob.bo/MH/documentos/DC_interes/2019/TEXTO-ORDENADO-PGE-2019.pdf</span></a><span style="font-family:'Book Antiqua'; font-size:6pt">; </span>
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<p style="margin:0pt 0pt 3pt">
<span style="font-family:'Book Antiqua'; font-size:6pt">Gobierno de Nicaragua. Enlace: </span><a style="color:#0563c1" href="http://www.pgr.gob.ni/PDF/2019/GACETA/NOVIEMBRE/GACETA_28_11_2019.pdf"><span style="font-family:'Book Antiqua'; font-size:6pt; text-decoration:underline; color:#0563c1">http://www.pgr.gob.ni/PDF/2019/GACETA/NOVIEMBRE/GACETA_28_11_2019.pdf</span></a><span style="font-family:'Book Antiqua'; font-size:6pt">; </span>
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<span style="font-family:'Book Antiqua'; font-size:6pt">Gobierno del Perú. Enlace: </span><a style="color:#0563c1" href="https://www.mef.gob.pe/es/normatividad-sp-9867/por-instrumento/leyes/18641-ley-n-30879-30880-y-30881-1/file"><span style="font-family:'Book Antiqua'; font-size:6pt; text-decoration:underline; color:#0563c1">https://www.mef.gob.pe/es/normatividad-sp-9867/por-instrumento/leyes/18641-ley-n-30879-30880-y-30881-1/file</span></a><span style="font-family:'Book Antiqua'; font-size:6pt">;</span>
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<span style="font-family:'Book Antiqua'; font-size:6pt">Gobierno de Panamá. Enlace: </span><a style="color:#0563c1" href="https://www.elmetrodepanama.com/wp-content/uploads/2019/08/Ley-de-Presupuesto-2018.pdf"><span style="font-family:'Book Antiqua'; font-size:6pt; text-decoration:underline; color:#0563c1">https://www.elmetrodepanama.com/wp-content/uploads/2019/08/Ley-de-Presupuesto-2018.pdf</span></a><span style="font-family:'Book Antiqua'; font-size:6pt; text-decoration:underline; color:#0563c1"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa es la empresa controladora </span><span style="font-family:'Book Antiqua'; font-size:10pt">de acciones que consolida las actividades de un grupo de empresas</span><span style="font-family:'Book Antiqua'; font-size:10pt">, contando con participaciones accionarias desde un 90.67% hasta el 99.5% del capital de cada una de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> sus</span><span style="font-family:'Book Antiqua'; font-size:10pt"> subsidiarias</span><span style="font-family:'Book Antiqua'; font-size:10pt">, mismas que se señalan a continuación:</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Denominación</span>
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<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Porcentaje de participación</span>
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<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Accionista</span>
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<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold"> </span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Descripción de actividades que realiza dentro del marco de negocios de Grupo Hycsa</span>
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<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Calzada Construcciones, S.A. de C.V.</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">99.99</span>
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<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Grupo Hycsa</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
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<td rowspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-style:italic">Construcción, rehabilitación y mantenimiento de vías terrestres</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">0.01</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">HYCSA PARTNER</span>
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<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
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<td rowspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Construcciones y Dragados del Sureste, S.A. de C.V.</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">99.99</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Grupo Hycsa</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
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<td rowspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-style:italic">Dragados y obra marina</span>
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<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">0.</span><span style="font-family:'Book Antiqua'; font-size:9pt">0</span><span style="font-family:'Book Antiqua'; font-size:9pt">1</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">HYCSA PARTNER</span>
</p>
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<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:23.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
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<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Agregados de México, S.A. de C.V.</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">90</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Grupo Hycsa</span>
</p>
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<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-style:italic">Producción y comercialización de agregados pétreos</span>
</p>
</td>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">10</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Otros accionistas del grupo</span>
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<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
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<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Hycsa Servicios Administrativos, S.A. de C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">90</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Grupo Hycsa</span>
</p>
</td>
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<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-style:italic">Prestación de servicios de personal</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">10</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">HYCSA PARTNER</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Hidrovías</span><span style="font-family:'Book Antiqua'; font-size:9pt"> y Carreteras, S.A. de C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">9</span><span style="font-family:'Book Antiqua'; font-size:9pt">9.99</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Grupo Hycsa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-style:italic">Dragados y obra marina</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">0.01</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">HYCSA PARTNER</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">HYCSA Transportes y Logística, S.A. de C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">99.5</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Grupo Hycsa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-style:italic">Administración y logística de transporte</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">0.5</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">HYCSA PARTNER</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">HYCSA Edificaciones y Proyectos, S.A.P.I. de C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">99.</span><span style="font-family:'Book Antiqua'; font-size:9pt">99</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Grupo Hycsa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-style:italic">Edificaciones horizontales y verticales</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">0.</span><span style="font-family:'Book Antiqua'; font-size:9pt">01</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">HYCSA PARTNER</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Hippo Maquinaria, S.A. de C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">99.99</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Grupo Hycsa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-style:italic">Arrendamiento de equipo de construcción</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">0.01</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">HYCSA PARTNER</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">HYCOLCOM, S.A.S.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">50</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Calzada Construcciones, S.A. de C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
<td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-style:italic">Proyectos en Colombia</span>
</p>
</td>
</tr>
<tr style="height:5.9pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">50</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Construcciones y Dragados del Sureste, S.A. de C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td rowspan="2" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">HYCSA Green Capital, S.A. de</span><span style="font-family:'Book Antiqua'; font-size:9pt"> C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">50</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Calzada Construcciones, S.A. de C.V.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
<td rowspan="2" style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Sostenibilidad</span>
</p>
</td>
</tr>
<tr style="height:5.9pt">
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">50</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Construcciones y Dragados del Sureste, S.A. de C.V.</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:2pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Asimismo, se indican las sucursales que posee Grupo Hycsa:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 12.44pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:8.86pt; font-family:serif; font-size:9pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Calzada Construcciones, S.A. de C.V. Sucursal Colombia</span>
</li>
<li style="margin:0pt 0pt 0pt 12.44pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:8.86pt; font-family:serif; font-size:9pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Construcciones y Dragados del Sureste, S.A. de C.V. Sucursal Colombia</span>
</li>
<li style="margin:0pt 0pt 0pt 12.44pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:8.86pt; font-family:serif; font-size:9pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Construcciones y Dragados del Sureste, S.A. de C.V. Sucursal Perú</span>
</li>
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<span style="font-family:'Book Antiqua'; font-size:9pt">Calzada Construcciones, S.A. de C.V. Sucursal Bolivia</span>
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<li style="margin:0pt 0pt 10pt 12.44pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:8.86pt; font-family:serif; font-size:9pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Calzada Construcciones, S.A. de C.V., Sucursal El Salvador</span>
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<li style="margin:0pt 0pt 10pt 12.44pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:8.86pt; font-family:serif; font-size:9pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Calzada Construcciones, S.A. de C.V., Sucursal Paraguay</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A nivel consolidado Grupo Hycsa cuenta con, un total de </span><span style="font-family:'Book Antiqua'; font-size:10pt">487</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">equipos sofisticados y de alto desempeño que dependiendo de su naturaleza residen contable y fiscalmente en subsidiarias específicas; al cierre del</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024</span><span style="font-family:'Book Antiqua'; font-size:10pt">, el activo total representado por maquinaria y equipo de construcción e infraestructura</span><span style="font-family:'Book Antiqua'; font-size:10pt"> registraron un valor neto de depreciación de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">1,055</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones de Pesos, tales como maquinaria propia que se compone de equipos especializados divididos de la siguiente manera: equipo de dragado (dragas de succión, dragas de arrastre, remolcadores y pontones) y equipo de construcción de vías terrestres (trituración, equipos de movimientos de tierra, equipos para producción y tendido de carpeta asfáltica y concreto hidráulico, equipos para rehabilitación y estabilizado de pavimentos, y equipos de transporte), plantas de trituración fijas y móviles de agregados pétreos, garantizando así la funcionalidad, rentabilidad, el rendimiento y el debido cumplimiento del programa de obra de acuerdo con las necesidades de cada proyecto. La totalidad de la plantilla se encuentra debidamente asegurada y en total mantenimiento para minimizar índices de siniestralidad. A continuación, se detallan los equipos:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span><img 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" 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</p>
<p style="margin:0pt 0pt 10pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">En particular, </span><span style="font-family:'Book Antiqua'; font-size:10pt">AGREMEX </span><span style="font-family:'Book Antiqua'; font-size:10pt">e</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Hippo Maquinaria, cuentan con equipos a efecto de atender el mercado mexicano de construcción e infraestructura en cada una de sus especialidades, incluyendo las necesidades de equipos adicionales que puedan requerirse en Grupo Hycsa cuando la oportunidad y el proyecto lo justifiquen.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hycsa no tiene activos que hayan sido otorgados en garantía.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<p style='font-family:Arial;font-size: 8pt'><html>
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<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">A la fecha del presente Informe Anual, la Emisora no enfrenta juicio, litigio o procedimiento administrativo alguno que represente un impacto económico importante en Grupo Hycsa.</span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">A la fecha del presente Informe Anual la Emisora no enfrenta ningún juicio, litigio o procedimiento administrativo en material fiscal. </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">La Emisora no se encuentra en alguno de los supuestos establecidos en los artículos 9 y 10 de la Ley de Concursos Mercantiles, ni se encuentra en una posición por la cual pudiera declararse o ha sido declarada en concurso mercantil.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
<meta http-equiv="Content-Style-Type" content="text/css" />
<meta name="generator" content="Aspose.Words for .NET 15.3.0.0" />
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">El capital social de la Emisora es variable. La porción mínima fija del capital social sin derecho a retiro de la Emisora está representada por 50,000 </span><span style="font-family:'Book Antiqua'; font-size:10pt">acciones </span><span style="font-family:'Book Antiqua'; font-size:10pt">nominativas </span><span style="font-family:'Book Antiqua'; font-size:10pt">con valor nominal de $1.00</span><span style="font-family:'Book Antiqua'; font-size:10pt"> íntegramente suscritas y pagadas. </span><span style="font-family:'Book Antiqua'; font-size:10pt">La parte variable del capital es ilimitado de acuerdo a las aportaciones que se obliguen a realizar los socios en numerario o bienes distintos a este y estará representada por las acciones que formarán las series que determine la </span><span style="font-family:'Book Antiqua'; font-size:10pt">asamblea general de accionistas.</span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Con fecha 28 de diciembre de 2022, mediante Asamblea General Ordinaria de Accionistas de la Emisora se aprobó un aumento al capital variable de la misma por un monto de $131’768,000.00 representado por 131’768,000 acciones nominativas con valor nominal de $1.00 cada una.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Este </span><span style="font-family:'Book Antiqua'; font-size:10pt">movimiento refleja </span><span style="font-family:'Book Antiqua'; font-size:10pt">el compromiso de los accionistas </span><span style="font-family:'Book Antiqua'; font-size:10pt">para </span><span style="font-family:'Book Antiqua'; font-size:10pt">con la Compañía</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y todos sus socios de negocios.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">A continuación, se presenta una tabla que muestra la estructura </span><span style="font-family:'Book Antiqua'; font-size:10pt">accionaria</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de la Emisora a la fecha del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
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<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr>
<td style="border-bottom-color:#ffc000; border-bottom-style:solid; border-bottom-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:133.15pt">
<p style="margin:3pt 0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Accionistas</span>
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</td>
<td style="border-bottom-color:#ffc000; border-bottom-style:solid; border-bottom-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.65pt">
<p style="margin:3pt 0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#ffc000; border-bottom-style:solid; border-bottom-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:50.8pt">
<p style="margin:3pt 0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Acciones Capital Fijo</span>
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<td style="border-bottom-color:#ffc000; border-bottom-style:solid; border-bottom-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:71.55pt">
<p style="margin:3pt 0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Acciones Capital Variable</span>
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</td>
<td style="border-bottom-color:#ffc000; border-bottom-style:solid; border-bottom-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:79.75pt">
<p style="margin:3pt 0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Capital Social</span>
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</td>
<td style="border-bottom-color:#ffc000; border-bottom-style:solid; border-bottom-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:59.7pt">
<p style="margin:3pt 0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Porcentaje de Participación</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#ffc000; border-top-style:solid; border-top-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:133.15pt">
<p style="margin:3pt 0pt; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt">Luis Enrique Embriz Cruz</span>
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<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#ffc000; border-top-style:solid; border-top-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:50.8pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt">25,000</span>
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</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#ffc000; border-top-style:solid; border-top-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:71.55pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt">69,308,375</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#ffc000; border-top-style:solid; border-top-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:79.75pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt">$</span><span style="font-family:'Book Antiqua'; font-size:9pt">69,</span><span style="font-family:'Book Antiqua'; font-size:9pt">333,375.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#ffc000; border-top-style:solid; border-top-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:59.7pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt">50%</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:133.15pt">
<p style="margin:3pt 0pt; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt">Alejandro Feliciano Calzada Prats</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.65pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:50.8pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt">25,000</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:71.55pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt">69,308,375</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:79.75pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt">$</span><span style="font-family:'Book Antiqua'; font-size:9pt">69,333,375.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:59.7pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt">50%</span>
</p>
</td>
</tr>
<tr>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:133.15pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.65pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Total:</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:50.8pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">50,000</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:71.55pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">138,616,750</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:79.75pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">$</span><span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">138,666,750.00</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:59.7pt">
<p style="margin:3pt 0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">100%</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Por lo anterior, a la fecha del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt"> ninguna otra persona ejerce control sobre la Emisora además de los </span><span style="font-family:'Book Antiqua'; font-size:10pt">ahí mencionados</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">De conformidad con lo anterior, a la fecha del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt"> ninguno de los miembros del Consejo de Administración de la Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">distintos a los señores </span><span style="font-family:'Book Antiqua'; font-size:10pt">Calzada y Embriz </span><span style="font-family:'Book Antiqua'; font-size:10pt">tiene una tenencia accionaria que represente una tenencia individual mayor al 1% y menor al 10%.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">N</span><span style="font-family:'Book Antiqua'; font-size:10pt">inguna persona física o moral, incluyendo gobiernos extranjeros, </span><span style="font-family:'Book Antiqua'; font-size:10pt">controla directa o indirectamente a </span><span style="font-family:'Book Antiqua'; font-size:10pt">la Emisora, y a la fecha no existe compromiso alguno, conocido por la Emisora que pudiere significar un cambio de control en las acciones de la Emisora.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Desde su constitución, no han existido cambios en los accionistas de la Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y esta </span><span style="font-family:'Book Antiqua'; font-size:10pt">no ha sido objeto de ninguna oferta pública para tomar su control, ni ha realizado oferta alguna para tomar el control de otras compañías cuyas acciones cotizan en la Bolsa o en cualquier otra bolsa </span><span style="font-family:'Book Antiqua'; font-size:10pt">de valores </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el extranjero.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<p style='font-family:Arial;font-size: 8pt'><html>
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<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
<meta http-equiv="Content-Style-Type" content="text/css" />
<meta name="generator" content="Aspose.Words for .NET 15.3.0.0" />
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</title>
</head>
<body>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<a name="_Hlk99354415" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt">Durante los últimos tres ejercicios Grupo Hycsa </span><span style="font-family:'Book Antiqua'; font-size:10pt">únicamente ha</span><span style="font-family:'Book Antiqua'; font-size:10pt"> decretado </span><span style="font-family:'Book Antiqua'; font-size:10pt">y pagado </span><span style="font-family:'Book Antiqua'; font-size:10pt">dividendos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en el ejercicio 2024 por la cantidad de $88,650,000</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span></a>
</p>
<p style="margin:0pt">
<span style="-aw-bookmark-end:_Hlk99354415"></span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<br style="page-break-before:always; clear:both" />
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5284403000
7346200000
8877306502
917575000
1448060
1518531151
459378000
969262000
984897889
275494000
442397000
467390573
1.99
3.19
3.37
324878000
275738000
583873384
124249000
144485000
156486272
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5704316000
6073192000
1368127000
1621451000
2258842806
74
185
122
38
23
29
30
41
59
2373246537
1407986000
1830709000
0
0
0.64
<p style='font-family:Arial;font-size: 8pt'><html>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">N/A</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">De conformidad con IFRS 8, los segmentos operativos en los que se dividen las operaciones de la empresa son dos: </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Construcción: Incluye construcción terrestre, edificaciones, hid</span><span style="font-family:'Book Antiqua'; font-size:10pt">ráuli</span><span style="font-family:'Book Antiqua'; font-size:10pt">cas y mar</span><span style="font-family:'Book Antiqua'; font-size:10pt">ítimas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Otros: Arrendamiento de maquinaria para construcción, extracción y producción de grava </span><span style="font-family:'Book Antiqua'; font-size:10pt">y piedra caliza para construcción y venta a terceros de materiales de construcción</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Por otro lado, para efectos de categorización común, e</span><span style="font-family:'Book Antiqua'; font-size:10pt">l portafolio de Negocios de Grupo Hycsa se encuentra segmentado en 5 ejes:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Construcción</span><span style="font-family:'Book Antiqua'; font-size:10pt">: siendo el rubro de mayor importancia, el cual refiere a la construcción, modernización, rehabilitación, ingeniería, equipamiento y mantenimiento de los diferentes proyectos. Para los años </span><span style="font-family:'Book Antiqua'; font-size:10pt">2022 </span><span style="font-family:'Book Antiqua'; font-size:10pt">a </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">generó un promedio de </span><span style="font-family:'Book Antiqua'; font-size:10pt">95.29</span><span style="font-family:'Book Antiqua'; font-size:10pt">% del total de los ingresos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Servicios Administrativos</span><span style="font-family:'Book Antiqua'; font-size:10pt">: representa en promedio el </span><span style="font-family:'Book Antiqua'; font-size:10pt">0.</span><span style="font-family:'Book Antiqua'; font-size:10pt">47</span><span style="font-family:'Book Antiqua'; font-size:10pt">% de los ingresos totales,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">se </span><span style="font-family:'Book Antiqua'; font-size:10pt">refiere</span><span style="font-family:'Book Antiqua'; font-size:10pt"> a un rubro importante del proceso de construcción ya que se encarga de la logística y transporte de materiales para la industria, con ello se generan opciones de ahorro en tiempo y costo de traslado para la movilización del insumo, </span><span style="font-family:'Book Antiqua'; font-size:10pt">0.66</span><span style="font-family:'Book Antiqua'; font-size:10pt">% por el año </span><span style="font-family:'Book Antiqua'; font-size:10pt">2022</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">0.77</span><span style="font-family:'Book Antiqua'; font-size:10pt">% para el cierre del </span><span style="font-family:'Book Antiqua'; font-size:10pt">2023 </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">0.32</span><span style="font-family:'Book Antiqua'; font-size:10pt">% para el </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Venta de Materiales</span><span style="font-family:'Book Antiqua'; font-size:10pt">: extracción, trituración, producción y comercialización de materiales pétreos</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> ha sido desde 2013 una estrategia de negocio importante para el cumplimiento de calidad en el material utilizado para las obras de Grupo Hycsa.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> E</span><span style="font-family:'Book Antiqua'; font-size:10pt">n términos anuales la participación fue d</span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">1.92</span><span style="font-family:'Book Antiqua'; font-size:10pt">% al cierre del </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">1.13</span><span style="font-family:'Book Antiqua'; font-size:10pt">% para el </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">3</span><span style="font-family:'Book Antiqua'; font-size:10pt"> concluyendo el 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">con un </span><span style="font-family:'Book Antiqua'; font-size:10pt">0.54</span><span style="font-family:'Book Antiqua'; font-size:10pt">% de participación</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Arrendamiento de Maquinaria</span><span style="font-family:'Book Antiqua'; font-size:10pt">: Grupo Hycsa cuenta con una plantilla de equipos que sirven para robustecer y dar celeridad y margen a sus proyectos. Su diversificación abarca los siguientes tipos de equipo: equipo de dragado (dragas de succión, dragas de arrastre, remolcadores y pontones) y equipo de construcción de vías terrestres (trituración, equipos de movimientos de tierra, equipos para producción y tendido de carpeta asfáltica y concreto hidráulico, equipos para rehabilitación y estabilizado de pavimentos, y equipos de transporte).</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">En </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">2022 </span><span style="font-family:'Book Antiqua'; font-size:10pt">tuvo una </span><span style="font-family:'Book Antiqua'; font-size:10pt">participación </span><span style="font-family:'Book Antiqua'; font-size:10pt">de </span><span style="font-family:'Book Antiqua'; font-size:10pt">3.38% misma que, </span><span style="font-family:'Book Antiqua'; font-size:10pt">al igual que el resto de los seg</span><span style="font-family:'Book Antiqua'; font-size:10pt">mentos, </span><span style="font-family:'Book Antiqua'; font-size:10pt">debido al gran incremento en los ingresos por Construcción, inició una tendencia de reducción en su participación disminuyendo </span><span style="font-family:'Book Antiqua'; font-size:10pt">para el siguiente año al </span><span style="font-family:'Book Antiqua'; font-size:10pt">1.19% y </span><span style="font-family:'Book Antiqua'; font-size:10pt">cerra</span><span style="font-family:'Book Antiqua'; font-size:10pt">ndo </span><span style="font-family:'Book Antiqua'; font-size:10pt">el 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en </span><span style="font-family:'Book Antiqua'; font-size:10pt">0.84</span><span style="font-family:'Book Antiqua'; font-size:10pt">%. </span><span style="font-family:'Book Antiqua'; font-size:10pt">En los últimos 3 años su participación promedió </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">2.34</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Ingresos - Participación en Asociadas</span><span style="font-family:'Book Antiqua'; font-size:10pt">: se refiere al reconocimiento de la participación en nuestros resultados de los SPV con las subsidiarias constructoras, </span><span style="font-family:'Book Antiqua'; font-size:10pt">para el cierre del </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">aportó </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">1.16</span><span style="font-family:'Book Antiqua'; font-size:10pt">% de los Ingresos Totales </span><span style="font-family:'Book Antiqua'; font-size:10pt">promediando entre el </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">0.39</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span>
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</ul>
<p style="margin:0pt 0pt 10pt; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Ingresos por líneas de negocios</span>
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<img 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" 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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Ingresos por país:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Siendo los ingresos de México los más representativos para Grupo Hycsa, la consolidación del proceso de internacionalización tomó fuerza a partir de 2017 con la llegada de los primeros contratos en Bolivia y Colombia, mismos que a diciembre 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">llegaron a </span><span style="font-family:'Book Antiqua'; font-size:10pt">suma</span><span style="font-family:'Book Antiqua'; font-size:10pt">r</span><span style="font-family:'Book Antiqua'; font-size:10pt"> un total de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">3</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt">212</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones de Pesos en Backlog</span><span style="font-family:'Book Antiqua'; font-size:10pt">, al cierre del 2022 este monto </span><span style="font-family:'Book Antiqua'; font-size:10pt">disminuyó a </span><span style="font-family:'Book Antiqua'; font-size:10pt">$1,476.39 fundamentalmente por la conclusión de</span><span style="font-family:'Book Antiqua'; font-size:10pt">l proyecto </span><span style="font-family:'Book Antiqua'; font-size:10pt">Puerto Araujo-San Alberto en Colombia y el </span><span style="font-family:'Book Antiqua'; font-size:10pt">proyecto </span><span style="font-family:'Book Antiqua'; font-size:10pt">denominado Tarata Anzaldo Rio </span><span style="font-family:'Book Antiqua'; font-size:10pt">Caine</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en Bolivia</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Para el </span><span style="font-family:'Book Antiqua'; font-size:10pt">cierre del año 2023</span><span style="font-family:'Book Antiqua'; font-size:10pt"> dicho Backlog </span><span style="font-family:'Book Antiqua'; font-size:10pt">internacional </span><span style="font-family:'Book Antiqua'; font-size:10pt">contratado asciende a $1,369</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones </span><span style="font-family:'Book Antiqua'; font-size:10pt">con un monto </span><span style="font-family:'Book Antiqua'; font-size:10pt">pendiente de ejecutar </span><span style="font-family:'Book Antiqua'; font-size:10pt">de </span><span style="font-family:'Book Antiqua'; font-size:10pt">únicamente </span><span style="font-family:'Book Antiqua'; font-size:10pt">$276 </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones</span><span style="font-family:'Book Antiqua'; font-size:10pt">. La</span><span style="font-family:'Book Antiqua'; font-size:10pt"> disminución </span><span style="font-family:'Book Antiqua'; font-size:10pt">respecto del año anterior </span><span style="font-family:'Book Antiqua'; font-size:10pt">obedece a</span><span style="font-family:'Book Antiqua'; font-size:10pt"> que el proyecto </span><span style="font-family:'Book Antiqua'; font-size:10pt">denominado </span><span style="font-family:'Book Antiqua'; font-size:10pt">R</span><span style="font-family:'Book Antiqua'; font-size:10pt">ehabilitación de la carretera La Angostura-Comarapa. Tramo </span><span style="font-family:'Book Antiqua'; font-size:10pt">Iii</span><span style="font-family:'Book Antiqua'; font-size:10pt">: </span><span style="font-family:'Book Antiqua'; font-size:10pt">Mairana</span><span style="font-family:'Book Antiqua'; font-size:10pt">-Bermejo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">en Bolivia </span><span style="font-family:'Book Antiqua'; font-size:10pt">se encuentra </span><span style="font-family:'Book Antiqua'; font-size:10pt">en su etapa final de ejecución.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Para </span><span style="font-family:'Book Antiqua'; font-size:10pt">los ejercicios inmediatos </span><span style="font-family:'Book Antiqua'; font-size:10pt">el backlog internacional se </span><span style="font-family:'Book Antiqua'; font-size:10pt">verá incrementado </span><span style="font-family:'Book Antiqua'; font-size:10pt">fundamentalmente </span><span style="font-family:'Book Antiqua'; font-size:10pt">por </span><span style="font-family:'Book Antiqua'; font-size:10pt">el nuevo </span><span style="font-family:'Book Antiqua'; font-size:10pt">proyecto </span><span style="font-family:'Book Antiqua'; font-size:10pt">en Paraguay denominado </span><span style="font-family:'Book Antiqua'; font-size:10pt">“Catastro, indemnización, construcción y mantenimiento por niveles de servicio de la pavimentación de la ruta nacional PY-17, tramo Pedro Juan Caballero - Zanja Pyta - Capitán Bado - Itanara - YPEJHU, Departamentos de Amambay y Canindeyu, República del Paraguay</span><span style="font-family:'Book Antiqua'; font-size:10pt"> por la cantidad de </span><span style="font-family:'Book Antiqua'; font-size:10pt">USD 56</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span><span style="font-family:'Book Antiqua'; font-size:10pt">9 millones </span><span style="font-family:'Book Antiqua'; font-size:10pt">IVA incluido </span><span style="font-family:'Book Antiqua'; font-size:10pt">(aproximadamente $1,182.47 millones de pesos) </span><span style="font-family:'Book Antiqua'; font-size:10pt">como presupuesto de referencia</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt">Los ingresos por operaciones continuas por región geográfica se observan a continuación:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Nos encontramos al corriente en el pago de capital e intereses, así como en cumplimiento de nuestras obligaciones de hacer y no hacer en todos nuestros créditos</span><span style="font-family:'Book Antiqua'; font-size:10pt">. L</span><span style="font-family:'Book Antiqua'; font-size:10pt">as princípiales obligaciones de hacer y no hacer</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de dichos créditos relevantes</span><span style="font-family:'Book Antiqua'; font-size:10pt">, incluyen entre otras:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Entregar a la acreditante información financiera; </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Permitir al personal autorizado del acreditante efectuar inspecciones en los libros de contabilidad; </span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Notificar por escrito al acreditante en caso de realizar alguna adquisición o enajenación </span><span style="font-family:'Book Antiqua'; font-size:10pt">sobre cierto porcentaje </span><span style="font-family:'Book Antiqua'; font-size:10pt">de activos; </span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">No contratar pasivos con costos financieros, cuyos pagos de capital e intereses pudieran afectar las obligaciones del pago de ciertos créditos; </span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">No otorgar préstamos a terceros, cuyos pagos de capital e intereses pudieran afectar las obligaciones del pago de ciertos créditos; </span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">No realizar fusiones o escisiones con otras empresas (excepto afiliadas y subsidiarias en el entendido de que la empresa resultante se obligue a cumplir con los términos de ciertos créditos); </span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">No vender activos inmobiliarios, excepto por ventas que sean en el curso ordinario del negocio o que tengan como fin, destinar los recursos a la amortización o pago de ciertos créditos; </span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">No constituir gravámenes fuera del curso ordinario de negocios o que afecten la capacidad de pago;</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Mantener seguros respecto de ciertas propiedades por valores acordados con los acreditantes; </span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">No decretar, pagar o de cualquier forma repartir dividendos a los accionistas </span><span style="font-family:'Book Antiqua'; font-size:10pt">bajo ciertos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> supuestos, principalmente en el caso </span><span style="font-family:'Book Antiqua'; font-size:10pt">de que ocurra, y mientras continúe, alguna causal de vencimiento anticipado al amparo de ciertos créditos;</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">No restringir el pago de dividendos de subsidiarias; y </span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">No disminuir el capital social.</span>
</li>
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Permitir un cambio de control de la empresa.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">A continuación, se presenta una tabla con los </span><span style="font-family:'Book Antiqua'; font-size:10pt">saldos </span><span style="font-family:'Book Antiqua'; font-size:10pt">de los </span><span style="font-family:'Book Antiqua'; font-size:10pt">créditos más relevantes que tiene contratados la Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> al </span><span style="font-family:'Book Antiqua'; font-size:10pt">31 de diciembre </span><span style="font-family:'Book Antiqua'; font-size:10pt">de </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:404.75pt">
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:108pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">INSTITUCIÓN</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:132.65pt">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">MONTO</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold"> (Miles)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:130.95pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">CARACTERISTICAS</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:108pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Calibri; font-size:10pt">BBVA</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:132.65pt">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Calibri; font-size:10pt">$400,000</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:130.95pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Calibri; font-size:10pt">Crédito Simple / CYDSSA</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:108pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Calibri; font-size:10pt">Santander</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:132.65pt">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Calibri; font-size:10pt">$141,667</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:130.95pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Calibri; font-size:10pt">Crédito Simple / Hycsa</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:108pt">
<p style="margin:0pt; text-indent:-7.1pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Bancomext</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:132.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt">51,786</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:130.95pt">
<p style="margin:0pt 0pt 0pt 2.85pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Crédito Simple / Hycsa</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:108pt">
<p style="margin:0pt; text-indent:-7.1pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Bancomext</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:132.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt">125,000</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:130.95pt">
<p style="margin:0pt 0pt 0pt 2.85pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Crédito Simple / Hycsa</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:108pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">BBVA</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:132.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt">61,666</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:130.95pt">
<p style="margin:0pt 0pt 0pt 2.85pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Crédito Simple</span><span style="font-family:'Times New Roman'; font-size:10pt"> / Hycsa</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:108pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Mercado Bursátil </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Mexicano</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:132.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$5</span><span style="font-family:'Times New Roman'; font-size:10pt">00,000</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:130.95pt">
<p style="margin:0pt 0pt 0pt 2.85pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Certificados Bursátiles/Hycsa</span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Clave de pizarra HYCSA 24</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:108pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Mercado Bursátil </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Mexicano</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:132.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt">100,000</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:130.95pt">
<p style="margin:0pt 0pt 0pt 2.85pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Certificados Bursátiles/Hycsa</span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Clave de pizarra HYCSA 00</span><span style="font-family:'Times New Roman'; font-size:10pt">12</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">No existen tendencias, compromisos o acontecimientos relevantes conocidos que puedan o vayan a afectar significativamente la liquidez de Grupo Hycsa, sus resultados de operación o su situación financiera.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Para efecto</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de </span><span style="font-family:'Book Antiqua'; font-size:10pt">mejor entendimiento de</span><span style="font-family:'Book Antiqua'; font-size:10pt">l análisis </span><span style="font-family:'Book Antiqua'; font-size:10pt">de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> las cifras</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de la Emisora,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> es importante referirse </span><span style="font-family:'Book Antiqua'; font-size:10pt">al apartado de definiciones del presente Informe Anual, especialmente a los </span><span style="font-family:'Book Antiqua'; font-size:10pt">términos </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">“EBITDA Ajustado”</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">e </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">“Ingresos Totales”</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A lo largo de los últimos tres años Grupo Hycsa ha logrado transformar su operación, alcanzando un crecimiento de sus </span><span style="font-family:'Book Antiqua'; font-size:10pt">I</span><span style="font-family:'Book Antiqua'; font-size:10pt">ngresos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Totales </span><span style="font-family:'Book Antiqua'; font-size:10pt">muy relevante</span><span style="font-family:'Book Antiqua'; font-size:10pt">, al pasar de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">5,284</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> al cierre de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2022</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">a un monto de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">8,877</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> al cierre de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Es decir, un incremento de </span><span style="font-family:'Book Antiqua'; font-size:10pt">68</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span><span style="font-family:'Book Antiqua'; font-size:10pt"> comparando </span><span style="font-family:'Book Antiqua'; font-size:10pt">el resultado d</span><span style="font-family:'Book Antiqua'; font-size:10pt">el año </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">vs </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Durante este mismo período la eficiencia operativa de la Compañía permitió que la </span><span style="font-family:'Book Antiqua'; font-size:10pt">U</span><span style="font-family:'Book Antiqua'; font-size:10pt">tilidad </span><span style="font-family:'Book Antiqua'; font-size:10pt">después</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Gastos </span><span style="font-family:'Book Antiqua'; font-size:10pt">de operación y el EBITDA </span><span style="font-family:'Book Antiqua'; font-size:10pt">Ajustado </span><span style="font-family:'Book Antiqua'; font-size:10pt">experimentaran crecimientos, habiendo pasado respectivamente de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">459</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y $</span><span style="font-family:'Book Antiqua'; font-size:10pt">584</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> al cierre de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2022 a $969 y $1,114 millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">en </span><span style="font-family:'Book Antiqua'; font-size:10pt">2023 </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">concluyendo </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">en </span><span style="font-family:'Book Antiqua'; font-size:10pt">$985 y $1,141 millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">respectivamente</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">e</span><span style="font-family:'Book Antiqua'; font-size:10pt">s decir, un aumento acumulado de</span><span style="font-family:'Book Antiqua'; font-size:10pt">l </span><span style="font-family:'Book Antiqua'; font-size:10pt">2022 </span><span style="font-family:'Book Antiqua'; font-size:10pt">al </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">114</span><span style="font-family:'Book Antiqua'; font-size:10pt">% y </span><span style="font-family:'Book Antiqua'; font-size:10pt">96</span><span style="font-family:'Book Antiqua'; font-size:10pt">% respectivamente.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Los principales factores que tuvieron incidencia en estos resultados se encuentran:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Reestructura operativa, haciendo un análisis detallado de las funciones de la plantilla laboral</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Eficiencia en los costos de los insumos para cada proyecto, evitando principalmente generar </span><span style="font-family:'Book Antiqua'; font-size:10pt">sobre-inventarios</span><span style="font-family:'Book Antiqua'; font-size:10pt">, aprovechar descuentos por pagos de contado, minimizando logísticas innecesarias, entre otros.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Análisis de rentabilidad de cada rubro de ingresos de la Compañía y cada una de sus subsidiarias. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Estas actividades tuvieron como meta específica dejar atrás un </span><span style="font-family:'Book Antiqua'; font-size:10pt">periodo </span><span style="font-family:'Book Antiqua'; font-size:10pt">largo </span><span style="font-family:'Book Antiqua'; font-size:10pt">y muy complejo </span><span style="font-family:'Book Antiqua'; font-size:10pt">iniciado desde</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">año 2017 </span><span style="font-family:'Book Antiqua'; font-size:10pt">que </span><span style="font-family:'Book Antiqua'; font-size:10pt">se caracterizó </span><span style="font-family:'Book Antiqua'; font-size:10pt">por </span><span style="font-family:'Book Antiqua'; font-size:10pt">una alta </span><span style="font-family:'Book Antiqua'; font-size:10pt">volatilidad </span><span style="font-family:'Book Antiqua'; font-size:10pt">que </span><span style="font-family:'Book Antiqua'; font-size:10pt">afectó</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">a los sectores de la construcción y la infraestructura</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de forma importante. Ese año </span><span style="font-family:'Book Antiqua'; font-size:10pt">el PIB de México tuvo un crecimiento de 2.1%, que fue menor que el 2.9% observado en 2016. Adicionalmente la industria de la construcción sufrió una contracción. La CMIC reportó una reducción anual de -0.9% para 2017, habiendo tenido caídas trimestrales de hasta -8.3%.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa no fue ajena a las presiones de la industria de la construcción en 2017. La contracción reportada por la CMIC ejerció una presión en la operación de la Compañía ese año, además de los gastos extraordinarios del ejercicio debidos al uso de recursos que fueron requeridos para la internacionalización y puesta en marcha de la primera APP federal. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La volatilidad tradicional </span><span style="font-family:'Book Antiqua'; font-size:10pt">e </span><span style="font-family:'Book Antiqua'; font-size:10pt">inherente a la industria de la construcción fue precisamente una de las principales razones por las cuales Grupo Hycsa estudió y analizó por varios años diferentes estrategias y alternativas de expansión y diversificación de su modelo de negocio</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span><span style="font-family:'Book Antiqua'; font-size:10pt">(Véase 1.1 Historia de Grupo Hycsa, Expansión Internacional) </span><span style="font-family:'Book Antiqua'; font-size:10pt">En el ejercicio 2018 la Compañía materializó sus estrategias de diversificación en cuanto a las fuentes de ingresos, lo anterior con la finalidad de mejorar sus resultados financieros </span><span style="font-family:'Book Antiqua'; font-size:10pt">logrando a partir del año </span><span style="font-family:'Book Antiqua'; font-size:10pt">2019 </span><span style="font-family:'Book Antiqua'; font-size:10pt">minimizar</span><span style="font-family:'Book Antiqua'; font-size:10pt"> su dependencia al ciclo económico de la industria mexicana, aprovechando las oportunidades en mercados selectos de América Latina.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Estas dos estrategias han permitido que la Compañía tenga exposición a mercados con ciclos económicos distintos al de México, al participar en ciertos mercados de América Latina, todos ellos poco </span><span style="font-family:'Book Antiqua'; font-size:10pt">co-relacionados</span><span style="font-family:'Book Antiqua'; font-size:10pt"> al ciclo económico de México. A</span><span style="font-family:'Book Antiqua'; font-size:10pt">unado a esto </span><span style="font-family:'Book Antiqua'; font-size:10pt">los esquemas de obra pública financiada bajo contratos APP y/o concesiones locales, ofrecen márgenes de rentabilidad más altos que los disponibles en México bajo esquemas de contratación tradicionales. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El desarrollo e implementación de estas dos estrategias probó ser exitoso, logrando en los años siguientes un dinamismo en su operación, particularmente en sus niveles de rentabilidad, alcanzando</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">M</span><span style="font-family:'Book Antiqua'; font-size:10pt">argen de EBITDA </span><span style="font-family:'Book Antiqua'; font-size:10pt">Ajustado </span><span style="font-family:'Book Antiqua'; font-size:10pt">en </span><span style="font-family:'Book Antiqua'; font-size:10pt">niveles por arriba del 10%</span><span style="font-family:'Book Antiqua'; font-size:10pt">, nivel que se ha mantenido</span><span style="font-family:'Book Antiqua'; font-size:10pt"> hasta la fecha.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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" 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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Aunado a la mejora en el M</span><span style="font-family:'Book Antiqua'; font-size:10pt">argen EBITDA</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Ajustado y, i) como </span><span style="font-family:'Book Antiqua'; font-size:10pt">consecuencia natural del incremento en su rentabilidad</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">ii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) al uso de prácticas responsables en el apalancamiento </span><span style="font-family:'Book Antiqua'; font-size:10pt">iii</span><span style="font-family:'Book Antiqua'; font-size:10pt">) así como un nivel de caja sano, en los tres años </span><span style="font-family:'Book Antiqua'; font-size:10pt">completos </span><span style="font-family:'Book Antiqua'; font-size:10pt">Hycsa reporta </span><span style="font-family:'Book Antiqua'; font-size:10pt">un nivel de apalancamiento bruto </span><span style="font-family:'Book Antiqua'; font-size:10pt">en promedio de </span><span style="font-family:'Book Antiqua'; font-size:10pt">1.49</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y un nivel de apalancamiento neto en promedio de </span><span style="font-family:'Book Antiqua'; font-size:10pt">1.15</span><span style="font-family:'Book Antiqua'; font-size:10pt">x</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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" 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</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Dejando atrás </span><span style="font-family:'Book Antiqua'; font-size:10pt">los </span><span style="font-family:'Book Antiqua'; font-size:10pt">año</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> 201</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y 2019</span><span style="font-family:'Book Antiqua'; font-size:10pt">, que aún arrastraba</span><span style="font-family:'Book Antiqua'; font-size:10pt">n</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">la </span><span style="font-family:'Book Antiqua'; font-size:10pt">volatilidad experimentada entre los años </span><span style="font-family:'Book Antiqua'; font-size:10pt">recientes</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">por los aspectos económicos y los efectos de la pandemia COVID 19</span><span style="font-family:'Book Antiqua'; font-size:10pt"> sufridos durante </span><span style="font-family:'Book Antiqua'; font-size:10pt">e</span><span style="font-family:'Book Antiqua'; font-size:10pt">l </span><span style="font-family:'Book Antiqua'; font-size:10pt">periodo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">20</span><span style="font-family:'Book Antiqua'; font-size:10pt">20</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">a</span><span style="font-family:'Book Antiqua'; font-size:10pt"> 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">año </span><span style="font-family:'Book Antiqua'; font-size:10pt">20</span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">3</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y 2024 continuaron </span><span style="font-family:'Book Antiqua'; font-size:10pt">la tendencia de crecimiento </span><span style="font-family:'Book Antiqua'; font-size:10pt">observada en años previos </span><span style="font-family:'Book Antiqua'; font-size:10pt">para acumular un crecimiento </span><span style="font-family:'Book Antiqua'; font-size:10pt">del </span><span style="font-family:'Book Antiqua'; font-size:10pt">68</span><span style="font-family:'Book Antiqua'; font-size:10pt">% comparando el </span><span style="font-family:'Book Antiqua'; font-size:10pt">2022 </span><span style="font-family:'Book Antiqua'; font-size:10pt">vs el </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Destaca que</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">no solo </span><span style="font-family:'Book Antiqua'; font-size:10pt">en este periodo </span><span style="font-family:'Book Antiqua'; font-size:10pt">se han </span><span style="font-family:'Book Antiqua'; font-size:10pt">logrado</span><span style="font-family:'Book Antiqua'; font-size:10pt"> crecimientos </span><span style="font-family:'Book Antiqua'; font-size:10pt">de doble </span><span style="font-family:'Book Antiqua'; font-size:10pt">dígito,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> sino que ha sido una tendencia clara desde años previos </span><span style="font-family:'Book Antiqua'; font-size:10pt">como se observa a continuación:</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:116.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">Periodo</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:102.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">Crecimiento</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:116.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">2019 al 2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:102.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">23%</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:116.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">2020 al 2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:102.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">20%</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:116.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">2021 al 2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:102.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">40%</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:116.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">2022 al 2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:102.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">39%</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:116.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">2023 al 2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:102.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">21%</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Lo anterior representa un crecimiento anual compuesto del </span><span style="font-family:'Book Antiqua'; font-size:10pt">23.1</span><span style="font-family:'Book Antiqua'; font-size:10pt">% entre el 2019 y el </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Est</span><span style="font-family:'Book Antiqua'; font-size:10pt">os</span><span style="font-family:'Book Antiqua'; font-size:10pt"> resultado</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">tienen su origen en </span><span style="font-family:'Book Antiqua'; font-size:10pt">una nueva dinámica en </span><span style="font-family:'Book Antiqua'; font-size:10pt">la industria de la construcción e infraestructura</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">la cual </span><span style="font-family:'Book Antiqua'; font-size:10pt">se encontraba en </span><span style="font-family:'Book Antiqua'; font-size:10pt">una </span><span style="font-family:'Book Antiqua'; font-size:10pt">franca mejoría después de </span><span style="font-family:'Book Antiqua'; font-size:10pt">haber </span><span style="font-family:'Book Antiqua'; font-size:10pt">asimilado los </span><span style="font-family:'Book Antiqua'; font-size:10pt">cambios de administraciones gubernamentales, que usualmente </span><span style="font-family:'Book Antiqua'; font-size:10pt">en su inicio </span><span style="font-family:'Book Antiqua'; font-size:10pt">traen consigo una reducción de la velocidad de ejercicio del gasto presupuestal aprobado.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">resultado de</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">El</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Costo de Construcción y Arrendamiento </span><span style="font-family:'Book Antiqua'; font-size:10pt">con respecto a los Ingresos Totales </span><span style="font-family:'Book Antiqua'; font-size:10pt">ha </span><span style="font-family:'Book Antiqua'; font-size:10pt">tenido un comportamiento estable con </span><span style="font-family:'Book Antiqua'; font-size:10pt">un promedio de los últimos tres años de </span><span style="font-family:'Book Antiqua'; font-size:10pt">81.9</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">indicador que </span><span style="font-family:'Book Antiqua'; font-size:10pt">se normalizó después de que en años previos </span><span style="font-family:'Book Antiqua'; font-size:10pt">se </span><span style="font-family:'Book Antiqua'; font-size:10pt">tuvo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">el efecto de absorber el costo de la nómina en cada una de las subsidiarias del Grupo como resultado del cambio en la regulación laboral relativa a las prácticas de subcontratación</span><span style="font-family:'Book Antiqua'; font-size:10pt"> así como por el aumento que han sufrido algunos de los principales insumos de los proyectos. En e</span><span style="font-family:'Book Antiqua'; font-size:10pt">sta última causa es importante mencionar que de </span><span style="font-family:'Book Antiqua'; font-size:10pt">no haber</span><span style="font-family:'Book Antiqua'; font-size:10pt">se</span><span style="font-family:'Book Antiqua'; font-size:10pt"> implementado las estrategias </span><span style="font-family:'Book Antiqua'; font-size:10pt">para mitigar los movimientos en dichos precios la afectación hubiera sido mayor. Entre otras medidas se establecieron </span><span style="font-family:'Book Antiqua'; font-size:10pt">cláusula donde se debían reconocer ajustes </span><span style="font-family:'Book Antiqua'; font-size:10pt">de precios, se hicieron mejores negociaciones con proveedores, etc..</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</li>
</ul>
<p style="margin:0pt 0pt 10pt 28.35pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Entre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el </span><span style="font-family:'Book Antiqua'; font-size:10pt">2023 </span><span style="font-family:'Book Antiqua'; font-size:10pt">y 2024 dicho costo tuvo un comportamiento muy similar respecto de </span><span style="font-family:'Book Antiqua'; font-size:10pt">los Ingresos Totales </span><span style="font-family:'Book Antiqua'; font-size:10pt">en donde hubo un crecimiento del 25% y 21% respectivamente y </span><span style="font-family:'Book Antiqua'; font-size:10pt">en términos de participación tuvo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> un crecimiento de 1</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt">9</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">puntos base al pasar de </span><span style="font-family:'Book Antiqua'; font-size:10pt">78</span><span style="font-family:'Book Antiqua'; font-size:10pt">.5</span><span style="font-family:'Book Antiqua'; font-size:10pt">% al </span><span style="font-family:'Book Antiqua'; font-size:10pt">81.3%</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Por otro lado, los </span><span style="font-family:'Book Antiqua'; font-size:10pt">g</span><span style="font-family:'Book Antiqua'; font-size:10pt">astos </span><span style="font-family:'Book Antiqua'; font-size:10pt">de operación </span><span style="font-family:'Book Antiqua'; font-size:10pt">de la Compañía </span><span style="font-family:'Book Antiqua'; font-size:10pt">continúan </span><span style="font-family:'Book Antiqua'; font-size:10pt">teni</span><span style="font-family:'Book Antiqua'; font-size:10pt">en</span><span style="font-family:'Book Antiqua'; font-size:10pt">do un comportamiento </span><span style="font-family:'Book Antiqua'; font-size:10pt">de</span><span style="font-family:'Book Antiqua'; font-size:10pt">creciente</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">producto de haber conseguido eficiencias en todos los rubros que lo integran, especialmente en la parte del </span><span style="font-family:'Book Antiqua'; font-size:10pt">equipo de </span><span style="font-family:'Book Antiqua'; font-size:10pt">trabajo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y </span><span style="font-family:'Book Antiqua'; font-size:10pt">por </span><span style="font-family:'Book Antiqua'; font-size:10pt">las inversiones en tecnología </span><span style="font-family:'Book Antiqua'; font-size:10pt">para nuestra plataforma de operación </span><span style="font-family:'Book Antiqua'; font-size:10pt">ya que esto ha </span><span style="font-family:'Book Antiqua'; font-size:10pt">significado economías de escala</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (</span><span style="font-family:'Book Antiqua'; font-size:10pt">6.</span><span style="font-family:'Book Antiqua'; font-size:10pt">3</span><span style="font-family:'Book Antiqua'; font-size:10pt">% en el 2023 vs </span><span style="font-family:'Book Antiqua'; font-size:10pt">5.8</span><span style="font-family:'Book Antiqua'; font-size:10pt">% en el 2024)</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</li>
</ul>
<p style="margin:0pt 0pt 10pt 28.35pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Est</span><span style="font-family:'Book Antiqua'; font-size:10pt">e decrecimiento representó $</span><span style="font-family:'Book Antiqua'; font-size:10pt">57</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y en términos de participación respecto de los Ingresos Totales de </span><span style="font-family:'Book Antiqua'; font-size:10pt">0.5</span><span style="font-family:'Book Antiqua'; font-size:10pt">%. </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:26.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Por lo que respecta a los Otros Ingresos/Gastos estos ha</span><span style="font-family:'Book Antiqua'; font-size:10pt">bía</span><span style="font-family:'Book Antiqua'; font-size:10pt">n tenido un comportamiento </span><span style="font-family:'Book Antiqua'; font-size:10pt">variable </span><span style="font-family:'Book Antiqua'; font-size:10pt">al pasar del </span><span style="font-family:'Book Antiqua'; font-size:10pt">0.87% </span><span style="font-family:'Book Antiqua'; font-size:10pt">en </span><span style="font-family:'Book Antiqua'; font-size:10pt">2022</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y concluir el 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">3</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en -0.</span><span style="font-family:'Book Antiqua'; font-size:10pt">02</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y regresar al terreno positivo en el 2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">para </span><span style="font-family:'Book Antiqua'; font-size:10pt">representar el </span><span style="font-family:'Book Antiqua'; font-size:10pt">0.16</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de los Ingresos Totales</span><span style="font-family:'Book Antiqua'; font-size:10pt">, las </span><span style="font-family:'Book Antiqua'; font-size:10pt">principales razones corresponden </span><span style="font-family:'Book Antiqua'; font-size:10pt">a </span><span style="font-family:'Book Antiqua'; font-size:10pt">ingresos por actualización de impuestos devueltos y recuperación de seguros y gastos de terceros. </span>
</li>
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:26.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los gastos financieros </span><span style="font-family:'Book Antiqua'; font-size:10pt">netos </span><span style="font-family:'Book Antiqua'; font-size:10pt">han </span><span style="font-family:'Book Antiqua'; font-size:10pt">tenido una tendencia creciente </span><span style="font-family:'Book Antiqua'; font-size:10pt">en términos monetarios </span><span style="font-family:'Book Antiqua'; font-size:10pt">al </span><span style="font-family:'Book Antiqua'; font-size:10pt">sumar </span><span style="font-family:'Book Antiqua'; font-size:10pt">$94.98 millones</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en el </span><span style="font-family:'Book Antiqua'; font-size:10pt">2022</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt"> $</span><span style="font-family:'Book Antiqua'; font-size:10pt">128.16 millones</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en 2023</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y $197.8 millones para el cierre del 2024</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">sin embargo, en términos de proporción de los Ingresos Totales, estos han </span><span style="font-family:'Book Antiqua'; font-size:10pt">se han mantenido contenidos al pasar de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">1.8</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en el 2022, </span><span style="font-family:'Book Antiqua'; font-size:10pt">para el 2023 un 1.74%</span><span style="font-family:'Book Antiqua'; font-size:10pt"> con un incremento acorde al comportamiento de la deuda para alcanzar un 2.2%</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en 2024</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">e</span><span style="font-family:'Book Antiqua'; font-size:10pt">ste resultado se logra fundamentalmente por</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
</li>
</ul>
<p style="margin:0pt 0pt 10pt 63.8pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><span style="font-family:'Book Antiqua'; font-size:10pt">un manejo muy eficiente de los recursos excedentes de la tesorería para minimizar el uso de deuda, con lo cual nuestras líneas son dispuestas y pagadas de forma constante a lo largo de cada periodo y</span>
</p>
<p style="margin:0pt 0pt 10pt 63.8pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">ii)</span><span style="font:7.0pt 'Times New Roman'">                   </span><span style="font-family:'Book Antiqua'; font-size:10pt"> las mejoras logradas en el costo de la deuda, labor que ha implicado la búsqueda permanente de las mejores condiciones económicas para las líneas de financiamiento que tiene la Empresa, lo anterior a pesar de los niveles tan altos de las tasas de referencia establecidas por BANXICO desde el año 2022</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> política que </span><span style="font-family:'Book Antiqua'; font-size:10pt">se ha visto </span><span style="font-family:'Book Antiqua'; font-size:10pt">relajada en los </span><span style="font-family:'Book Antiqua'; font-size:10pt">últimos </span><span style="font-family:'Book Antiqua'; font-size:10pt">trimestres </span><span style="font-family:'Book Antiqua'; font-size:10pt">en donde se han llevado a cabo 6 cambios en la dicha tasa y </span><span style="font-family:'Book Antiqua'; font-size:10pt">así </span><span style="font-family:'Book Antiqua'; font-size:10pt">pasar </span><span style="font-family:'Book Antiqua'; font-size:10pt">d</span><span style="font-family:'Book Antiqua'; font-size:10pt">el 11.25% al 10.00% </span><span style="font-family:'Book Antiqua'; font-size:10pt">al cierre del 2024</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt 0pt 10pt 63.8pt; text-indent:-36pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">iii)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Book Antiqua'; font-size:10pt">Un mejor desempeño de la cobranza</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Por otro lado, </span><span style="font-family:'Book Antiqua'; font-size:10pt">se informa que </span><span style="font-family:'Book Antiqua'; font-size:10pt">l</span><span style="font-family:'Book Antiqua'; font-size:10pt">a Emisora no es activa en el uso de instrumentos derivados de moneda o de tasa de interés</span><span style="font-family:'Book Antiqua'; font-size:10pt">, al cierre del </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">solamente cuenta con una operación que se llevó a cabo </span><span style="font-family:'Book Antiqua'; font-size:10pt">como condición para llevar a cabo el cierre financiero del proyecto Mante Ocampo Tula</span><span style="font-family:'Book Antiqua'; font-size:10pt">, sus </span><span style="font-family:'Book Antiqua'; font-size:10pt">características y </span><span style="font-family:'Book Antiqua'; font-size:10pt">contrapartes son las siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
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bFf3bzIaENbmNYg19Slfs99KpPsEWTNV/dejSvzrLbCZ9BFzsECtCcF6lYwlsnv6hime1RygNX7rMaw1dd7hzkxdtYCXyRFxry29nfa1AdW18kDoj5czwxzjK8BZc5P7HIN7JU9QRlSTqprs0XGQV7tTvvQ9+A13UeydabcwrU9Gpt38FXquv92Wdha4+msm/oj8KEf5FzfY/5PSV3YGL9GlRgdQ2N46jnAKKNDW8D4eUUXB0KXdrQHrid98iMvXrVfZSUPOTxiW+yEo1c7hboGkHLW4Rp1I4VJ9ijY+Ix/WvNr42Ku+F5vx3VsecuhvDqApjHUewRk8e16n60xTH0dhfg0qZ8D1W+ZY9/f1NfzYNLBLuTROTvd17AlNsBn+BC5oq5DbJ4y+XRGXyPj2PLduge3dB/JtTPlNWR+ldi2g69Sx/yxI/aZZGHPGvezbuqPPrJu6DF/eQV9YXEmZIBhMTaGRyebDGp52gy1Hro+Okm17dFgTsytU+V1vlWWnIStcfRut74GkDYETEC59w/pszLJHglj5f6MtbJnXMyN9hUOi8iwR8r0tToUOHi4X2c1hnqPwBrF5kmwNYapr6MQn64+mnKVMb9qF65rPUw62AZ74e9bgf3R6b7G3GMf6ggKq42wX+i2h2kdannVVx3Hnv1DW3T27rVHwDgYA3O7B6v9Xu02QUCSMzlU2bTGK2LnTvqjrtbfa+5PR11Ychw5xiUY4mHBgUQdadpcLAg6OCH69FHrIf0A+ix+Nt6RqfarrOQhzpvDI9fVbtMaQNr0zVbhARL7stlgkj0K5pJPP/GRsHdcbP5uU2QcLJAHKH3lkJhAnjbh2hjqPSbq4bM1hq2+3jPx6eqjKW/t79oGrp0B9HXmA33yNewTv2H+1Vad1KGbNvgZ8mltVvRx7Nk/2YN7dN8a7rk6Uz6FaY/GthPoMob4P0yyW9Y4dg69v2r/rb5kAYdMTxgeo+JYueagIo8OC1HLkHoWJQcYZTZHQJaFos9J50hUO1RnXclD6mILbJeNXOumNQgERn2TBg6z9JP2k+yR4FPMiXvHR+DaWHO4pi6+hk05CEjYqJK23Iv2ta/Q5z6NYXWPqT+uK30M18Z7FKpvJlVZyvHpvr9rOXQd+ohu1vpsTL4W2NOxR/ZHJfX0EfApZHWfkPradFbj6L4Lte/a16T7SLgn92YMK5vt5doerbZEL/Pm/qljbWKDSRb6Gte+VnZe9Ze2nzp3kcPBZjkidWNfg829CvBu5Z59wb37E5HXs/dMuSfv+XwSOS18Ujt7xM/c7vWm5J59wb37E5Fj8Z7PJxERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERF5Kn64pN9ectIRYfw/fyyKiIiIXOerS/r1kr64pK8viUDiLXmrAIuxGwCJiIjILggcEgDBW74B+vKS3ipIMQASERGRm/jxknjz892Hq49wTcpboZS/L+XIE3iQk9IfupVfLiltpvYESFwzDtpOOp3657voRMZ1AjsRERGRv+HbS+JNEEFKggaCCMqklL+5JAKVgIx2yAhY0p4/raVNoL4HMrU9QQ/jqG2g6lTQ/elj8UOZvquMnGsRERGRv4KgpAYJBA15E5QAgqCHtzqU61sdrvNWh356gEMZWej1vT0BToIw7gldp5K3RJC+kaGbVMcrIiIi8gECBwIMgg/etNS3JuQJfAhIanBEYMGfmnjTQ3v6IRHA0E+CmUp0YWof8vbomg4wFsbE/SgTAFWZiIiIyAhBBQEOQQNBBwFHIIhBlsCDct7MkHNNgERbcvQIQghWqEsgVUGOztSegIcABjnlSadCkENf0U+euRCAJWATEREReRMSAImIiIg8Dbx1yVsYEREREREREREREREREREREXke/PciIiLyWcg/XKzpXg8lvhHyTN8K4Wu62K//XslKHmL36WvD9Wf9X0v9unD6mWSPpN6fr03zWy9hy17VJvm9l8j46nPtK1/lJnW/pm3qSNUOk91Zn8hy37Cy50p+ra+jwDph33tCf/mtoGdg5R+w8ukK9Umr/bKHW/301v1xBphT/22rSVZZnWVTu8mmAX3kUz19s2eq/Fpf0sBIWSA22rUNdwv0+WwLUG1ZWckDv10y2QrZp9qQ31PhwcImYqPw2yiT7JHkB+sIShgH5crKXow7uvSRhzA+y1zSb7g2L/qnTeDQAHw/dfRFud+jB1Mre07yrb7OQux5CzxEscuzsPKb7iN9f1S2zpY93OKnr9kfZ4B5EVRUJllnWp/ebrJp5dr5Qj/sm7DVlzTqAsWRDYBex+ow2jqkODC6Ds6No9/ThtynH06T7K1hbmxkApiJlb36WNn8+Cw5Gz42A66Rc59rtgfakSrsAQ4Q+qHP3Jdr9siKlT0jv6Wvo8Ka3NNvn4HqNyufntg6W25lr5++dn8ckQQVrEmYZBN9fa61qzZdkfUB+ujnVtjTl1xggTBkUj65ZZFIOczISSwA8kSeeeVWgyfao5vXgFm09MGD6X8uqd8jm79uqqPAHKqzh5U8ME9sWQMCZLEhTOuRa+pSv+c+lUn2COIz071X9sInqGNTx0+APvC9/tYBPerQQ38F7epBEVtmPbARKeS+Eyt7Rn5LX+8Vxs+4sRPrQYqMObK3KWduWeusXdrUILjrHPkceA3MsfoN5cmnO9gr/koZUk6qa7NFxkFe7U778Cn744jgg1DnNckmsj5h1a7bdEXWh8AH/6B/2tW13duXXKgLFMPVqJLDCENzIFHPoUUZHdpieCJNoJyFRZd2tCcoQk65ykO9Rxa41h+F7uxhJQ85PGID5s5GoQ1tK9VWkHLW5BrThvicm4TDnfHXzQsrezF36rK58UVg3tgQeQLwCv3XA7ozPWSwJ/2nbW0fH59Y2TPyW/p6z2SNSP1MqH6L/XI+kHNNPeuePT7pYCPyI54Dr6H7zZZPh7oOsXnK5H1tttjrp6/dH0ej+mDmNclWZB1gq1216Yq6Pimjz36q7OlLLtQFAh4G2SgYDyOyWOhkY0HKK+evupD7dHm/BwvHYiLbeqC/NzLHTpVjK+aa+ULsF1tiEzbKlq0gbfLJgnLvH9JnZZI9EsbK/RlrZWXHCpufOeMvsRHzyYO0gg73muDhQrsJxhDbpj3j7YdNWNmzyvf29d7JGpFi/5SrjLnGH0lc13qYdI58DtxK95vJp6uNsF/otodpHWp51detfkpbdM7i0xPYLLZKmmQrsg6wp11sOlHXB52qd2tf8kJdIHKcN8YlGOIBwSFEHQl9SBnnp56FQTfOn3ZdXvuY7hGQTYv6nqm2rKzkIU6awyPXe2yVNqzDCh4g2ThsIphkj4K5cH/y6hvhmr0SzGADQI/28bPYq0KwRLsJ+lrV0Y7+8zDmHvWwr6zs2eV7+joCWSNSbJ5yfBSYIw/w2ABqG5h0whHPgVuY/Ab7bPl0SB26aYNPIZ/WZsVr/PSW/XEGJj/c8s2sQ2fVLjbtXFufa+fe1Je8wCL0hNEwKgbPNYcTeXRw8FpOHQvCYgQWqstzzUaZ7kF/1KXvo1BtUp1uJQ+piwNjA+xS21E32SoQGLEhJrIGSbSbZI8E/2JO3Lv7TLdXxkqb1DHfHAbAde+LtjyESdgOal+hzz2+R+J+IW0Zd9pH9i8veVL6XNl56utI1DVKqrKU49P4K9fZ97Ucug59HPEcuIWVf8Dk05XU00fA15FVHyb1tenc4qe179rX0X16D8yvU2WxQeZf7d7P/tpusmnta2t9qo+s1kfktOD0R2TvBmWjrwK8W7lnX3Dv/kTkuLzns0rkVPBJYPUJ8Swwt7zB+VTu2Rfcuz8ROS7v+awSERERERERERERERERERERERERETkd/GNLvr5MzjdPjgjj56vhIiIiIpvwNVt+M4TgJ79b8ta8RZDFT0Hkd4dERERErpIfjAz1x/jeAn7Y7S0CFeZhACQiIiK7ICAhACJ44LdH6g+vIYu8lnmD87+XxK83I8sPWvInKBL1yKffMSHA4i1T+up9MB5k+RXwSaeSP9/1N0CR7/2xTREREXkyCDoSmNR/R0MQgox6ApGUCS7+8ZKopxw5AUv+65H8JH8HOTq0pU3vg3qCFuQEY5NOQJ6+aJMAqMozHhEREZHfIbAhUAACDgKG+m90CCoIIEgp560K+vk/qeiDVN/CUE7foetMffDr5sjyNqrrBMaR4Kb2i5w+uCbPeEVEREQ+QODAn5gCgQZvYQJlZAQaBEa8KULGNe3y1ifBC+VA8FHf2EANVKY+gICHe9B+pQMENgluqK8BEG0ypgRSIiIiIh8gQCDAIXggwCDVoIU3RAQiBBjIeQtDOW9ZCIhoQ05flPPmhX4n6IMAZeqDvgl+6IM06QQCG/pCnjdEGSdtap8iIiIiv0OwkFTfrlSqnDK6kDKBSNoTtHBN4LSCulUfeVsz3TM6Fa7TH3ppn+u0FREREXkTeOOStzAiIiIiT0HeuOQtjIiIiIiIiIiIiIiIyBPivxUREZF3Bb+9wbc58tsfkK+l8jf+DjrU5eu0NeX3OCrR5yuqfENj9XXZIxIb9G/BrOQh9tqy76fAV4rphzxMskeQrzczp/otna3xYL98hTrQnjak+hs28eNVX6mPH3bqV67DJIPVvTIuUtZvNd6jwVzf4t/7YB/W+JnAlvhD9Z8t/wzxJdLqfNnDNAaY9tzK3yfdo1P3/NY5vqq/xYaVazr9LEJnqz/ZgAONb3JgeAxJGXgw99/hCBidOhY5ehzslMnpIwcl7amnfxJOQfuzwEHF/Hogs5KHvfZ9LdiaQIo86zvJHgH3zFwp52G3NR5sSNCEPG2BHPuR8qDA3/BfdCfboZd70Fe3O31SX5lksLoX16SMLfeYxntE9gQ/WaNboM2n+PrRwEeYM3l8css/K/gRfsdZ+1p/msYA9Nf33MrfJ92jwxzqn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<span style="font-family:'Book Antiqua'; font-size:10pt">Es importante puntualizar que estas operaciones </span><span style="font-family:'Book Antiqua'; font-size:10pt">forman parte de la estructura financiera que se llevó a cabo para el desarrollo del proyecto mencionado por lo que </span><span style="font-family:'Book Antiqua'; font-size:10pt">es una operación de cobertura cuya fuente de pago será siempre el proyecto.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La Entidad cuenta con documentación que acredita la contabilidad de coberturas, por lo tanto, los efectos en la valuación del instrumento financiero </span><span style="font-family:'Book Antiqua'; font-size:10pt">de este </span><span style="font-family:'Book Antiqua'; font-size:10pt">derivado se registran en otros resultados integrales al 31 de diciembre de 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">3</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">con </span><span style="font-family:'Book Antiqua'; font-size:10pt">una pérdida de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt">9</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt">674</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt">075</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Por otro </span><span style="font-family:'Book Antiqua'; font-size:10pt">lado</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">se informa que </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el año </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">una SPV asociada de la Emisora constituida para el desarrollo de un proyecto específico, tuvo un efecto por la valuación de instrumentos financieros derivados </span><span style="font-family:'Book Antiqua'; font-size:10pt">por la cantidad de </span><span style="font-family:'Book Antiqua'; font-size:10pt">(</span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">3,9</span><span style="font-family:'Book Antiqua'; font-size:10pt">33,117)</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">que </span><span style="font-family:'Book Antiqua'; font-size:10pt">también </span><span style="font-family:'Book Antiqua'; font-size:10pt">fue reconocido como Otro Resultado Integral, </span><span style="font-family:'Book Antiqua'; font-size:10pt">y corresponde </span><span style="font-family:'Book Antiqua'; font-size:10pt">exclusivamente </span><span style="font-family:'Book Antiqua'; font-size:10pt">a </span><span style="font-family:'Book Antiqua'; font-size:10pt">la participación que tiene en la misma (50%). </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Dicho instrumento corresponde a un swap de tasa de interés contratado con fines de cobertura y como un requisito para el financiamiento que obtuvo de un banco comercial mexicano para el desarrollo del proyecto.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Impacto del COVID-19 en la liquidez, flujos de caja, solvencia y negocio en marcha</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Desde la declaración de la </span><span style="font-family:'Book Antiqua'; font-size:10pt">emergencia </span><span style="font-family:'Book Antiqua'; font-size:10pt">sanitaria</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">por el COVID-19 (</span><span style="font-family:'Book Antiqua'; font-size:10pt">31 de marzo de 2020) y hasta</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">la fecha del presente Reporte Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">la Emisora </span><span style="font-family:'Book Antiqua'; font-size:10pt">no ha tenido impacto en </span><span style="font-family:'Book Antiqua'; font-size:10pt">su </span><span style="font-family:'Book Antiqua'; font-size:10pt">liquidez, flujos de caja ni en </span><span style="font-family:'Book Antiqua'; font-size:10pt">su </span><span style="font-family:'Book Antiqua'; font-size:10pt">solvencia, esto como consecuencia de que la construcción, desde el inicio de la pandemia, fue declara</span><span style="font-family:'Book Antiqua'; font-size:10pt">da</span><span style="font-family:'Book Antiqua'; font-size:10pt"> industria esencial por lo cual no detuvimos nuestras operaciones.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Así mismo no se prevé que en un futuro lo pudieran tener ya </span><span style="font-family:'Book Antiqua'; font-size:10pt">que </span><span style="font-family:'Book Antiqua'; font-size:10pt">al haber sido declarada terminada </span><span style="font-family:'Book Antiqua'; font-size:10pt">la acción extraordinaria en materia de salubridad general</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">el pasado 9 de mayo de 2023, no habrá </span><span style="font-family:'Book Antiqua'; font-size:10pt">medidas gubernamentales </span><span style="font-family:'Book Antiqua'; font-size:10pt">adicionales al respecto.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Medidas tomadas para mitigar los efectos de la pandemia</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La Emisora </span><span style="font-family:'Book Antiqua'; font-size:10pt">llevó </span><span style="font-family:'Book Antiqua'; font-size:10pt">a cabo acciones para hacer frente a la pandemia </span><span style="font-family:'Book Antiqua'; font-size:10pt">del COVID-19 </span><span style="font-family:'Book Antiqua'; font-size:10pt">de acuerdo con lo estipulado por el Consejo de Salubridad General, la Organización Mundial de la Salud, a lo estipulado por la Cámara Mexicana de la Industria de la Construcción, así como las legislaciones estatales.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Asimismo, la Emisora </span><span style="font-family:'Book Antiqua'; font-size:10pt">realizó </span><span style="font-family:'Book Antiqua'; font-size:10pt">una supervisión constante de la evolución de la situación, con el fin de afrontar con éxito los eventuales impactos, tanto financieros como no financieros, que </span><span style="font-family:'Book Antiqua'; font-size:10pt">hubieran podido </span><span style="font-family:'Book Antiqua'; font-size:10pt">producirse derivado de lo descrito en párrafos anteriores. Gracias a la integración vertical de Grupo Hycsa, se genera un grado de autosuficiencia y eso ayuda a la continuidad del negocio ante la situación antes descrita.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">En el caso de que </span><span style="font-family:'Book Antiqua'; font-size:10pt">se volviera a declarar una nueva pandemia</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">la Emisora </span><span style="font-family:'Book Antiqua'; font-size:10pt">nuevamente </span><span style="font-family:'Book Antiqua'; font-size:10pt">se apegará a las guías de acción que los organismos </span><span style="font-family:'Book Antiqua'; font-size:10pt">regulatorios emitan al respecto.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Evaluaciones de negocio en marcha, incluyendo los planes de la administración para mitigar cualquier incertidumbre.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Grupo Hycsa realiza estas estas evaluaciones de forma constante para determinar si es necesario hacer algún ajuste, asimismo, estas evaluaciones de la marcha del negocio permiten mitigar cualquier incertidumbre</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Liquidez</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La liquidez de la Compañía </span><span style="font-family:'Book Antiqua'; font-size:10pt">que </span><span style="font-family:'Book Antiqua'; font-size:10pt">se alimenta de fuentes externas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> e</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">incluye </span><span style="font-family:'Book Antiqua'; font-size:10pt">facilidades de crédito de distintos tipos incluyendo líneas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">bancarias tradicionales, para la emisión de cartas de crédito, de arrendamiento</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">etc...</span><span style="font-family:'Book Antiqua'; font-size:10pt"> así como el </span><span style="font-family:'Book Antiqua'; font-size:10pt">propio </span><span style="font-family:'Book Antiqua'; font-size:10pt">Programa. </span><span style="font-family:'Book Antiqua'; font-size:10pt">Al cierre de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa contaba con líneas calificadas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y aprobadas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">por un monto de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">6,366 </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de las cuales se han dispuesto $</span><span style="font-family:'Book Antiqua'; font-size:10pt">2,174</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones por lo cual existe un monto disponible por $</span><span style="font-family:'Book Antiqua'; font-size:10pt">4,192</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Con respecto a la deuda financiera total, se observ</span><span style="font-family:'Book Antiqua'; font-size:10pt">a continuidad en la tendencia de crecimiento de </span><span style="font-family:'Book Antiqua'; font-size:10pt">la misma</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">dada </span><span style="font-family:'Book Antiqua'; font-size:10pt">la necesidad de seguir apoyando el crecimiento de las operaciones de la Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt">. D</span><span style="font-family:'Book Antiqua'; font-size:10pt">el año </span><span style="font-family:'Book Antiqua'; font-size:10pt">2022 al </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">3</span><span style="font-family:'Book Antiqua'; font-size:10pt"> se incrementó en $</span><span style="font-family:'Book Antiqua'; font-size:10pt">219.8</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones para llegar a $</span><span style="font-family:'Book Antiqua'; font-size:10pt">1,12</span><span style="font-family:'Book Antiqua'; font-size:10pt">6.9</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones </span><span style="font-family:'Book Antiqua'; font-size:10pt">y para el 2024 el monto se incrementó nuevamente para llegar a los $2,174 </span><span style="font-family:'Book Antiqua'; font-size:10pt">antes mencionados. Dicho incremento en la deuda corresponde</span><span style="font-family:'Book Antiqua'; font-size:10pt">, al igual que en </span><span style="font-family:'Book Antiqua'; font-size:10pt">los años anteriores</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> fundamentalmente a operaciones de arrendamiento para la adquisición de equipo </span><span style="font-family:'Book Antiqua'; font-size:10pt">estratégico altamente sofisticado, equipo utilitario de obra y equipo de cómputo</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">así como para el financiamiento del capital de trabajo inicial para los proyectos que han comenzado de forma importante su desarrollo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en</span><span style="font-family:'Book Antiqua'; font-size:10pt">tre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el 2023 </span><span style="font-family:'Book Antiqua'; font-size:10pt">y el 2024 mismo que </span><span style="font-family:'Book Antiqua'; font-size:10pt">fue </span><span style="font-family:'Book Antiqua'; font-size:10pt">soportado (en conjunto con el flujo de operación de la Emisora) </span><span style="font-family:'Book Antiqua'; font-size:10pt">con </span><span style="font-family:'Book Antiqua'; font-size:10pt">la </span><span style="font-family:'Book Antiqua'; font-size:10pt">disposición de </span><span style="font-family:'Book Antiqua'; font-size:10pt">dos </span><span style="font-family:'Book Antiqua'; font-size:10pt">crédito</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">simples</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">bancari</span><span style="font-family:'Book Antiqua'; font-size:10pt">o</span><span style="font-family:'Book Antiqua'; font-size:10pt">s por la suma de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">550 </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones</span><span style="font-family:'Book Antiqua'; font-size:10pt"> así como para realización de manera exitosa de nuestra primera colocación de Certificados Bursátiles de Largo Plazo en el mes de febrero por la cantidad de $500 millones a un plazo de 3 años con clave de pizarra HYCSA 24 la cual contó con el aval parcial de BANCOMEXT logrando así que la calificación de dicha emisión alcanzara las calificaciones HR AA </span><span style="font-family:'Book Antiqua'; font-size:10pt">por HR Ratings y AA/M por parte de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Verum</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Dichas líneas </span><span style="font-family:'Book Antiqua'; font-size:10pt">así como la emisión HYCSA 24 </span><span style="font-family:'Book Antiqua'; font-size:10pt">tienen en común que son a largo plazo (</span><span style="font-family:'Book Antiqua'; font-size:10pt">entre </span><span style="font-family:'Book Antiqua'; font-size:10pt">3 y 7 años) </span><span style="font-family:'Book Antiqua'; font-size:10pt">y contemplan el pago de capital de forma mensual </span><span style="font-family:'Book Antiqua'; font-size:10pt">por lo que al cierre del </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">el saldo de las mismas es de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">1,454</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y </span><span style="font-family:'Book Antiqua'; font-size:10pt">cuyo destino fue</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">usos corporativos generales</span><span style="font-family:'Book Antiqua'; font-size:10pt"> que pueden incluir c</span><span style="font-family:'Book Antiqua'; font-size:10pt">apital de trabajo </span><span style="font-family:'Book Antiqua'; font-size:10pt">para proyectos en desarrollo, </span><span style="font-family:'Book Antiqua'; font-size:10pt">gastos relacionados con el proceso de evaluación y análisis de licitaciones</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de nuevos proyectos, etc..</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">sin embargo es importante puntualizar que </span><span style="font-family:'Book Antiqua'; font-size:10pt">consideramos que </span><span style="font-family:'Book Antiqua'; font-size:10pt">dicho movimiento en el </span><span style="font-family:'Book Antiqua'; font-size:10pt">crecimiento de la deuda</span><span style="font-family:'Book Antiqua'; font-size:10pt"> tiene una congruencia con </span><span style="font-family:'Book Antiqua'; font-size:10pt">el crecimiento en los ingresos y la generación de EBITDA Ajustado de la compañía.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A</span><span style="font-family:'Book Antiqua'; font-size:10pt">l cierre del </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el Apalancamiento Bruto de la Compañía registró un </span><span style="font-family:'Book Antiqua'; font-size:10pt">in</span><span style="font-family:'Book Antiqua'; font-size:10pt">cremento para ubicarse en 1.</span><span style="font-family:'Book Antiqua'; font-size:10pt">90</span><span style="font-family:'Book Antiqua'; font-size:10pt">x</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">para los años 2022 y 2021 este indicador muestra un nivel inferior </span><span style="font-family:'Book Antiqua'; font-size:10pt">(</span><span style="font-family:'Book Antiqua'; font-size:10pt">1.</span><span style="font-family:'Book Antiqua'; font-size:10pt">01</span><span style="font-family:'Book Antiqua'; font-size:10pt">x y 1</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt">55</span><span style="font-family:'Book Antiqua'; font-size:10pt">x </span><span style="font-family:'Book Antiqua'; font-size:10pt">respectivamente</span><span style="font-family:'Book Antiqua'; font-size:10pt">)</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">mostrando </span><span style="font-family:'Book Antiqua'; font-size:10pt">un promedio de los últimos tres años completos de 1.</span><span style="font-family:'Book Antiqua'; font-size:10pt">49x</span><span style="font-family:'Book Antiqua'; font-size:10pt">, lo cual contin</span><span style="font-family:'Book Antiqua'; font-size:10pt">úa lejos del nivel prudencial establecido por la </span><span style="font-family:'Book Antiqua'; font-size:10pt">Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2.</span><span style="font-family:'Book Antiqua'; font-size:10pt">7</span><span style="font-family:'Book Antiqua'; font-size:10pt">5x</span><span style="font-family:'Book Antiqua'; font-size:10pt"> aunque esto </span><span style="font-family:'Book Antiqua'; font-size:10pt">se mitiga de forma muy importante con los recursos en caja para lograr un Apalancamiento Neto que en promedio </span><span style="font-family:'Book Antiqua'; font-size:10pt">de esos tres ejercicios </span><span style="font-family:'Book Antiqua'; font-size:10pt">se ubica en </span><span style="font-family:'Book Antiqua'; font-size:10pt">1.15</span><span style="font-family:'Book Antiqua'; font-size:10pt">x</span>
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<img 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" 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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Como se mencionó anteriormente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa cuenta con un</span><span style="font-family:'Book Antiqua'; font-size:10pt">a deuda</span><span style="font-family:'Book Antiqua'; font-size:10pt"> total a diciembre </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">2,174</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Este endeudamiento refleja a dicha fecha un </span><span style="font-family:'Book Antiqua'; font-size:10pt">33</span><span style="font-family:'Book Antiqua'; font-size:10pt">% de financiamientos con base a tasa fija y un </span><span style="font-family:'Book Antiqua'; font-size:10pt">67</span><span style="font-family:'Book Antiqua'; font-size:10pt">% con tasa variable, y por lo que respecta al perfil de vencimiento, </span><span style="font-family:'Book Antiqua'; font-size:10pt">41.4</span><span style="font-family:'Book Antiqua'; font-size:10pt">% es deuda con un plazo contractual remanente menor a 12 meses y el </span><span style="font-family:'Book Antiqua'; font-size:10pt">58.6</span><span style="font-family:'Book Antiqua'; font-size:10pt">% restante es deuda de largo plazo con vencimiento mayor </span><span style="font-family:'Book Antiqua'; font-size:10pt">al plazo mencionado</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Es importante señalar que la deuda que mencionamos de corto plazo </span><span style="font-family:'Book Antiqua'; font-size:10pt">i</span><span style="font-family:'Book Antiqua'; font-size:10pt">ncluye deuda bancaria que cuenta con </span><span style="font-family:'Book Antiqua'; font-size:10pt">aprobaciones de crédito con plazos de tres años como plazo mínimo y a siete años como máximo, </span><span style="font-family:'Book Antiqua'; font-size:10pt">las cuales </span><span style="font-family:'Book Antiqua'; font-size:10pt">tienen estipulado únicamente revisión y aprobación anual.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Para el caso de la deuda emitida </span><span style="font-family:'Book Antiqua'; font-size:10pt">a través del Programa, </span><span style="font-family:'Book Antiqua'; font-size:10pt">la autorización </span><span style="font-family:'Book Antiqua'; font-size:10pt">del mismo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> otorgada por la CNBV indica un plazo de vigencia de 5 años</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (2026)</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Otro factor muy positivo </span><span style="font-family:'Book Antiqua'; font-size:10pt">que arrojaron las </span><span style="font-family:'Book Antiqua'; font-size:10pt">estrategias de expansión y diversificación de su modelo de negocio fue el que Grupo Hycsa pudo desarrollar una importante optimización de sus fuentes de financiamiento. Al efecto, la Compañía implementó una estrategia de financiamiento sustancialmente más eficiente que respondiera a las necesidades de capital de trabajo inherentes a esta industria. </span>
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<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">D</span><span style="font-family:'Book Antiqua'; font-size:10pt">esde </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">año </span><span style="font-family:'Book Antiqua'; font-size:10pt">2020</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">l</span><span style="font-family:'Book Antiqua'; font-size:10pt">a Compañía </span><span style="font-family:'Book Antiqua'; font-size:10pt">ha logrado </span><span style="font-family:'Book Antiqua'; font-size:10pt">materializar </span><span style="font-family:'Book Antiqua'; font-size:10pt">una estructura de capital con instrumentos y líneas de financiamiento más afines a su ciclo operativo. Entre otras cosas, este esfuerzo permitió:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Liberar Garantías (migrando de financiamientos limitados con base únicamente a líneas de fondeo estructuradas exclusivamente con base a descuentos de cartera y de ciertas cuentas por cobrar, a facilidades de crédito quirografarias).</span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Aumentar plazos de vencimiento</span>
</li>
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Reducir su costo de financiamiento</span>
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<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Negociar el establecimiento de facilidades de crédito comprometidas</span>
</li>
<li style="margin:0pt 0pt 10pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Contar con varias opciones de productos financieros dependiendo de las necesidades que se buscan cubrir</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Dentro del perfil actual de endeudamiento Grupo Hycsa, reviste particular importancia que en abril del 2020 la Compañía cerró un crédito de largo plazo con B</span><span style="font-family:'Book Antiqua'; font-size:10pt">ANCOMEXT </span><span style="font-family:'Book Antiqua'; font-size:10pt">por un importe de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">300 millones de Pesos con vencimiento final a siete años el cual tiene una tasa de interés variable a con base en TIIE+2.50%, el cual fue utilizado para refinanciar facilidades de crédito con términos menos favorables en cuanto a plazo y tasa de interés</span><span style="font-family:'Book Antiqua'; font-size:10pt">, lo cual se considera un punto de inflexión en la historia del financiamiento de las operaciones de la Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Adicionalmente como </span><span style="font-family:'Book Antiqua'; font-size:10pt">se indicó anterior</span><span style="font-family:'Book Antiqua'; font-size:10pt">mente</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">resultado de </span><span style="font-family:'Book Antiqua'; font-size:10pt">nuestro </span><span style="font-family:'Book Antiqua'; font-size:10pt">excelente comportamiento crediticio </span><span style="font-family:'Book Antiqua'; font-size:10pt">con </span><span style="font-family:'Book Antiqua'; font-size:10pt">todos nuestros acreedores</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">BANCOMEXT autorizó a la Emisora </span><span style="font-family:'Book Antiqua'; font-size:10pt">un</span><span style="font-family:'Book Antiqua'; font-size:10pt"> nuevo crédito de largo plazo </span><span style="font-family:'Book Antiqua'; font-size:10pt">con </span><span style="font-family:'Book Antiqua'; font-size:10pt">las mismas características en monto</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> plazo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y tasa de interés</span><span style="font-family:'Book Antiqua'; font-size:10pt"> que el mencionado</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en el párrafo anterior</span><span style="font-family:'Book Antiqua'; font-size:10pt">, el cual fue dispuesto en el mes noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2023</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">La combinación de </span><span style="font-family:'Book Antiqua'; font-size:10pt">dichas</span><span style="font-family:'Book Antiqua'; font-size:10pt"> estrategias de la Compañía, es decir expansión de su modelo de negocios, representada por su internacionalización hacia América Latina, y la diversificación de su actividad local en México hacia licitaciones bajo contratos APP y/o concesiones, junto con el refinanciamiento integral alcanzado, favoreció resultados sustancialmente más sólidos y con mejores indicadores. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Por otro lado, el mercado bursátil mexicano se considera una fuente de recursos con gran potencial para diversificar fuentes de financiamiento y abrir nuevos mercados que apuntalen la liquidez de la Compañía.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Este mecanismo ha</span><span style="font-family:'Book Antiqua'; font-size:10pt"> sido</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de g</span><span style="font-family:'Book Antiqua'; font-size:10pt">r</span><span style="font-family:'Book Antiqua'; font-size:10pt">an </span><span style="font-family:'Book Antiqua'; font-size:10pt">importancia </span><span style="font-family:'Book Antiqua'; font-size:10pt">no </span><span style="font-family:'Book Antiqua'; font-size:10pt">solo </span><span style="font-family:'Book Antiqua'; font-size:10pt">para diversificar dichas </span><span style="font-family:'Book Antiqua'; font-size:10pt">fuentes</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">sino que además permite </span><span style="font-family:'Book Antiqua'; font-size:10pt">colocar a la empresa en un escaparate más amplio debido a la profundidad y exposición que se </span><span style="font-family:'Book Antiqua'; font-size:10pt">obtiene al cotizar en una bolsa de valores.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Al cierre del </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">la </span><span style="font-family:'Book Antiqua'; font-size:10pt">Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> tiene </span><span style="font-family:'Book Antiqua'; font-size:10pt">una emisión </span><span style="font-family:'Book Antiqua'; font-size:10pt">de corto plazo vigente</span><span style="font-family:'Book Antiqua'; font-size:10pt"> por la cantidad de $100 millones</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (HYCSA 00124)</span><span style="font-family:'Book Antiqua'; font-size:10pt">, sin embargo, desde la autorización del Programa se han efectuado </span><span style="font-family:'Book Antiqua'; font-size:10pt">6 </span><span style="font-family:'Book Antiqua'; font-size:10pt">colocaciones </span><span style="font-family:'Book Antiqua'; font-size:10pt">de corto plazo </span><span style="font-family:'Book Antiqua'; font-size:10pt">de forma exitosa</span><span style="font-family:'Book Antiqua'; font-size:10pt"> que representa</span><span style="font-family:'Book Antiqua'; font-size:10pt">ro</span><span style="font-family:'Book Antiqua'; font-size:10pt">n </span><span style="font-family:'Book Antiqua'; font-size:10pt">valores emitidos por $</span><span style="font-family:'Book Antiqua'; font-size:10pt">800 </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones</span><span style="font-family:'Book Antiqua'; font-size:10pt"> con lo que sumada esta cantidad a la emisión HYCSA 24 representa la cantidad global de $1,300 millones</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Esta </span><span style="font-family:'Book Antiqua'; font-size:10pt">trayectoria consideramos </span><span style="font-family:'Book Antiqua'; font-size:10pt">que ha sido </span><span style="font-family:'Book Antiqua'; font-size:10pt">muy exitosa toda vez que en cada una de estas emisiones se han logrado </span><span style="font-family:'Book Antiqua'; font-size:10pt">los </span><span style="font-family:'Book Antiqua'; font-size:10pt">plazos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y montos objetivo e incluso se ha logrado disminuir el costo de dicha deuda </span><span style="font-family:'Book Antiqua'; font-size:10pt">a lo largo del tiempo. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Estas fuentes de financiamiento adicionales están representadas por la posibilidad de ejecutar esquemas de bursatilización y cesión de derechos de cobro, tanto bursátiles como privados, mediante los cuales se </span><span style="font-family:'Book Antiqua'; font-size:10pt">bursatilicen</span><span style="font-family:'Book Antiqua'; font-size:10pt"> los flujos futuros contractuales de largo plazo resultantes de los contratos de mantenimiento de dichos proyectos APP, o incluso, como, se ha hecho con la venta de APP Coatzacoalcos-Villahermosa a </span><span style="font-family:'Book Antiqua'; font-size:10pt">Marubeni</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Infra Inversiones S.A. de C.V., enajenar algunas de estas concesiones en lo que es un amplio mercado de inversionistas y jugadores estratégicos del sector de infraestructura mexicano.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Con el objeto de maximizar la liquidez, particularmente conforme el modelo de negocio se expandió, el Consejo de Administración de Grupo Hycsa ha mantenido una política restrictiva de </span><span style="font-family:'Book Antiqua'; font-size:10pt">pago de dividendos, a efecto de asegurar la reinversión de al menos 70% de las utilidades de cada ejercicio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Durante los últimos tres ejercicios Grupo Hycsa </span><span style="font-family:'Book Antiqua'; font-size:10pt">únicamente ha</span><span style="font-family:'Book Antiqua'; font-size:10pt"> decretado </span><span style="font-family:'Book Antiqua'; font-size:10pt">y pagado </span><span style="font-family:'Book Antiqua'; font-size:10pt">dividendos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en el ejercicio 2024 por la cantidad de $88,650,000</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt">Como resultado de esta política de dividendos y a los niveles de rentabilidad más altos a nivel utilidad operativa, EBITDA </span><span style="font-family:'Book Antiqua'; font-size:10pt">Ajustado </span><span style="font-family:'Book Antiqua'; font-size:10pt">y utilidad neta, el Capital Contable de Grupo Hycsa ha experimentado un crecimiento al pasar de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">1,408</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Pesos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> al cierre de 20</span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">a $</span><span style="font-family:'Book Antiqua'; font-size:10pt">2,373 </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones al cierre del </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">es decir un incremento </span><span style="font-family:'Book Antiqua'; font-size:10pt">69</span><span style="font-family:'Book Antiqua'; font-size:10pt">%</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:center; widows:0; orphans:0">
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<span style="font-family:'Book Antiqua'; font-size:10pt">Destaca el crecimiento del Capital Social de la emisora que </span><span style="font-family:'Book Antiqua'; font-size:10pt">del 2021 al 2022 </span><span style="font-family:'Book Antiqua'; font-size:10pt">creció </span><span style="font-family:'Book Antiqua'; font-size:10pt">más de 19 veces al pasar de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">6.9 millones a $138.7 </span><span style="font-family:'Book Antiqua'; font-size:10pt">millones, </span><span style="font-family:'Book Antiqua'; font-size:10pt">lo cual</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">es u</span><span style="font-family:'Book Antiqua'; font-size:10pt">na muestra de la confianza de los accionistas </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el futuro de las operaciones </span><span style="font-family:'Book Antiqua'; font-size:10pt">de la Emisora.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Por otra parte, a la fecha del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">, no existen inversiones de capital relevantes comprometidas ni </span><span style="font-family:'Book Antiqua'; font-size:10pt">transacciones relevantes no registradas en balance.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Para llevar un control interno eficiente de la información financiera la Emisora cuenta con un ERP especialmente </span><span style="font-family:'Book Antiqua'; font-size:10pt">creado </span><span style="font-family:'Book Antiqua'; font-size:10pt">para la industria de la construcción</span><span style="font-family:'Book Antiqua'; font-size:10pt"> denominado ENKONTROL</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Con esta herramienta se lleva el control presupuestal de cada una de las obras, el avance de </span><span style="font-family:'Book Antiqua'; font-size:10pt">las mismas</span><span style="font-family:'Book Antiqua'; font-size:10pt">, las desviaciones de los costos versus avances y programaciones de obra, para tomar las medidas de revertir o continuar con la tendencia según sea el caso. Con este sistema informático, además de llevar el control de obra y presupuestos, se controlan entre otras: las cuentas por cobrar, cuentas por pagar, inventarios, maquinaria, tesorería. La emisora ha invertido recursos materiales para el desarrollo de adecuaciones para robustecer el ERP y hacerlo a las necesidades propias del Grupo.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El Grupo desarrolló una plataforma interna de pagos y contratos, donde se distribuyen los diferentes ingresos para cada uno de los proyectos, las cuentas por pagar se encuentran vinculada con el módulo correspondiente del ERP ENKONTROL para la lectura, autorización y aplicación de pagos. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Referente a las autorizaciones y firma de contratos, y en realidad de cualquier documento se tiene como control que se deben de generar desde la herramienta de la Emisora denominada “</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Plataforma</span><span style="font-family:'Book Antiqua'; font-size:10pt">”, en la cual una vez liberado por el departamento de jurídico se le asigna un número de folio interno y este es rubricado por la persona encargada de su validación, de manera enunciativa, más no limitativa se adjunta toda la información fiscal, financiera y bancaria del proveedor o prestadora de servicios, así como el cuadro comparativo liberado por el departamento de compras.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Control Interno de Tesorería</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 12.5pt; text-indent:0pt; text-align:justify; padding-left:8.8pt; font-family:'Book Antiqua'; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Políticas de Tesorería</span>
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</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">La determinación de las entradas y salidas de efectivo se realizarán con base al impacto económico de la partida de que se trate en la </span><span style="font-family:'Book Antiqua'; font-size:10pt">UNE</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de Grupo Hycsa, dentro de este ciclo encontramos, salidas de efectivo y entradas de efectivo.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 12.5pt; text-indent:0pt; text-align:justify; padding-left:8.8pt; font-family:'Book Antiqua'; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Ingresos</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Para cobro de estimaciones de obra, remisiones por renta de maquinaria, o remisiones por venta de agregados pétreos</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los ingresos de la Entidad provienen principalmente de contratos de construcción, por lo que su registro se realiza de conformidad con el método del porcentaje de terminación de obra con base en los costos incurridos tomando en cuenta los costos e ingresos estimados al término del proyecto.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Control Interno Compras</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">La determinación de las compras corporativas, estratégicas y locales se realizarán en base al impacto económico de la partida de que se trate en la UEN de Grupo Hycsa, dentro de este ciclo encontramos dos tipos de compras, las compras corporativas y/o estratégicas y las compras locales.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<li style="margin:0pt 0pt 10pt 12.5pt; text-indent:0pt; text-align:justify; padding-left:8.8pt; font-family:'Book Antiqua'; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Compras corporativas y/o estratégicas:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Se consideran los productos y subproductos pertenecientes a los grupos de asfalto, concreto, acero cemento, geomembranas, agregados pétreos, equipo de instalación permanente, consumibles, lubricantes, etc. En este tipo de compras el insumo de la UEN importe más de $300,000.00 sin IVA. Aquel insumo en el que con independencia del importe citado se clasificara como compra estratégica ya que se celebró un acuerdo comercial de costo para Grupo Hycsa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 12.5pt; text-indent:0pt; text-align:justify; padding-left:8.8pt; font-family:'Book Antiqua'; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Compras locales:</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Las compras locales son todas aquellas inferiores al importe de $300,000.00.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 12.5pt; text-indent:0pt; text-align:justify; padding-left:8.8pt; font-family:'Book Antiqua'; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Logística, suministro y almacén.</span>
</li>
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<p style="margin:0pt 0pt 10pt 21.3pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Todas las compras se tramitarán atendiendo la calendarización establecida en el plan de suministros (excepto las de urgencia) de la UNE. </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 12.5pt; text-indent:0pt; text-align:justify; padding-left:8.8pt; font-family:'Book Antiqua'; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Administración de UEN.</span>
</li>
</ol>
<p style="margin:0pt 0pt 10pt 21.3pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">La administración de la UEN integrar</span><span style="font-family:'Book Antiqua'; font-size:10pt">á</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y conservar</span><span style="font-family:'Book Antiqua'; font-size:10pt">á</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el expediente de las órdenes de compra expedidas. El área de construcción en coordinación con la administración de la UEN serán los responsables del control de avances y estimaciones de pago a los subcontratistas, notificando a la gerencia de compras de la terminación y cumplimiento de las obligaciones contractuales, una vez celebrada el acta de entrega-recepción y finiquito de los trabajos subcontratados.</span>
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<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 12.5pt; text-indent:0pt; text-align:justify; padding-left:8.8pt; font-family:'Book Antiqua'; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Control de líneas de crédito y pagos.</span>
</li>
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<p style="margin:0pt 0pt 10pt 21.3pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los pagos a proveedores, contratistas y subcontratistas serán ejecutados por la Dirección de Finanzas en coordinación con la Gerencia de Administración de las </span><span style="font-family:'Book Antiqua'; font-size:10pt">UENs</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y las administraciones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">las mismas</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt 0pt 10pt 21.3pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El trámite de las líneas de las líneas de créditos con proveedores y subcontratistas está a cargo de la Dirección de Finanzas. </span>
</p>
<ol start="6" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 12.5pt; text-indent:0pt; text-align:justify; padding-left:8.8pt; font-family:'Book Antiqua'; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Seguimientos de compras.</span>
</li>
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<p style="margin:0pt 0pt 10pt 21.3pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El comprador local/Administrador notificara a la UEN por el medio disponible, cuando haya recibido la confirmación de envío del proveedor de sus productos y/o servicios. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Almacén, entradas y salidas.</span>
</li>
</ol>
<p style="margin:0pt 0pt 10pt 21.3pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El almacenista recibirá y certificará que los materiales llegados a la UEN corresponden en cantidad y especificación a la establecida en la orden de compra y a la factura emitida por el proveedor. El Superintendente de la UEN dispondrá de 48 horas para validar que los materiales recibidos correspondan a los requerimientos de especificaciones y calidad.</span>
</p>
<ol start="8" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 12.5pt; text-indent:0pt; text-align:justify; padding-left:8.8pt; font-family:'Book Antiqua'; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Proveedor.</span>
</li>
</ol>
<p style="margin:0pt 0pt 10pt 21.3pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El proveedor recibe la orden de compra o contrato y entrega en el almacén o lugar indicado en estos documentos el material, equipo o servicio de acuerdo con las especificaciones e instrucciones indicadas en la orden de compra y establecidas en el contrato cuando aplique.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Control de Ingresos</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Todo proyecto de la Compañía debe estar integrada en ENKONTROL, la información relacionada con los insumos es incorporada en el módulo donde se administrará las actividades ejecutadas en la obra, una vez cargadas las actividades por los administradores de obra. Ya importada la información es revisada por el responsable de control de proyectos quien solicita el contrato, presupuesto de oferta, sus anexos y revisa que los precios de los conceptos de actividades que se estipulan en el contrato se hayan capturado correctamente en la herramienta. Así mismo, el jefe de control de proyectos revisa contra el detalle de actividades de costo del presupuesto de oferta, las actividades y costos estimados cargados en el sistema. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El avance de las actividades ejecutadas es incorporado en ENKONTROL por cada uno de los administradores de obra, previa revisión física de los superintendentes de obra. El jefe de control de proyecto como parte del proceso también revisa que el avance incluido corresponda con las operaciones realizadas durante el período, asegurándose que todas las actividades muestren avance y no tengan el estatus de “pendiente por avanzar”.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Cada administrador de proyecto revisa los avances capturados en ENKONTROL mensualmente. El Gerente de proyecto analiza y compara los costos </span><span style="font-family:'Book Antiqua'; font-size:10pt">proformados</span><span style="font-family:'Book Antiqua'; font-size:10pt"> inmediatos anteriores contra los </span><span style="font-family:'Book Antiqua'; font-size:10pt">costos reales del período a nivel actividad y tipo de costo para detectar inconsistencias, si el presupuesto es autorizado por el director de cada proyecto, se entrega al contador de cada obra, el memorándum con la distribución del avance físico. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El contador de proyecto, con base al último proforma autorizado y considerando el porcentaje de utilidad y los costos incurridos determina el avance de obra para el reconocimiento del ingreso contable, el cual deberá ser determinado en apego a las políticas contables, una vez determinado este proceso individualmente en cada obra, el director de cada proyecto realiza un cuadro de obras donde incorpora las determinaciones de cada uno de los administradores y hace un recalculo del grado de avance, posteriormente el cálculo es revisado nuevamente por el Director de Administración y se cerciora de no que no se encuentre ninguna inconsistencia para después autorizarlo y presentarlo en la junta mensual donde se comunica el avance a los socios de la Grupo Hycsa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los gerentes de proyectos de obra elaboran las estimaciones en los formatos acordados con cada cliente, la cual es firmada por el supervisor de obra, gerente de proyecto y el cliente. Se elabora una solicitud de facturación con base a la estimación aprobada, se envía al área de cuentas por cobrar junto con la documentación soporte de la estimación para que elaboren la factura. El área de cuentas por cobrar verifica la información enviada por el proyecto para realizar la factura y posteriormente se envía el CFDI al cliente y se realiza automáticamente el registro contable en ENKONTROL.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Estimaciones</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">En la aplicación de las políticas contables de la Emisora, la administración debe hacer juicios, estimaciones y supuestos sobre los valores en libros de los activos y pasivos de los estados financieros consolidados. Las estimaciones y supuestos relativos se basan en la experiencia y otros factores que se consideran pertinentes. Los resultados reales podrían diferir de estas estimaciones.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Las estimaciones y supuestos se revisan sobre una base regular. Las modificaciones a las estimaciones contables se reconocen en el periodo en que se realiza la modificación y periodos futuros si la modificación afecta tanto al periodo actual como a periodos subsecuentes.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los juicios contables críticos y fuentes clave de incertidumbre al aplicar las estimaciones efectuadas a la fecha de los estados financieros, y que tienen un riesgo significativo de derivar un ajuste en los valores en libros de activos y pasivos durante el siguiente período financiero son como sigue:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los activos de larga vida que tiene la Entidad corresponden a intangibles, inmuebles, maquinaria y equipo. La Entidad revisa la estimación de vida útil al final de cada período de reporte y el efecto de cualquier cambio en la estimación se reconoce de manera prospectiva. La determinación del valor recuperable de los activos, así como, su vida útil remanente y método de amortización representan estimaciones con impactos importantes en los estados financieros de la Entidad.</span>
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<p style="margin:0pt 0pt 0pt 28.35pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Cuando se mide la pérdida crediticia esperada la Entidad usa información razonable, que se basa en los supuestos de los futuros movimientos de los diferentes indicadores económicos y como estos indicadores económicos afectaran a otros La pérdida esperada en una </span><span style="font-family:'Book Antiqua'; font-size:10pt">estimación de la pérdida esperada por impago. Se basa en la diferencia entre los flujos de efectivo contractuales y aquellos que los prestadores esperan recibir, tomando en consideración los flujos de efectivo de las mejoras crediticias.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 28.35pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">La probabilidad de impago se constituye en una clave para medir la pérdida crediticia esperada. La probabilidad de impago es un estimado de la probabilidad dado un horizonte de tiempo, el cálculo el cual incluye datos históricos y supuestos esperados de las condiciones del futuro.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 56.7pt; line-height:11pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:11pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los siguientes son los supuestos clave respecto al futuro y otras fuentes clave de incertidumbre en la estimación final del periodo de reporte, que tiene un riesgo significativo de causar un ajuste material en el valor en libros de los activos y pasivos dentro del ejercicio financiero siguiente.</span>
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<p style="margin:0pt 0pt 0pt 85.05pt; line-height:11pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Determinación del margen de utilidad y grado de avance en contratos de construcción.</span>
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<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">La Entidad realiza estimaciones para terminación de obra, que se determinan con base en el grado de terminación de los proyectos.</span>
</li>
<li style="margin:0pt 0pt 0pt 9.6pt; text-indent:0pt; text-align:justify; padding-left:18.75pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">La Entidad realiza estimaciones de los valores razonables de los activos y activos intangibles identificables adquiridos en una combinación de negocios; estas estimaciones y valuaciones son realizadas por expertos independientes con supervisión del personal financiero de la Entidad.</span>
</li>
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<p style="margin:0pt 0pt 10pt 36pt; line-height:11pt">
<span style="font-family:Calibri; font-size:11pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Provisiones</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Las provisiones se reconocen cuando la Emisora tiene una obligación presente (ya sea legal o asumida) como resultado de un suceso pasado, es probable que la Emisora tenga que liquidar la obligación, y puede hacerse una estimación confiable del importe de la obligación.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El importe que se reconoce como provisión es la mejor estimación del desembolso necesario para liquidar la obligación presente, al final del periodo sobre el que se informa, teniendo en cuenta los riesgos y las incertidumbres que rodean a la obligación. Cuando se valúa una provisión usando los flujos de efectivo estimados para liquidar la obligación presente, su valor en libros representa el valor presente de dichos flujos de efectivo (cuando el efecto del valor del dinero en el tiempo es material).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Cuando se espera la recuperación de algunos o de todos los beneficios económicos requeridos para liquidar una provisión por parte de un tercero, se reconoce una cuenta por cobrar como un activo si es virtualmente cierto que se recibirá el desembolso y el monto de la cuenta por cobrar puede ser valuado confiablemente.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Nuestros estados financieros auditados que se anexan al presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt"> fueron dictaminados por Galaz, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Yamazaki</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Ruiz Urquiza, S.C., Miembro de Deloitte </span><span style="font-family:'Book Antiqua'; font-size:10pt">Touche</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Tohmatsu</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Limited</span><span style="font-family:'Book Antiqua'; font-size:10pt">, quienes han fungido como auditores de Grupo Hycsa desde 2015.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">En l</span><span style="font-family:'Book Antiqua'; font-size:10pt">os estados financieros </span><span style="font-family:'Book Antiqua'; font-size:10pt">d</span><span style="font-family:'Book Antiqua'; font-size:10pt">e los 3 últimos ejercicios</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> los auditores externos no han emitido opiniones modificadas o no favorables (opiniones con salvedades, opiniones desfavorables o adversas, ni denegación o abstención de opinión).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El Consejo de Administración de la Emisora, previa opinión del Comité de Auditoría, </span><span style="font-family:'Book Antiqua'; font-size:10pt">que </span><span style="font-family:'Book Antiqua'; font-size:10pt">es el órgano encargado de nombrar a la persona moral que proporcione los servicios de auditoría externa y, en su caso, de servicios adicionales o complementarios a los de auditoría externa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Asimismo, </span><span style="font-family:'Book Antiqua'; font-size:10pt">durante el año </span><span style="font-family:'Book Antiqua'; font-size:10pt">2024 </span><span style="font-family:'Book Antiqua'; font-size:10pt">el Auditor Externo </span><span style="font-family:'Book Antiqua'; font-size:10pt">prestó </span><span style="font-family:'Book Antiqua'; font-size:10pt">a la Emisora </span><span style="font-family:'Book Antiqua'; font-size:10pt">los siguientes </span><span style="font-family:'Book Antiqua'; font-size:10pt">servicios distintos a los de auditoría externa</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 12.9pt; text-indent:0pt; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Estudio de Precios de Transferencia</span>
</li>
<li style="margin:0pt 0pt 0pt 12.9pt; text-indent:0pt; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Deterioro Minas</span>
</li>
<li style="margin:0pt 0pt 0pt 12.9pt; text-indent:0pt; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Deterioro cuentas por cobrar</span>
</li>
<li style="margin:0pt 0pt 0pt 12.9pt; text-indent:0pt; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Análisis tasas de arrendamientos</span>
</li>
<li style="margin:0pt 0pt 0pt 12.9pt; text-indent:0pt; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Análisis de Derivados</span>
</li>
<li style="margin:0pt 0pt 10pt 12.9pt; text-indent:0pt; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Introducción a la sustentabilidad </span>
</li>
</ul>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Por el desempeño de dichas actividades la Emisora pag</span><span style="font-family:'Book Antiqua'; font-size:10pt">ó</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la cantidad de $</span><span style="font-family:'Book Antiqua'; font-size:10pt">2.1</span><span style="font-family:'Book Antiqua'; font-size:10pt"> millones </span><span style="font-family:'Book Antiqua'; font-size:10pt">lo que representa </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">26.6</span><span style="font-family:'Book Antiqua'; font-size:10pt">% del total erogado al Auditor Externo.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La Entidad realizó las siguientes transacciones con Personas Relacionadas</span><span style="font-family:'Book Antiqua'; font-size:10pt">, todas ellas en condiciones de mercado</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<img 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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Las operaciones que se realizaron </span><span style="font-family:'Book Antiqua'; font-size:10pt">durante </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt"> 2022</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 2023</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">202</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">incluyen </span><span style="font-family:'Book Antiqua'; font-size:10pt">a </span><span style="font-family:'Book Antiqua'; font-size:10pt">l</span><span style="font-family:'Book Antiqua'; font-size:10pt">a</span><span style="font-family:'Book Antiqua'; font-size:10pt">s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">siguientes </span><span style="font-family:'Book Antiqua'; font-size:10pt">empresas </span><span style="font-family:'Book Antiqua'; font-size:10pt">en donde la Emisora detenta</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el 10% o más de las acciones con derecho a voto</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<img 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<span style="font-family:'Book Antiqua'; font-size:10pt">La administración de la Compañía está a cargo de un Consejo de Administración. El Consejo de Administración está integrado por </span><span style="font-family:'Book Antiqua'; font-size:10pt">9</span><span style="font-family:'Book Antiqua'; font-size:10pt"> miembros</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (</span><span style="font-family:'Book Antiqua'; font-size:10pt">en este total se</span><span style="font-family:'Book Antiqua'; font-size:10pt"> incluyen </span><span style="font-family:'Book Antiqua'; font-size:10pt">1 </span><span style="font-family:'Book Antiqua'; font-size:10pt">suplente</span><span style="font-family:'Book Antiqua'; font-size:10pt">, al Prosecretario y al Comisario</span><span style="font-family:'Book Antiqua'; font-size:10pt">)</span><span style="font-family:'Book Antiqua'; font-size:10pt">, de los </span><span style="font-family:'Book Antiqua'; font-size:10pt">cuales </span><span style="font-family:'Book Antiqua'; font-size:10pt">dos son </span><span style="font-family:'Book Antiqua'; font-size:10pt">mujer</span><span style="font-family:'Book Antiqua'; font-size:10pt">es</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y </span><span style="font-family:'Book Antiqua'; font-size:10pt">7</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">son hombres</span><span style="font-family:'Book Antiqua'; font-size:10pt">. C</span><span style="font-family:'Book Antiqua'; font-size:10pt">onsiderando exclusivamente a los miembros propietarios</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la participación de la consejera</span><span style="font-family:'Book Antiqua'; font-size:10pt"> representa un </span><span style="font-family:'Book Antiqua'; font-size:10pt">17</span><span style="font-family:'Book Antiqua'; font-size:10pt">% de consejeros de sexo femenino</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y dado que dicha consejera tiene el carácter de independiente</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">su </span><span style="font-family:'Book Antiqua'; font-size:10pt">participación es del 50%</span><span style="font-family:'Book Antiqua'; font-size:10pt"> respecto de ese segmento de consejeros</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Esto último fue </span><span style="font-family:'Book Antiqua'; font-size:10pt">reconocido </span><span style="font-family:'Book Antiqua'; font-size:10pt">a la Compañía </span><span style="font-family:'Book Antiqua'; font-size:10pt">en el mes de octubre del 2022 por </span><span style="font-family:'Times New Roman'; font-size:10pt">50/50 WOMEN ON BOARDS y WOMEN CORPORATE DIRECTORS </span><span style="font-family:'Times New Roman'; font-size:10pt">al ser </span><span style="font-family:'Times New Roman'; font-size:10pt">una de las empresas con mayor representación de </span><span style="font-family:'Times New Roman'; font-size:10pt">Consejeras</span><span style="font-family:'Times New Roman'; font-size:10pt"> Independientes en </span><span style="font-family:'Times New Roman'; font-size:10pt">su </span><span style="font-family:'Times New Roman'; font-size:10pt">Consejo de Administración, posicionándonos en el lugar </span><span style="font-family:'Times New Roman'; font-size:10pt">número</span><span style="font-family:'Times New Roman'; font-size:10pt"> 9 de 180 empresas que emiten deuda y capital en la BMV y BIVA</span><span style="font-family:'Times New Roman'; font-size:10pt">. D</span><span style="font-family:'Book Antiqua'; font-size:10pt">e</span><span style="font-family:'Book Antiqua'; font-size:10pt"> conformidad con nuestros estatutos sociales</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el Consejo se integra de la siguiente manera</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:normal; font-variant:normal; text-decoration:none; text-transform:none; vertical-align:baseline; display:inline">(i)</span><span style="font:7.0pt 'Times New Roman'">                  </span><span style="font-family:'Book Antiqua'; font-size:10pt">2 de los miembros del Consejo de Administración serán accionistas y tendrán la calidad de consejeros patrimoniales en relación con su tenencia accionaria, quienes ratificarán sus cargos anualmente (presidente y vicepresidente y secretario); </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:normal; font-variant:normal; text-decoration:none; text-transform:none; vertical-align:baseline; display:inline">(ii)</span><span style="font:7.0pt 'Times New Roman'">                </span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de los miembros del Consejo de Administración tendrá</span><span style="font-family:'Book Antiqua'; font-size:10pt">n</span><span style="font-family:'Book Antiqua'; font-size:10pt"> la calidad de consejero relacionado, en relación con el puesto directivo que ocupa, ya que este cargo siempre corresponderá al </span><span style="font-family:'Book Antiqua'; font-size:10pt">Director General</span><span style="font-family:'Book Antiqua'; font-size:10pt">, dicho miembro del Consejo de Administración tendrá como suplente a la persona que ocupe el puesto de Dirección Corporativa de Finanzas</span><span style="font-family:'Book Antiqua'; font-size:10pt">. El segundo miembro</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">relacionado</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">propietario</span><span style="font-family:'Book Antiqua'; font-size:10pt"> será </span><span style="font-family:'Book Antiqua'; font-size:10pt">el </span><span style="font-family:'Book Antiqua'; font-size:10pt">Director</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Sostenibilidad </span><span style="font-family:'Book Antiqua'; font-size:10pt">y</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en </span><span style="font-family:'Book Antiqua'; font-size:10pt">los tres </span><span style="font-family:'Book Antiqua'; font-size:10pt">casos no se requiere </span><span style="font-family:'Book Antiqua'; font-size:10pt">ratificación por estar </span><span style="font-family:'Book Antiqua'; font-size:10pt">conferidos a los puestos mencionados</span><span style="font-family:'Book Antiqua'; font-size:10pt">, y </span>
</p>
<p style="margin:0pt 0pt 10pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:normal; font-variant:normal; text-decoration:none; text-transform:none; vertical-align:baseline; display:inline">(iii)</span><span style="font:7.0pt 'Times New Roman'">              </span><span style="font-family:'Book Antiqua'; font-size:10pt">2 de los miembros del Consejo de Administración tendrán la calidad de independientes, quienes durarán en cargo 5 años o hasta que el nuevo consejero asuma su cargo, y deberán ratificar su cargo de forma anual.</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">A continuación, se muestran los nombres de los miembros de nuestro Consejo de Administración, </span><span style="font-family:'Book Antiqua'; font-size:10pt">así como </span><span style="font-family:'Book Antiqua'; font-size:10pt">sus cargos </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">categoría como consejeros:</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:463.65pt">
<tr style="height:21.55pt">
<td style="border-bottom-color:#ffc000; border-bottom-style:solid; border-bottom-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:152.25pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Nombre</span>
</p>
</td>
<td style="border-bottom-color:#ffc000; border-bottom-style:solid; border-bottom-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:145.1pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Tipo de </span><span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Consejero</span>
</p>
</td>
<td style="border-bottom-color:#ffc000; border-bottom-style:solid; border-bottom-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:38.8pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Género</span>
</p>
</td>
<td style="border-bottom-color:#ffc000; border-bottom-style:solid; border-bottom-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:24.65pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Edad</span>
</p>
</td>
<td style="border-bottom-color:#ffc000; border-bottom-style:solid; border-bottom-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:48.85pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt; font-weight:bold">Antigüedad</span>
</p>
</td>
</tr>
<tr style="height:20.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#ffc000; border-top-style:solid; border-top-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.25pt">
<p style="margin:3pt 0pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Alejandro Feliciano Calzada Prats</span><span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#ffc000; border-top-style:solid; border-top-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:145.1pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Presidente – </span><span style="font-family:'Book Antiqua'; font-size:9pt">Consejero</span><span style="font-family:'Book Antiqua'; font-size:9pt"> Propietario</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#ffc000; border-top-style:solid; border-top-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:38.8pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Hombre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#ffc000; border-top-style:solid; border-top-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.65pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">47</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#ffc000; border-top-style:solid; border-top-width:2.25pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:48.85pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">1</span><span style="font-family:'Book Antiqua'; font-size:9pt">3</span>
</p>
</td>
</tr>
<tr style="height:21.55pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.25pt">
<p style="margin:3pt 0pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Luis Enrique Embriz Cruz </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:145.1pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Vicepresidente– </span><span style="font-family:'Book Antiqua'; font-size:9pt">Consejero</span><span style="font-family:'Book Antiqua'; font-size:9pt"> Propietario</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:38.8pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Hombre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.65pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">4</span><span style="font-family:'Book Antiqua'; font-size:9pt">9</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:48.85pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">1</span><span style="font-family:'Book Antiqua'; font-size:9pt">3</span>
</p>
</td>
</tr>
<tr style="height:20.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.25pt">
<p style="margin:3pt 0pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Ramón Alfonso Casanova Hernández</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:145.1pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Secretario y Tesorero – </span><span style="font-family:'Book Antiqua'; font-size:9pt">Director General</span><span style="font-family:'Book Antiqua'; font-size:9pt"> - </span><span style="font-family:'Book Antiqua'; font-size:9pt">Consejero</span><span style="font-family:'Book Antiqua'; font-size:9pt"> Relacionado</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:38.8pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Hombre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.65pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">4</span><span style="font-family:'Book Antiqua'; font-size:9pt">4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:48.85pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">6</span>
</p>
</td>
</tr>
<tr style="height:20.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.25pt">
<p style="margin:3pt 0pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Carlos Vargas Castolo</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:145.1pt">
<p style="margin:3pt 0pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Director </span><span style="font-family:'Book Antiqua'; font-size:9pt">Sostenibilidad</span><span style="font-family:'Book Antiqua'; font-size:9pt"> - </span><span style="font-family:'Book Antiqua'; font-size:9pt">Consejero</span><span style="font-family:'Book Antiqua'; font-size:9pt"> </span><span style="font-family:'Book Antiqua'; font-size:9pt">Relacionado</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:38.8pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Hombre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.65pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">4</span><span style="font-family:'Book Antiqua'; font-size:9pt">4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:48.85pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">1 </span>
</p>
</td>
</tr>
<tr style="height:20.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.25pt">
<p style="margin:3pt 0pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Fernando José Lezama Shiraishi</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:145.1pt">
<p style="margin:3pt 0pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Consejero Relacionado Suplente; </span><span style="font-family:'Book Antiqua'; font-size:9pt">Secretario</span><span style="font-family:'Book Antiqua'; font-size:9pt"> y</span>
</p>
<p style="margin:0pt 0pt 3pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Tesorero Suplente</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:38.8pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Hombre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.65pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">5</span><span style="font-family:'Book Antiqua'; font-size:9pt">3</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:48.85pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">4</span>
</p>
</td>
</tr>
<tr style="height:20.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.25pt">
<p style="margin:3pt 0pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Zoila Flor de María Unda Carbot</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:145.1pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Consejero Independiente </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:38.8pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Mujer</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.65pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">7</span><span style="font-family:'Book Antiqua'; font-size:9pt">1</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:48.85pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">4</span><span style="font-family:'Book Antiqua'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:20.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.25pt">
<p style="margin:3pt 0pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Carlos Ibañez Estens</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:145.1pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Consejero Independiente – </span><span style="font-family:'Book Antiqua'; font-size:9pt">Consejero</span><span style="font-family:'Book Antiqua'; font-size:9pt"> Consultivo</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:38.8pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Hombre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.65pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">60</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:48.85pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">5</span>
</p>
</td>
</tr>
<tr style="height:20.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.25pt">
<p style="margin:3pt 0pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Alexis Hernández Almanza</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:145.1pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Comisario</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:38.8pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Hombre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.65pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">4</span><span style="font-family:'Book Antiqua'; font-size:9pt">1</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:48.85pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">4</span>
</p>
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</tr>
<tr style="height:20.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.25pt">
<p style="margin:3pt 0pt">
<span style="font-family:'Book Antiqua'; font-size:9pt">Daniela Cruz </span><span style="font-family:'Book Antiqua'; font-size:9pt">Domínguez</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:145.1pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Prosecretario</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:38.8pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">Mujer</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.65pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">3</span><span style="font-family:'Book Antiqua'; font-size:9pt">7</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:48.85pt">
<p style="margin:3pt 0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:9pt">2</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los señores Luis Enrique Embriz Cruz y Alejandro Feliciano Calzada Prats fueron designados como miembros del Consejo de Administración en el mismo acto de constitución de la Emisora mientras que el </span><span style="font-family:'Book Antiqua'; font-size:10pt">el</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Sr. Ramón </span><span style="font-family:'Book Antiqua'; font-size:10pt">C</span><span style="font-family:'Book Antiqua'; font-size:10pt">asanova H</span><span style="font-family:'Book Antiqua'; font-size:10pt">ernández y el Sr. Carlos Ibañez Estens </span><span style="font-family:'Book Antiqua'; font-size:10pt">fueron designados por los accionistas mediante asamblea general extraordinaria de fecha 2</span><span style="font-family:'Book Antiqua'; font-size:10pt">9</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de octubre de 2019</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">La Sra. </span><span style="font-family:'Book Antiqua'; font-size:10pt">Zoila </span><span style="font-family:'Book Antiqua'; font-size:10pt">Flor </span><span style="font-family:'Book Antiqua'; font-size:10pt">de María </span><span style="font-family:'Book Antiqua'; font-size:10pt">Unda Carbot fue designada el día 20 de octubre de 2020</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y </span><span style="font-family:'Book Antiqua'; font-size:10pt">el Sr. </span><span style="font-family:'Book Antiqua'; font-size:10pt">Carlos Vargas Castolo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el día </span><span style="font-family:'Book Antiqua'; font-size:10pt">10 de noviembre de 2023</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Luis Enrique Embriz Cruz</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Egresado de la carrera de Ingeniería Civil en el estado de Tabasco, su trayectoria es 100% empresarial fundando en 1997 su primer empresa</span><span style="font-family:'Book Antiqua'; font-size:10pt">,</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Construcciones y Dragados del Sureste (CYDSSA), y en 2011 se convierte en Socio Fundador de Grupo Hycsa, sumando más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">años de experiencia en el sector de dragados y obras de infraestructura para clientes del Gobierno Federal y Estatal en México, y actualmente con operaciones en Colombia y Bolivia; hoy en día el conglomerado de empresas que abarca Grupo Hycsa, se conforma de </span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt">7</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">subsidiarias.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Alejandro Feliciano Calzada Prats</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Con formación académica en Leyes en el estado de Tabasco, su carrera empresarial inicia en 1999 con la constitución de la empresa Calzada Construcciones (CALCO), empresa enfocada en la construcción y rehabilitación de caminos, carreteras, puentes y viaductos, posteriormente y derivado de una alianza estratégica con CYDSSA en 2011 se convierte en Socio Fundador de Grupo Hycsa conformado por un conglomerado de </span><span style="font-family:'Book Antiqua'; font-size:10pt">17</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">empresas, sumando una experiencia empresarial de más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">años en la industria de la construcción. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Ramón Alfonso Casanova Hernández</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director General de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Operaciones, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Administración y Finanzas, Licenciado en Administración con formación en Alta Dirección en el Instituto Panamericano de Alta Dirección de Empresa (IPADE), Maestría en Administración en el Instituto Tecnológico Autónomo de México (ITAM) y Master Global Management en Tulane </span><span style="font-family:'Book Antiqua'; font-size:10pt">University</span><span style="font-family:'Book Antiqua'; font-size:10pt"> A.B. Freeman </span><span style="font-family:'Book Antiqua'; font-size:10pt">School</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Of</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Business, con más de 2</span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt"> años de experiencia en el sector financiero en cargos de alta dirección en empresas como Citibanamex y </span><span style="font-family:'Book Antiqua'; font-size:10pt">Akaan</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Transamérica</span><span style="font-family:'Book Antiqua'; font-size:10pt">, incluyendo años como asesor en Grupo Hycsa, especialmente en temas de financiamiento y transacciones bursátiles. Consejero independiente en otras empresas y miembro del consejo de asesores del Instituto Mexicano de Ejecutivos de Finanzas CDMX (IMEF)</span><span style="font-family:'Book Antiqua'; font-size:10pt"> del que fue </span><span style="font-family:'Book Antiqua'; font-size:10pt">Presidente</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">durante el año 2023</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Fernando José Lezama Shiraishi </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El señor Fernando Lezama es graduado en la licenciatura en Contaduría Pública en la Universidad Iberoamericana CDMX con un diplomado en Ingeniería Financiera y diversos cursos y seminarios </span><span style="font-family:'Book Antiqua'; font-size:10pt">relativos a Derivados Financieros, Fusiones y Adquisiciones, ALCO Management, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Liderazgo en </span><span style="font-family:'Book Antiqua'; font-size:10pt">Innovación (MIT), </span><span style="font-family:'Book Antiqua'; font-size:10pt">entre otros. Su carrera se desarrolló fundamentalmente en Grupo Financiero Multiva donde tuvo a su cargo las áreas de Banca de Inversión, Infraestructura y Banca Corporativa, en donde negoció, estructuró y gestionó una amplia gama de créditos bancarios, bursátiles e híbridos privados.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Fue </span><span style="font-family:'Book Antiqua'; font-size:10pt">Consejero</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de la Operadora de Fondos de Inversión Multiva y miembro permanente de su Comité de Inversiones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Zoila</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> Flor de María Unda Carbot</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Consejera Profesional. Maestra en Administración por la UNAM, Maestra en Filosofía con estudios de doctorado por el Instituto de Investigación en Humanidades (CIDHEM). Diplomada en marketing por Berkeley </span><span style="font-family:'Book Antiqua'; font-size:10pt">University</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y participante del programa de Gobierno Corporativo de la Universidad de Yale. Por 15 años se desempeñó como </span><span style="font-family:'Book Antiqua'; font-size:10pt">Directora </span><span style="font-family:'Book Antiqua'; font-size:10pt">E</span><span style="font-family:'Book Antiqua'; font-size:10pt">jecutiva</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de Banca Promex/Bancomer, fue </span><span style="font-family:'Book Antiqua'; font-size:10pt">Directora General</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Adjunta en Grupo Quiero Casa-Unidad de Construcción y ha sido Consultora en Gobierno Corporativo y RSC. Cuenta con más de 20 años de experiencia participando como </span><span style="font-family:'Book Antiqua'; font-size:10pt">Consejera</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y </span><span style="font-family:'Book Antiqua'; font-size:10pt">Presidente</span><span style="font-family:'Book Antiqua'; font-size:10pt"> del Comité de Auditoría en Consejos de Administración de </span><span style="font-family:'Book Antiqua'; font-size:10pt">i</span><span style="font-family:'Book Antiqua'; font-size:10pt">nstituciones bancarias y financieras, industria médica y de desarrollo inmobiliario. Como miembro del IMEF fue </span><span style="font-family:'Book Antiqua'; font-size:10pt">Presidente</span><span style="font-family:'Book Antiqua'; font-size:10pt"> del Comité Nacional de Gobierno Corporativo, ha sido docente en diversas Universidades y conferencista en diversos foros en México y Latinoamérica.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Carlos Ibañez Estens</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Consejero independiente del Consejo de Administración, Licenciado en Contaduría Pública por la Universidad Iberoamericana y cuenta con diferentes cursos y seminarios en Universidades como </span><span style="font-family:'Book Antiqua'; font-size:10pt">School</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">of</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Management, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Northwestern</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">University</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Evanston, Illinois y St. </span><span style="font-family:'Book Antiqua'; font-size:10pt">Anne’s</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">College</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Oxford </span><span style="font-family:'Book Antiqua'; font-size:10pt">University</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">United</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Kingdom</span><span style="font-family:'Book Antiqua'; font-size:10pt">, con más de 3</span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt"> años de experiencia, ha trabajado en Bank </span><span style="font-family:'Book Antiqua'; font-size:10pt">of</span><span style="font-family:'Book Antiqua'; font-size:10pt"> America Merrill Lynch y colaborado con JP Morgan Chase y </span><span style="font-family:'Book Antiqua'; font-size:10pt">The</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">First</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">National</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Bank </span><span style="font-family:'Book Antiqua'; font-size:10pt">of</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Chicago.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Alexis Hernández Almanza</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Comisario del Consejo de Administración, Licenciado en Contaduría Pública de la Escuela Superior de Comercio y Administración del Instituto Politécnico Nacional, con más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt">9</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">años de experiencia en consultoría de negocios, ha desarrollado su carrera en Deloitte México en procesos como Auditorías de Información Financiera y Control Interno, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Due</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Dilligence</span><span style="font-family:'Book Antiqua'; font-size:10pt">, asesoría en compañías listadas en la Bolsa Mexicana de Valores (BMV), fusiones y adquisiciones; conocimiento profundo de ambiente de negocios nacional e internacional de prácticas contables (IFRS, USGAAPS, MEXGAAP, SECRULES y PCAOB </span><span style="font-family:'Book Antiqua'; font-size:10pt">Standards</span><span style="font-family:'Book Antiqua'; font-size:10pt">) en diferentes industrias como infraestructura, hotelería, vivienda, concesiones, manufactura, publicidad entre otros.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Daniela Cruz Domínguez </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Licenciada en derecho por la Universidad Iberoamericana. Cuenta con más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt">6</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">años de experiencia en las áreas de derecho corporativo, de la construcción e infraestructura. Tiene un amplio conocimiento del mercado a través de años de experiencia en empresas como Grupo BAL y Grupo Omega, así como en despachos de renombre como Creel Abogados, S.C. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Carlos Vargas Castolo</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El Sr. Vargas estudió la carrera de Negocios y Finanzas en el Tecnológico de Monterrey y un MBA en el IPADE Business </span><span style="font-family:'Book Antiqua'; font-size:10pt">School</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Su especialización en los temas Ambientales, Sociales y de Gobernanza inició al cursar un M.LA. in </span><span style="font-family:'Book Antiqua'; font-size:10pt">Sustainability</span><span style="font-family:'Book Antiqua'; font-size:10pt"> and </span><span style="font-family:'Book Antiqua'; font-size:10pt">Enviromental</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Managemet</span><span style="font-family:'Book Antiqua'; font-size:10pt"> en Harvard </span><span style="font-family:'Book Antiqua'; font-size:10pt">University</span><span style="font-family:'Book Antiqua'; font-size:10pt">, formación que continuó en la Universidad de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Zurich</span><span style="font-family:'Book Antiqua'; font-size:10pt"> donde obtuvo el grado de Doctor en Banca y Finanzas.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">P</span><span style="font-family:'Times New Roman'; font-size:10.5pt">rofesor</span><span style="font-family:'Times New Roman'; font-size:10.5pt"> y </span><span style="font-family:'Times New Roman'; font-size:10.5pt">Director</span><span style="font-family:'Times New Roman'; font-size:10.5pt"> Académico en el EGADE Business </span><span style="font-family:'Times New Roman'; font-size:10.5pt">School</span><span style="font-family:'Times New Roman'; font-size:10.5pt"> en el Tecnológico de Monterrey, Instructor de Finanzas Sostenibles, Economía Ambiental e Inversiones Sostenibles en Harvard </span><span style="font-family:'Times New Roman'; font-size:10.5pt">University</span><span style="font-family:'Times New Roman'; font-size:10.5pt">, </span><span style="font-family:'Times New Roman'; font-size:10.5pt">Director</span><span style="font-family:'Times New Roman'; font-size:10.5pt"> de Finanzas en New </span><span style="font-family:'Times New Roman'; font-size:10.5pt">Evolution</span><span style="font-family:'Times New Roman'; font-size:10.5pt"> Ventures, </span><span style="font-family:'Times New Roman'; font-size:10.5pt">Director</span><span style="font-family:'Times New Roman'; font-size:10.5pt"> de Operaciones en </span><span style="font-family:'Times New Roman'; font-size:10.5pt">Vertex</span><span style="font-family:'Times New Roman'; font-size:10.5pt"> Energy</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Comité</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> de Auditoria</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">La Emisora estableció su Comité de Auditoría mediante asamblea general ordinaria y extraordinaria de acciones de fecha </span><span style="font-family:'Book Antiqua'; font-size:10pt">28 de octubre de 2019</span><span style="font-family:'Book Antiqua'; font-size:10pt"> con el fin de brindar apoyo al Consejo de Administración en la toma de decisiones relacionadas con la auditoría interna, control interno y cumplimiento de políticas internas y disposiciones legales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El Comité de Auditoría de la Emisora se encuentra integrado por los siguientes miembros:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:191.15pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; border-bottom-style:solid; border-bottom-width:0.75pt; border-bottom-color:#000000; padding-bottom:1pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Nombre</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:219.25pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; border-bottom-style:solid; border-bottom-width:0.75pt; border-bottom-color:#000000; padding-bottom:1pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Cargo</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:191.15pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Ramón Alfonso Casanova Hernández</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:219.25pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director General de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Operaciones, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Administración y Finanzas</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:191.15pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Alberto Parera </span><span style="font-family:'Book Antiqua'; font-size:10pt">Labrandero</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:219.25pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director Corporativo de Contraloría Técnica</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:191.15pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Alfredo Castillo Hernández</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:219.25pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Subdirector de Contraloría Administrativa</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:191.15pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Enrique García Bada Mena</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:219.25pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director de Servicios Generales y Auditoria Administrativa</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:191.15pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Daniela</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Cruz Domínguez</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:219.25pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director Corporativo de Jurídico</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:191.15pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Edith Montserrat Rodríguez Salazar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:219.25pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Subdirector</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">de Cumplimiento</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Ramón Alfonso Casanova Hernández</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">F</span><span style="font-family:'Book Antiqua'; font-size:10pt">avor</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de ver la sección “</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Administradores y accionistas – Consejo de Administración</span><span style="font-family:'Book Antiqua'; font-size:10pt">” del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Alberto Parera </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Labrandero</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director Corporativo de Contraloría Técnica, Ingeniero Civil por la Universidad Nacional Autónoma de México, especialista en administración de proyectos, administración y control de construcción; líder de operaciones de gran escala como </span><span style="font-family:'Book Antiqua'; font-size:10pt">Supervia</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Poniente, Centro Comercial Garden Santa Fe, Distribuidor Vial Luis Cabrera, Centro Comercial Atlacomulco, urbanización Parque La Mexicana, continuación de vialidad, eje 5 poniente, vialidad Carlos Lazo Centenario Puentes de los Poetas, implementación del sistema SAP y reingeniería de administración tradicional a administración por procesos en compañías como Grupo Ingeniería y Tecnología de México, Grupo </span><span style="font-family:'Book Antiqua'; font-size:10pt">Copri</span><span style="font-family:'Book Antiqua'; font-size:10pt"> México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Alfredo Castillo Hernández</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Subdirector de Contraloría Administrativa, </span><span style="font-family:'Book Antiqua'; font-size:10pt">Administrador de Empresas con un MBA en Administración Financiera por la Universidad de Quebec, cuenta con una trayectoria de 40 años en el sistema financiero (Banco Nacional de México, S.A.) en donde se especializo en Operación y Servicio de Sucursales Bancarias teniendo a su cargo la Dirección de Operación y Control en la Ciudad de México</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Enrique García Bada Mena</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director de Servicios Generales y Auditoría Interna, Licenciado en Mercadotecnia por la Universidad Tecnológica de México, con Diplomado en Alta Gerencia por la Universidad Anáhuac, Diplomado Gerencial por la Asociación Nacional de Tiendas de Autoservicio y </span><span style="font-family:'Book Antiqua'; font-size:10pt">Departamentales (ANTAD) diversos cursos en Excelencia Directiva por el Colegio de Graduados de Alta Dirección, Coaching y Liderazgo Transformador, amplia experiencia laboral en áreas de auditoría, organización, control, planeación y elaboración de presupuestos, operaciones, y ventas en empresas como Casa Pedro Domecq, Mercantil Proveedora de Chiapas, Grupo Comercial Chedraui, Dirección General de PC </span><span style="font-family:'Book Antiqua'; font-size:10pt">Fashion</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y </span><span style="font-family:'Book Antiqua'; font-size:10pt">Dimetab</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Daniela Cruz Domínguez</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">F</span><span style="font-family:'Book Antiqua'; font-size:10pt">avor de ver la sección “</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Administradores y accionistas – Consejo de Administración</span><span style="font-family:'Book Antiqua'; font-size:10pt">” del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Edith Montserrat Rodríguez Salazar</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Subdirector</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">de Cumplimiento, Licenciada en Derecho con un Diplomado en Derecho Corporativo por la Universidad Tecnológica de México, Diplomado en Tecnología de la Defensa Tributaria y Autoridad Fiscal por el instituto Mexicano de Expansión Fiscal (IMEFI), Taller en Derecho Aeronáutico por el Instituto Tecnológico Autónomo de México y otros más en Teoría del Delito, Difusión de Reformas, Planteamiento Político Criminal y Derecho Procesal Civil como abogado corporativo en López & López Abogados Corporativos, International </span><span style="font-family:'Book Antiqua'; font-size:10pt">Corporate</span><span style="font-family:'Book Antiqua'; font-size:10pt"> & Cargo </span><span style="font-family:'Book Antiqua'; font-size:10pt">Services</span><span style="font-family:'Book Antiqua'; font-size:10pt"> este último</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">adquiriendo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> conocimientos relacionados con propiedad intelectual y actualmente implementando toda la estrategia de ética, cumplimiento y anticorrupción en Grupo Hycsa. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Hlk196336146" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt">El Comité de Auditoría debe integrarse máximo por 6 miembros, quienes serán las personas que ocupen los puestos de </span><span style="font-family:'Book Antiqua'; font-size:10pt">D</span><span style="font-family:'Book Antiqua'; font-size:10pt">irector </span><span style="font-family:'Book Antiqua'; font-size:10pt">G</span><span style="font-family:'Book Antiqua'; font-size:10pt">eneral</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de </span><span style="font-family:'Book Antiqua'; font-size:10pt">A</span><span style="font-family:'Book Antiqua'; font-size:10pt">dministración y </span><span style="font-family:'Book Antiqua'; font-size:10pt">F</span><span style="font-family:'Book Antiqua'; font-size:10pt">inanzas, </span><span style="font-family:'Book Antiqua'; font-size:10pt">D</span><span style="font-family:'Book Antiqua'; font-size:10pt">irector</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">C</span><span style="font-family:'Book Antiqua'; font-size:10pt">orporativo de </span><span style="font-family:'Book Antiqua'; font-size:10pt">C</span><span style="font-family:'Book Antiqua'; font-size:10pt">ontraloría </span><span style="font-family:'Book Antiqua'; font-size:10pt">T</span><span style="font-family:'Book Antiqua'; font-size:10pt">écnica, </span><span style="font-family:'Book Antiqua'; font-size:10pt">S</span><span style="font-family:'Book Antiqua'; font-size:10pt">ubdirector</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de </span><span style="font-family:'Book Antiqua'; font-size:10pt">C</span><span style="font-family:'Book Antiqua'; font-size:10pt">ontraloría </span><span style="font-family:'Book Antiqua'; font-size:10pt">A</span><span style="font-family:'Book Antiqua'; font-size:10pt">dministrativa, </span><span style="font-family:'Book Antiqua'; font-size:10pt">S</span><span style="font-family:'Book Antiqua'; font-size:10pt">ubdirector</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de </span><span style="font-family:'Book Antiqua'; font-size:10pt">A</span><span style="font-family:'Book Antiqua'; font-size:10pt">uditoría </span><span style="font-family:'Book Antiqua'; font-size:10pt">A</span><span style="font-family:'Book Antiqua'; font-size:10pt">dministrativa, </span><span style="font-family:'Book Antiqua'; font-size:10pt">D</span><span style="font-family:'Book Antiqua'; font-size:10pt">irector</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">C</span><span style="font-family:'Book Antiqua'; font-size:10pt">orporativo </span><span style="font-family:'Book Antiqua'; font-size:10pt">J</span><span style="font-family:'Book Antiqua'; font-size:10pt">urídico y </span><span style="font-family:'Book Antiqua'; font-size:10pt">G</span><span style="font-family:'Book Antiqua'; font-size:10pt">erente de </span><span style="font-family:'Book Antiqua'; font-size:10pt">C</span><span style="font-family:'Book Antiqua'; font-size:10pt">umplimiento.</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Los miembros del Comité de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Auditoría</span><span style="font-family:'Book Antiqua'; font-size:10pt"> ocuparán su puesto por un periodo de 2 años, contado a partir del nombramiento por parte de la asamblea ordinaria de accionistas, pudiendo ser reelectos antes de que dicho periodo termine.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Las funciones del Comité de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Auditoría</span><span style="font-family:'Book Antiqua'; font-size:10pt">, según se establecen en los estatutos sociales de la Emisora son las siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 28.35pt; text-indent:-28.35pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">•</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Book Antiqua'; font-size:10pt">Convocar a sesiones ordinarias o extraordinarias;</span>
</p>
<p style="margin:0pt 0pt 0pt 28.35pt; text-indent:-28.35pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">•</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Book Antiqua'; font-size:10pt">Dirigir y moderar los debates durante las sesiones; y</span>
</p>
<p style="margin:0pt 0pt 8pt 28.35pt; text-indent:-28.35pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">•</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Book Antiqua'; font-size:10pt">Presentar al Consejo de Administración los informes sobre los asuntos tratados por el Comité de Auditoría y el estado que guardan tales asuntos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El Comité sesionará de manera ordinaria por lo menos cada tres meses de tal forma que sesionen de forma obligatoria por lo menos 4 veces al año y podrá sesionar de manera extraordinaria cuando se considere necesario, siempre y cuando se cumpla con lo definido en cuanto a la convocatoria.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="-aw-bookmark-end:_Hlk196336146"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; text-decoration:underline">Remuneraciones</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Durante el año </span><span style="font-family:'Book Antiqua'; font-size:10pt">2023</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">las personas que integran el consejo de administración</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y</span><span style="font-family:'Book Antiqua'; font-size:10pt"> directivos relevantes</span><span style="font-family:'Book Antiqua'; font-size:10pt"> percibieron de la Emisora </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">subsidiarias </span><span style="font-family:'Book Antiqua'; font-size:10pt">prestaciones por </span><span style="font-family:'Book Antiqua'; font-size:10pt">la cantidad </span><span style="font-family:'Book Antiqua'; font-size:10pt">de </span><span style="font-family:'Book Antiqua'; font-size:10pt">$</span><span style="font-family:'Book Antiqua'; font-size:10pt">156,725,082</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Las personas que trabajen para la Emisora o subsidiarias </span><span style="font-family:'Book Antiqua'; font-size:10pt">perciben las siguientes prestaciones:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">P</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">rima vacacional</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Vacaciones</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">S</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">eguro de Vida</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">S</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">eguro de Gastos Médicos Mayores</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">B</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">ono Anual por Desempeño</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Por lo que respecta a los planes de pensiones</span><span style="font-family:'Book Antiqua'; font-size:10pt">, retiro y similares </span><span style="font-family:'Book Antiqua'; font-size:10pt">se informa </span><span style="font-family:'Book Antiqua'; font-size:10pt">que la Emisora no cuenta actualmente con planes de ese tipo</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">de igual forma se hace del conocimiento que no existen convenios o programas en beneficio</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de los miembros del consejo de administración, directivos relevantes o empleados de la Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> que les permitan participar en su capital social.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A la fecha del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">los estatutos sociales de la Emisora no han presentado modificación alguna, manteniéndose vigentes.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">N</span><span style="font-family:'Book Antiqua'; font-size:10pt">o existe convenio alguno que tenga por efecto retrasar, prevenir, diferir o hacer más oneroso un cambio en el control de la Emisora. A pesar de lo anterior los estatus sociales de la Emisora prevén en su artículo décimo cuarto las disposiciones relativas al cambio de control de la Emisora. Para más información favor de referirse al resumen de los estatutos sociales, según el mismo se desarrolla en la presente sección, en las siguientes líneas.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">L</span><span style="font-family:'Book Antiqua'; font-size:10pt">a Emisora</span><span style="font-family:'Book Antiqua'; font-size:10pt"> cuenta con una </span><span style="font-family:'Book Antiqua'; font-size:10pt">Política</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de No Discriminación y Promoción de la Diversidad e Inclusión, así como de una Política de Protección de los Derechos Humanos</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Grupo Hycsa está comprometido con las prácticas de igualdad de género y buscamos siempre ser incluyentes en todos nuestros procesos, desde el Consejo de Administración </span><span style="font-family:'Book Antiqua'; font-size:10pt">y </span><span style="font-family:'Book Antiqua'; font-size:10pt">hasta las áreas funcionales de la empresa</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">es por ello </span><span style="font-family:'Book Antiqua'; font-size:10pt">que</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">apoyamos constantemente mejorar el balance de género en una industria con oportunidades en estos </span><span style="font-family:'Book Antiqua'; font-size:10pt">temas</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A continuación, se presenta el organigrama</span><span style="font-family:'Book Antiqua'; font-size:12pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">y trayectoria de los directivos relevantes de primer nivel</span><span style="font-family:'Book Antiqua'; font-size:10pt"> funcional de la Emisora:</span>
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" width="576" height="284" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">A continuación, se presenta la lista de los actuales funcionarios de primer nivel de la Emisora:</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<thead>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:152.1pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; border-bottom-style:solid; border-bottom-width:0.75pt; border-bottom-color:#000000; padding-bottom:1pt">
<span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">Nombre</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; border-bottom-style:solid; border-bottom-width:0.75pt; border-bottom-color:#000000; padding-bottom:1pt">
<span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">Cargo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; border-bottom-style:solid; border-bottom-width:0.75pt; border-bottom-color:#000000; padding-bottom:1pt">
<span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">Años de Servicio en Grupo Hycsa</span>
</p>
</td>
</tr>
</thead>
<tbody>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:152.1pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Ramón Alfonso Casanova Hernández</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Director General de </span><span style="font-family:'Book Antiqua'; font-size:8pt">Operaciones, </span><span style="font-family:'Book Antiqua'; font-size:8pt">Administración y Finanzas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">6</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.1pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Javier Mora</span><span style="font-family:'Book Antiqua'; font-size:8pt"> Gutiérrez</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Director </span><span style="font-family:'Book Antiqua'; font-size:8pt">Ejecutivo de Construcción para México y LATAM</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">3</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.1pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Raúl Reza Navarrete</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Director General de Construcción</span><span style="font-family:'Book Antiqua'; font-size:8pt"> México</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">8</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.1pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Adrián Peña Ledesma</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Director General de Desarrollo de Negocios</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">9</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.1pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">José Luis Nieto Ávila</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Director de Agregados de México, S.A. de C.V.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">10</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.1pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Fernando Buenabad Velazquez</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Director de Hippo Maquinaria S.A. de C.V.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">12</span>
</p>
</td>
</tr>
</tbody>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">A continuación, se señala información sobre los funcionarios de primer nivel de la Emisora:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Ramón Alfonso Casanova Hernández</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">F</span><span style="font-family:'Book Antiqua'; font-size:10pt">avor</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de ver la sección “</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Administradores y accionistas – Consejo de Administración</span><span style="font-family:'Book Antiqua'; font-size:10pt">” del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:108%; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Javier Mora </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Gutiérrez</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El Sr. Mora es Ingeniero de Caminos, Canales y Puertos por la Universidad de Granada en España. Cuenta con más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">6</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">años de experiencia en la industria de la construcción, resaltando más de 1</span><span style="font-family:'Book Antiqua'; font-size:10pt">6</span><span style="font-family:'Book Antiqua'; font-size:10pt"> años en proyectos internacionales destacando España, México, Turquía y Chile, con gran capacidad para formar y dirigir equipos multinacionales. Tiene un amplio conocimiento del mercado mexicano a través de 8 años de experiencia en empresas como </span><span style="font-family:'Book Antiqua'; font-size:10pt">Obrascón</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Huarte </span><span style="font-family:'Book Antiqua'; font-size:10pt">Lain</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (OHL), con obras tan relevantes como la Autopista Urbana Norte, Viaducto Bicentenario, Autopista Atizapán Atlacomulco, Tren Ligero Guadalajara Línea 3 entre otras. Fuera de México en su trayectoria en las empresas Dragados, S.A., Grupo Abengoa y OGENSA; desarrolló obras en diversos países como el metro de Sevilla, acondicionamiento de la autopista Jerez-Trebujena entre otras.</span>
</p>
<p style="margin:0pt; line-height:108%; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; line-height:108%; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Raúl Reza Navarrete</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director General de Construcción, Ingeniero Civil por la Universidad Nacional Autónoma de México, </span><span style="font-family:'Book Antiqua'; font-size:10pt">con una </span><span style="font-family:'Book Antiqua'; font-size:10pt">trayectoria de casi 40 años liderando proyectos de construcción de alto grado de especialización con obras emblemáticas en México y Estados Unidos, como el Viaducto Elevado Bicentenario tramos Toreo-San Antonio y Toreo Tepalcapa, Proyecto Hidráulico </span><span style="font-family:'Book Antiqua'; font-size:10pt">D</span><span style="font-family:'Book Antiqua'; font-size:10pt">esvío de la Presa Paso Ancho en Oaxaca, en edificación </span><span style="font-family:'Book Antiqua'; font-size:10pt">el</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Residencial Plus San Angel, Conjunto Residencial Cumbres Santa Fe, Proyecto Hidroeléctrico Caracoles en Argentina, Autopista Corredor Sur en Panamá, Proyecto Hidroeléctrico </span><span style="font-family:'Book Antiqua'; font-size:10pt">Esti</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Panamá, Carretera Modesto-San Luis Guatemala, Rehabilitación Central Termoeléctrica Manuel Alvarez M</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span><span style="font-family:'Book Antiqua'; font-size:10pt">en Colima, Demolición y construcción de paso a desnivel Calzada Naucalpan entre otras, todas en posiciones directivas de compañías del sector como Grupo ICA, OHL y TRADECO.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Adrián Peña Ledesma</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director General de Desarrollo de Negocios, Ingeniero Civil egresado por la Universidad Iberoamericana, con estudios en Economía y Administración en la Universidad de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Heriot</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Watt </span><span style="font-family:'Book Antiqua'; font-size:10pt">University</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Campus Londres, Inglaterra, con más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt">9</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">años de experiencia en la industria de la construcción, abarcando posiciones operativas hasta posiciones directivas comerciales en empresas de gran renombre en la industria como lo son Grupo ICA y TRADECO, con logros de gran relevancia en México y Latinoamérica.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">José Luis Nieto Ávila</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director General Agregados de México, Ingeniero en Minas y Metalurgia por la Universidad Nacional Autónoma de México, con diversos diplomados en un Diplomado en Calidad, y Productividad, Evaluación de Proyectos y Análisis de Precios Unitarios, Planeación Estratégica, Liderazgo Ejecutivo entre otros con más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">3</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">años de experiencia en la industria minera a cargo de la Dirección de Operaciones de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Gramol</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Dirección de Investigación y Desarrollo de Agregados en CEMEX Concretos, Director de Triturados Pétreos de plantas de asfalto en Unidad Parres e Imán, y Banco </span><span style="font-family:'Book Antiqua'; font-size:10pt">Atlipac</span><span style="font-family:'Book Antiqua'; font-size:10pt"> entre otros puntos de la República Mexicana.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Fernando Buenabad Velásquez</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director de Hippo Maquinaria, Ingeniero Civil por la Universidad </span><span style="font-family:'Book Antiqua'; font-size:10pt">Anahuac</span><span style="font-family:'Book Antiqua'; font-size:10pt">, con un postgrado en Evaluación de Proyectos en el Instituto Tecnológico Autónomo de México, alta especialización en la compra venta, arrendamiento, mantenimiento, transporte e instalación de Maquinaria Especializada para obras de infraestructura como: equipo para movimiento de tierras, equipo de pavimentación, plantas de asfalto, plantas de concreto, plantas de trituración, grúas hidráulicas, grúas torre y dragas en proyectos como rehabilitación de presas, diversos proyectos de Dragado, Construcción de Túneles, ampliación, repavimentación y mantenimiento carretero en diferentes puntos del país con más de 2</span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt"> años de experiencia en la administración, operación y arredramiento de maquinaria para obras de gran envergadura.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Adicionalmente, en la Emisora colaboran los siguientes directores corporativos:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:152.2pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; border-bottom-style:solid; border-bottom-width:0.75pt; border-bottom-color:#000000; padding-bottom:1pt">
<span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">Nombre</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.2pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; border-bottom-style:solid; border-bottom-width:0.75pt; border-bottom-color:#000000; padding-bottom:1pt">
<span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">Cargo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; border-bottom-style:solid; border-bottom-width:0.75pt; border-bottom-color:#000000; padding-bottom:1pt">
<span style="font-family:'Book Antiqua'; font-size:8pt; font-weight:bold">Años de Servicio en Grupo Hycsa</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:152.2pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Fernando José Lezama Shiraishi </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.2pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Director Corporativ</span><span style="font-family:'Book Antiqua'; font-size:8pt">o</span><span style="font-family:'Book Antiqua'; font-size:8pt"> </span><span style="font-family:'Book Antiqua'; font-size:8pt">Global </span><span style="font-family:'Book Antiqua'; font-size:8pt">de Finanzas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">4</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.2pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Mariano Alberto Mazariegos Robles</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.2pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Director Corporativo de Administración</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">10</span><span style="font-family:'Book Antiqua'; font-size:8pt">.5</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.2pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Alberto Parera </span><span style="font-family:'Book Antiqua'; font-size:8pt">Labrandero</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.2pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Director Corporativo de Contraloría Técnica</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">8</span><span style="font-family:'Book Antiqua'; font-size:8pt">.5</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.2pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Daniela Cruz Domínguez</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.2pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Director Corporativo de Jurídico</span><span style="font-family:'Book Antiqua'; font-size:8pt">.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">2</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:152.2pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Claudia Patricia Rodríguez Carabantes</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:184.2pt">
<p style="margin:0pt 0pt 8pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:8pt">Director Corporativo de Recursos Humanos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:63.2pt">
<p style="margin:0pt 0pt 8pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:8pt">1</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify; page-break-after:avoid">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Fernando José Lezama Shiraish</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">i</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">F</span><span style="font-family:'Book Antiqua'; font-size:10pt">avor</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de ver la sección “</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Administradores y accionistas – Consejo de Administración</span><span style="font-family:'Book Antiqua'; font-size:10pt">” del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Mariano Alberto Mazariegos Robles</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director Corporativo de Administración, Licenciado en Contaduría por la Universidad Nacional Autónoma de México, Diplomado en Impuestos por la Universidad Nacional Autónoma de México, Diplomado de Normas Internacionales por el Instituto Tecnológico Autónomo de México (ITAM) y Planeación Estratégica por el Instituto Panamericano de Alta Dirección de Empresa (IPADE), con más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">2</span><span style="font-family:'Book Antiqua'; font-size:10pt">6</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">años de experiencia en el área contable, administrativa y fiscal bajo las normas mexicanas de información financiera en los últimos </span><span style="font-family:'Book Antiqua'; font-size:10pt">14 </span><span style="font-family:'Book Antiqua'; font-size:10pt">años se ha enfocado con gran profundidad en la industria de la construcción, realizando procesos de estructuración de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Special</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Purpose</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Vehicles</span><span style="font-family:'Book Antiqua'; font-size:10pt"> (SPV) para proyectos de infraestructura en la Emisora.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Alberto Parera </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Labrandero</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">F</span><span style="font-family:'Book Antiqua'; font-size:10pt">avor</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de ver la sección “</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Administradores y accionistas – Comité de Auditoría</span><span style="font-family:'Book Antiqua'; font-size:10pt">” del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Daniela Cruz Domínguez</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">F</span><span style="font-family:'Book Antiqua'; font-size:10pt">avor de ver la sección “</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Administradores y Accionistas – Consejo de Administración</span><span style="font-family:'Book Antiqua'; font-size:10pt">” del presente </span><span style="font-family:'Book Antiqua'; font-size:10pt">Informe Anual.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Claudia </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Patricia Rodríguez Carabantes </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Director Corporativo de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Recursos Humanos</span><span style="font-family:'Book Antiqua'; font-size:10pt">, Licenciad</span><span style="font-family:'Book Antiqua'; font-size:10pt">a</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">en </span><span style="font-family:'Book Antiqua'; font-size:10pt">Psicología </span><span style="font-family:'Book Antiqua'; font-size:10pt">por la Universidad </span><span style="font-family:'Book Antiqua'; font-size:10pt">Mundial, La Paz, BC</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">Con una trayectoria ascendente </span><span style="font-family:'Book Antiqua'; font-size:10pt">de más de </span><span style="font-family:'Book Antiqua'; font-size:10pt">15 </span><span style="font-family:'Book Antiqua'; font-size:10pt">años en el área de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Recursos Humanos </span><span style="font-family:'Book Antiqua'; font-size:10pt">en empresas </span><span style="font-family:'Book Antiqua'; font-size:10pt">como </span><span style="font-family:'Book Antiqua'; font-size:10pt">Banamex, Adecco, BBVA y Menzies </span><span style="font-family:'Book Antiqua'; font-size:10pt">Aviation</span><span style="font-family:'Book Antiqua'; font-size:10pt">, entre otras</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El Consejo de Administración ha adoptado políticas y códigos de conducta para mejorar sus prácticas de gobierno corporativo. Éstas son:</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política del Sistema de Reporte Interno </span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Comunicación, Capacitación y Adhesión en Ética e Integridad</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Integridad en materia de Recursos Humanos</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Conflicto de Intereses</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política anticorrupción</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política para el cumplimiento de las obligaciones obrero-patronales a cargo de los subcontratistas</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política Sobre la Contratación y Alcance de los Trabajos Profesionales de los Auditores Externos.</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política para la entrega de información relevante y creación de libros blancos</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Comunicación e Información entre órganos de gobierno y Direcciones Generales.</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Independencia de los Miembros de los Órganos de Gobierno</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Contratación, Remuneración, Evaluación y Despido de los </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Directores Generales</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> y los Directivos Relevantes.</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Operaciones con Partes Relacionadas</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Políticas Antimonopolio y de Competencia Económica.</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Evaluación del Programa de Integridad Corporativa.</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Prevención Delictiva y Denuncia ante Autoridades </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">de Grupo Hycsa</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Debida Diligencia y Monitoreo de Terceros</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Respeto a los Derechos Humanos</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Protección de Datos Personales</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> de No Discriminación y Promoción de la Diversidad e Inclusión</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política en materia de Prevención del Lavado de Dinero.</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Protocolo de investigaciones internas.</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política anticorrupción en interacciones con </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Funcionarios</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> Públicos.</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Código de Conducta de Proveedores</span>
</p>
<p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:STXingkai; font-size:10pt">-</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Código de Ética</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<br style="page-break-before:always; clear:both" />
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<p style='font-family:Arial;font-size: 8pt'><html>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">N</span><span style="font-family:'Times New Roman'; font-size:12pt">/</span><span style="font-family:'Times New Roman'; font-size:12pt">A</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">N/A</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">N/A</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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</div>
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</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">N/A</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style='font-family:Arial;font-size: 8pt'><html>
<head>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">N/A</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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</div>
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<p style='font-family:Arial;font-size: 8pt'><html>
<head>
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<meta name="generator" content="Aspose.Words for .NET 15.3.0.0" />
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">N/A</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
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</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">N/A</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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</div>
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La tasa de retención del impuesto sobre la renta aplicable respecto a los intereses pagados conforme a los Certificados Bursátiles se encuentra sujeta: (i) para las personas morales y físicas residentes en México para efectos fiscales a lo previsto en los artículos 54 y 135 y demás aplicables de la Ley de Impuesto Sobre la Renta vigente; y (ii) para las personas físicas y morales residentes en el extranjero para efectos fiscales, a lo previsto en los artículos 153, 166 y demás aplicables de la Ley de Impuesto Sobre la Renta vigente. Los posibles adquirentes de los Certificados Bursátiles deberán consultar con sus asesores las consecuencias fiscales resultantes de su inversión en los Certificados Bursátiles, incluyendo la aplicación de reglas específicas respecto a su situación particular. El régimen fiscal vigente podrá modificarse a lo largo de la vigencia de los Certificados Bursátiles.
La tasa de retención del Impuesto Sobre la Renta aplicable respecto a los intereses pagados conforme a los Certificados Bursátiles se encuentra sujeta: (i) para las personas morales y físicas residentes en México para efectos fiscales a lo previsto en los artículos 54 y 135 y demás aplicables de la Ley de Impuesto Sobre la Renta vigente; y (ii) para las personas físicas y morales residentes en el extranjero para efectos fiscales, a lo previsto en los artículos 153, 166 y demás aplicables de la Ley de Impuesto Sobre la Renta vigente. Los posibles adquirentes de los Certificados Bursátiles deberán consultar con sus asesores las consecuencias fiscales resultantes de su inversión en los Certificados Bursátiles, incluyendo la aplicación de reglas específicas respecto a su situación particular. El régimen fiscal vigente podrá modificarse a lo largo de la vigencia de los Certificados Bursátiles.
S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V.
S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V.
Monex Casa de Bolsa, S.A. de C.V, Grupo Financiero Monex
Monex Casa de Bolsa, S.A. de C.V, Grupo Financiero Monex
Dicha calificación en escala nacional agrupa emisiones con alta calidad crediticia. Los factores de protección son fuertes y el riesgo es modesto, pudiendo variar en forma ocasional por las condiciones económicas.
Emisiones con alta certeza en el pago oportuno. Los factores de liquidez y protección son muy buenos.
AA/M
1/M
El monto principal de los Certificados Bursátiles será amortizado en una sola exhibición mediante transferencia electrónica de fondos por un monto equivalente al Valor Nominal en la Fecha de Vencimiento o, según sea el caso, en cualquier Fecha de Pago de Intereses, de conformidad con lo establecido en la sección "II. La Oferta- 1. Características de la Oferta - 1.27. Amortización Anticipada Voluntaria" del presente suplemento. En caso de que la Fecha de Vencimiento no fuere un Día Hábil, la amortización se realizará el Día Hábil inmediato siguiente, considerándose este último como la Fecha de Vencimiento, sin que lo anterior pueda ser considerado un incumplimiento.Sin perjuicio de lo establecido en la sección " II. La Oferta - 1. Características de la Oferta - 1.26. Amortización" del presente suplemento, la Emisora tendrá el derecho, más no la obligación, de realizar la amortización anticipada voluntaria total del principal de los Certificados Bursátiles en cualquier Fecha de Pago de Intereses antes de la Fecha de Vencimiento.
En caso de que la Emisora decida llevar a cabo una amortización anticipada de los Certificados Bursátiles, deberá notificar por escrito al Representante Común de su intención de realizar la amortización anticipada total de los Certificados Bursátiles con al menos 7 (siete) Días Hábiles de anticipación a la Fecha de Pago de Intereses en que pretenda llevar a cabo dicha amortización anticipada (la "Fecha de Aviso de Amortización Anticipada"). Asimismo, la Emisora notificará su decisión de ejercer dicho derecho y el monto de la amortización a la CNBV a través de STIV-2, la Bolsa a través de SEDI e Indeval por escrito, o a través de los medios que éstas determinen, con al menos 6 (seis) Días Hábiles de anticipación a la fecha en que se pretendan amortizar anticipadamente los Certificados Bursátiles. Lo anterior, en el entendido, que dicha notificación deberá incluir el Precio de Amortización Anticipada, la fecha de amortización anticipada y la demás información necesaria para el pago de los Certificados Bursátiles.
En caso de que la Emisora ejerza su derecho de amortizar anticipadamente los Certificados Bursátiles en su totalidad, la Emisora pagará a los Tenedores una cantidad igual al monto que resulte mayor entre (a) el Valor Nominal de los Certificados Bursátiles en circulación y (b) el que sea menor entre los precios limpios de la totalidad de los Certificados Bursátiles en circulación proporcionados por (i) Proveedor Integral de Precios, S.A. de C.V. o (ii) Valuación Operativa y Referencias de Mercado, S.A de C.V., en cada caso, calculados mediante el promedio aritmético de los últimos 30 (treinta) días naturales previos a la Fecha de Aviso de Amortización Anticipada (dicho monto, el "Precio de Amortización Anticipada"). Para tales fines, la Emisora deberá entregar dicha información al Representante Común en la Fecha de Aviso de Amortización Anticipada. En su caso, el Representante Común notificará el Precio de Amortización Anticipada a la Emisora, para que ésta informe a la CNBV a través de STIV-2, la Bolsa a través del SEDI e Indeval por escrito o a través de los medios que éstas determinen, al menos 6 (seis) Días Hábiles antes de la fecha de amortización anticipada.
El monto principal de los Certificados Bursátiles será amortizado en una sola exhibición mediante transferencia electrónica de fondos
No están subordinados a alguna otra deuda
No están subordinados a alguna otra deuda
Dicha calificación en escala nacional indica que la Emisión se considera con alta calidad crediticia y ofrece gran seguridad para el pago oportuno de obligaciones de deuda y mantiene muy bajo riesgo crediticio ante escenarios económicos adversos.
El emisor o emisión con esta calificación ofrece una capacidad aceptable para el pago oportuno de obligaciones de deuda de corto plazo y mantienen un mayor riesgo crediticio comparado con instrumentos de mayor calificación crediticia
Los intereses ordinarios devengados y el principal respecto de los Certificados Bursátiles serán pagados por la Emisora en Pesos, en la Fecha de Vencimiento y en cada una de las Fechas de Pago de Intereses, según corresponda, en los términos señalados en el Título, o, en caso de que cualquiera de dichas fechas no sea un Día Hábil, en el Día Hábil inmediato siguiente, sin que esto se considere un incumplimiento, mediante transferencia electrónica de fondos realizada a través del Indeval, o en su caso, en su domicilio ubicado en Av. Paseo de la Reforma No. 255, tercer piso, Col. Cuauhtémoc, Alcaldía Cuauhtémoc, C.P. 06500, Ciudad de México, México, o en cualquier otra dirección que Indeval dé a conocer en caso de que cambie de domicilio, contra la cancelación del Título o entrega de las constancias que para tales efectos expida Indeval, lo anterior con la finalidad de que Indeval distribuya los recursos en las cuentas que sus respectivos depositantes le instruyan, y éstos a su vez liquiden las cantidades adeudadas a los Tenedores.
Los intereses ordinarios devengados y el principal respecto de los Certificados Bursátiles serán pagados por la Emisora en Pesos, en la Fecha de Vencimiento y en cada una de las Fechas de Pago de Intereses, según correspondamediante transferencia electrónica de fondos realizada a través del Indeval lo anterior con la finalidad de que Indeval distribuya los recursos en las cuentas que sus respectivos depositantes le instruyan, y éstos a su vez liquiden las cantidades adeudadas a los Tenedores.
AA
HR2
Los intereses ordinarios que devenguen los Certificados Bursátiles se liquidarán durante la vigencia de la Emisión, a través del Indeval, contra la entrega de las constancias que para tal efecto expida, aproximadamente cada 28 (veintiocho) días, conforme al siguiente calendario; en el entendido, que, si cualquier Fecha de Pago de Intereses no resulta un Día Hábil, esta fecha se recorrerá al Día Hábil inmediato siguiente, sin que lo anterior sea considerado como un incumplimiento (cada una de dichas fechas, una "Fecha de Pago de Intereses"), calculándose en todo caso los intereses ordinarios respectivos por el número de días naturales efectivamente transcurridos hasta la Fecha de Pago de Intereses correspondiente y, en consecuencia, el siguiente Periodo de Intereses se disminuirá en el número de días en el que se haya aumentado el Periodo de Intereses anterior.
El primer Periodo de Intereses comenzará en, e incluirá, la Fecha de Emisión y terminará en, y excluirá, la primera Fecha de Pago de Intereses. Cada Periodo de Intereses subsecuente iniciará en, e incluirá, la Fecha de Pago de Intereses inmediata anterior y terminará en, y excluirá, la Fecha de Pago de Intereses siguiente (cada uno, un "Periodo de Intereses"):
Los intereses ordinarios devengados y el principal respecto de los Certificados Bursátiles serán pagados por la Emisora en Pesos, en la Fecha de Vencimiento y en cada una de las Fechas de Pago de Intereses, según correspondamediante transferencia electrónica de fondos realizada a través del Indeval lo anterior con la finalidad de que Indeval distribuya los recursos en las cuentas que sus respectivos depositantes le instruyan, y éstos a su vez liquiden las cantidades adeudadas a los Tenedores.
A partir de la Fecha de Emisión y en tanto no sean amortizados en su totalidad, los Certificados Bursátiles generarán un interés bruto anual sobre su Valor Nominal, computado a partir de la Fecha de Emisión o al inicio de cada Periodo de Intereses, según corresponda, a una tasa de interés bruto anual igual a la tasa a la que hace referencia el siguiente párrafo, que el Representante Común calculará 2 (dos) Días Hábiles anteriores al inicio de cada Periodo de Intereses, conforme al calendario de pago de intereses, y que regirá precisamente durante ese Periodo de Intereses que inicia (la "Fecha de Determinación de la Tasa de Interés Bruto Anual"), salvo por lo que se refiere al primer Periodo de Intereses, al cual le resultará aplicable la Tasa de Interés Bruto Anual establecida en la sección "II. La Oferta - 1. Características de la Oferta - 1.31. Tasa de Interés Bruto Anual Aplicable al Primer Periodo de Intereses" del presente suplemento. La Tasa de Interés Bruto Anual se calculará mediante la adición de 2.55% (dos punto cincuenta y cinco por ciento) a la TIIE a un plazo de hasta 28 (veintiocho) días, capitalizada o, en su caso, equivalente al número de días naturales efectivamente transcurridos en el Periodo de Intereses correspondiente, que sea dada a conocer por el Banco de México, por el medio masivo de comunicación que éste determine, o a través de cualquier otro medio electrónico, de cómputo o telecomunicación, incluso Internet, autorizado al efecto por el Banco de México, en la Fecha de Determinación de la Tasa de Interés Bruto Anual que corresponda o, en su defecto, dentro de los 30 (treinta) Días Hábiles anteriores a la misma, en cuyo caso deberá tomarse como base aquella TIIE a un plazo de hasta 28 (veintiocho) días (o la que la sustituya) comunicada en el Día Hábil más próximo a la Fecha de Determinación de la Tasa de Interés Bruto Anual (el resultado de dicha suma, la "Tasa de Interés de Referencia").
A partir de la Fecha de Emisión y en tanto no sean amortizados en su totalidad, los Certificados Bursátiles generarán un interés bruto anual sobre su Valor Nominal, computado a partir de la Fecha de Emisión o al inicio de cada Periodo de Intereses, según corresponda, a una tasa de interés bruto anual igual que se calculará mediante la adición de 1.85% (uno punto ochenta y cinco por ciento) a la TIIE a un plazo de hasta 29 (veintinueve) días, capitalizada o, en su caso, equivalente al número de días naturales efectivamente transcurridos en el Periodo de Intereses correspondiente, que sea dada a conocer por el Banco de México, por el medio masivo de comunicación que éste determine, o a través de cualquier otro medio electrónico, de cómputo o telecomunicación, incluso Internet, autorizado al efecto por el Banco de México
2.991781
0.99726
No aplica
No aplica
2027-11-02
2024-10-23
2024-02-15
HYCSA 24
Los Certificados Bursátiles cuentan con (i) el aval parcial de Bancomext, por hasta el 33% del monto de principal original de la emisión sin que dicha cantidad pueda exceder, en ningún caso, de $165,000,000.00 (ciento sesenta y cinco millones de pesos 00/100 M.N.), según se describe en la sección "II. La Oferta - 9. Garantías" del presente suplemento y conforme al Contrato de Crédito por Aval y (ii) una garantía de hasta 2 periodos de pago de intereses, según se describe en la sección "II. La Oferta - 9. Garantías" del presente Suplemento y conforme al Contrato de Depósito.
Quirigrafaria
2023-10-24
HYCSA 00124
Este cargo se rota de forma anual entre los consejeros patrimoniales
Prats
Calzada
Alejandro Feliciano
No forma parte del Consejo
Mujer
5
Directora Corporativa Jurídica
En tanto ocupe su cargo como Directora Corporativa Jurídica
Asamblea General Ordinaria Accionistas
2024-01-12
NO
NO
Hombre
NO
Propietario
Domínguez
Cruz
Daniela
Hombre
6
Secretario y Tesorero
En tanto ocupe su cargo como Director General
Asamblea General Ordinaria Accionistas
2024-01-12
NO
13
NO
NO
Propietario
Hernández
Casanova
Ramón Alfonso
Hombre
4
Secretario y Tesorero suplente
En tanto ocupe su cargo como Director Corporativo de Finanzas
Asamblea General Ordinaria Accionistas
2024-01-12
NO
NO
Presidente
NO
Suplente
Shiraishi
Lezama
Fernando José
Hombre
1.6
Consejero Relacionado
En tanto ocupe su cargo como Director Corporativo de Sostenibilidad
Asamblea General Ordinaria Accionistas
2024-01-12
NO
NO
NO
Indefinido
Propietario
Castolo
Vargas
Carlos
Mujer
5
Secretario
En tanto ocupe su cargo como Directora Corporativa Jurídica
Asamblea General Ordinaria Accionistas
2024-01-12
NO
NO
Asamblea General Ordinaria Accionistas
NO
Propietario
Domínguez
Cruz
Daniela
Hombre
6
Director General y Tesorero
En tanto ocupe su cargo como Director General
Asamblea General Ordinaria Accionistas
2024-01-12
NO
2024-01-12
NO
NO
Propietario
Hernández
Casanova
Ramón Alfonso
Este cargo se rota de forma anual entre los consejeros patrimoniales
Hombre
50
13
Vicepresidente
Indefinido
NO
Asamblea General Ordinaria Accionistas
2024-01-12
NO
NO
NO
Propietario
Cruz
Embriz
Luis Enrique
Este cargo se rota de forma anual entre los consejeros patrimoniales
Hombre
50
NO
13
Presidente
Indefinido
Asamblea General Ordinaria Accionistas
2024-01-12
NO
NO
NO
Propietario
Prats
Calzada
Alejandro Feliciano
NO
Mujer
4
Consejero Independiente
5 años
Asamblea General Ordinaria Accionistas
2024-01-12
NO
NO
NO
Propietario
Carbot
Unda
Zoila Flor de María
Propietario
Hombre
5.5
Consejero Independiente
5 años
Asamblea General Ordinaria Accionistas
2024-01-12
NO
NO
NO
Propietario
Estens
Ibáñez
Carlos
50
Embriz
Luis Enrique
50
Prats
Prats
Calzada
Alejandro Feliciano
Calzada
50
Cruz
Embriz
Alejandro Feliciano
Luis Enrique
50
Prats
50
Calzada
Alejandro Feliciano
50
Cruz
Cruz
Embriz
Luis Enrique
Ramón Alfonso Casanova Hernández
Ramón Alfonso Casanova Hernández
Representante Legal
Director Corporativo de Jurídico
El cual realiza las funciones equivalentes a un Director de Finanzas
El cual realiza las funciones equivalentes a un Director General
Erik Padilla Curiel
Daniela Cruz Domínguez
Director de Finanzas
Director General
Socio de Auditoría
El cual realiza las funciones equivalentes a un Director Jurídico
Director General
Francisco Javier Pineda Martínez
Director Jurídico
Galaz, Yamazaki, Ruiz Urquiza, S.C., Miembro de Deloitte Touche Tohmatsu Limited
Director General de Operaciones, Administración y Finanzas
El suscrito manifiesta bajo protesta de decir verdad, que los estados financieros que contiene el presente reporte anual por los ejercicios (incluir los ejercicios a que se refieren dichos estados financieros, al menos tres ejercicios) fueron dictaminados con fecha (incluir la fecha del dictamen de cada uno de los estados financieros que se incluyen), de conformidad con las Normas Internacionales de Auditoría (se podrá incluir la mención específica de las normas utilizadas).
Asimismo, manifiesta que ha leído el presente reporte anual y basado en su lectura y dentro del alcance del trabajo de auditoría realizado, no tiene conocimiento de errores relevantes o inconsistencias en la información que se incluye y cuya fuente provenga de los estados financieros dictaminados señalados en el párrafo anterior, ni de información que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas.
No obstante, el suscrito no fue contratado, y no realizó procedimientos adicionales con el objeto de expresar su opinión respecto de la otra información contenida en el reporte anual que no provenga de los estados financieros por el dictaminados.