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://www.cnbv.gob.mx/2025-01-01/mx-ifrs-sds#EquitySecuritiesInstrumentTypeCMR2025-01-012025-12-31iso4217:MXNxbrli:pureutr:Boeutr:GJutr:Lutr:kmutr:tutr:Mlutr:MMBTUutr:MMBblsutr:MMBblsutr:Dutr:MMcfutr:Mhlutr:Mm3utr:Mtutr:PButr:TEUutr:Whutr:kgutr:gutr:kJutr:gCO2eutr:nmiutr:tutr:gCO2eutr:MJutr:hautr:kmutr:ktutr:mutr:m3utr:m3utr:Dutr:nmiutr:sqmutr:tutr:kmutr:tutr:tutr:MWutr:tCO2eutr:tCO2eutr:kmutr:tutr:MWhutr:MWutr:MBblsutr:MBblsutr:Dutr:MMcfutr:Dutr:Wutr:kmutr:L
Divulgaciones de Sostenibilidad IFRS S1-S2
Clave de cotizaciónRazón social Año de reporte
CMRCMR, S.A.B. DE C.V.2025
[100000] Identificación e información general acerca de la información financiera a revelar relacionada con la sostenibilidad
Información general
Informe de Sostenibilidad y Clima
Tipos de Instrumento
Acciones
Clave de cotización
CMR
Información de la Emisora
Logotipo de la emisora

Descargar archivo adjunto

Razón social
CMR, S.A.B. DE C.V.
Año de reporte
2025
Divulgaciones de Sostenibilidad IFRS S1-S2
Clave de cotizaciónRazón social Año de reporte
CMRCMR, S.A.B. DE C.V.2025
[100001] Métricas requeridas por una Norma NIIF u otras Normas de Información a Revelar sobre Sostenibilidad y creadas por la entidad relacionadas a riesgos y oportunidades
Métricas requeridas por una Norma NIIF u otras Normas de Información a Revelar sobre Sostenibilidad y creadas por la entidad relacionadas a riesgos y oportunidades
Métricas requeridas por una Norma NIIF utilizadas en el reporte
  1. Métrica 1
1. Métrica 1
No hay métricas definidas por la entidad
Divulgaciones de Sostenibilidad IFRS S1-S2
Clave de cotizaciónRazón social Año de reporte
CMRCMR, S.A.B. DE C.V.2025
[100002] Definición de riesgos y oportunidades relacionados con la sostenibilidad y el clima
Riesgos y oportunidades relacionados con la sostenibilidad y el clima que podría esperarse razonablemente que afecten a las perspectivas de la Emisora
No se han reportado riesgos ni oportunidades relacionados con la sostenibilidad y/o el clima
Divulgaciones de Sostenibilidad IFRS S1-S2
Clave de cotizaciónRazón social Año de reporte
CMRCMR, S.A.B. DE C.V.2025
[100003] Definición de objetivos relacionados con la sostenibilidad y el clima
Objetivos
No se han reportado objetivos relacionados con la sostenibilidad y/o el clima
Divulgaciones de Sostenibilidad IFRS S1-S2
Clave de cotizaciónRazón social Año de reporte
CMRCMR, S.A.B. DE C.V.2025
[200000] Requerimientos generales de información financiera a revelar relacionada con la sostenibilidad y el clima
Esta sección ha sido dejada en blanco
Divulgaciones de Sostenibilidad IFRS S1-S2
Clave de cotizaciónRazón social Año de reporte
CMRCMR, S.A.B. DE C.V.2025
[210000] Información a revelar relacionada con el clima
Esta sección ha sido dejada en blanco
Divulgaciones de Sostenibilidad IFRS S1-S2
Clave de cotizaciónRazón social Año de reporte
CMRCMR, S.A.B. DE C.V.2025
[820200] Métricas de la industria - Alimentos y bebidas - Bebidas alcohólicas (FB-AB)
Esta sección ha sido dejada en blanco
Divulgaciones de Sostenibilidad IFRS S1-S2
Clave de cotizaciónRazón social Año de reporte
CMRCMR, S.A.B. DE C.V.2025
Anexos [resumen]
Información adicional
Descargar archivo adjunto
Cartas de verificación
(Vacio)

Notas de pie de página