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Documento DOUE-L-2025-80885

Corrección de errores del Reglamento (UE) 2024/1623 del Parlamento Europeo y del Consejo, de 31 de mayo de 2024, por el que se modifica el Reglamento (UE) nº 575/2013 en lo que respecta a los requisitos para el riesgo de crédito, el riesgo de ajuste de valoración del crédito, el riesgo operativo, el riesgo de mercado y el suelo al importe total de la exposición en riesgo.

Publicado en:
«DOUE» núm. 90496, de 17 de junio de 2025, páginas 1 a 1 (1 pág.)
Departamento:
Unión Europea
Referencia:
DOUE-L-2025-80885

TEXTO ORIGINAL

 

1) En la página 65, artículo 1, punto 72, letra f) [modificación del artículo 147, apartado 5 bis, último párrafo, del Reglamento (UE) n.o 575/2013]:

donde dice: «Las entidades clasificarán, dentro de la categoría de exposiciones a que se refiere el apartado 2, letra d), inciso i), las exposiciones transaccionistas y las exposiciones que no sean exposiciones transaccionistas. En particular, las exposiciones minoristas renovables admisibles con menos de doce meses de historial de reembolso se clasificarán como exposiciones no transaccionistas.»,

debe decir: «Las entidades identificarán, dentro de la categoría de exposiciones a que se refiere el apartado 2, letra d), inciso i), las exposiciones minoristas renovables admisibles transaccionistas y las exposiciones minoristas renovables admisibles no transaccionistas. En particular, las exposiciones minoristas renovables admisibles con menos de doce meses de historial de reembolso se identificarán como exposiciones minoristas renovables admisibles no transaccionistas.».

2) En la página 75, artículo 1, punto 89, letra a) [modificación del artículo 163, apartado 1, nuevo apartado 1, letra a), del Reglamento (UE) n.o  575/2013]:

donde dice:

«a) 0,1 % para las exposiciones minoristas renovables admisibles;»,

debe decir: 

«a) 0,1 % para las exposiciones minoristas renovables admisibles no transaccionistas;».

3) En la página 75, artículo 1, punto 89, letra a) [modificación del artículo 163, apartado 1 nuevo apartado 1, letra b), del Reglamento (UE) n.o  575/2013]:

donde dice:

«b) 0,05 % para las exposiciones minoristas renovables admisibles;»,

debe decir:

«b) 0,05 % para las exposiciones minoristas renovables admisibles transaccionistas;».

4) En la página 105, artículo 1, punto 155, fórmula [parte tercera, nuevo título III, capítulo 1, artículo 313, del Reglamento (UE) n.o 575/2013]:

donde dice:

«Las entidades calcularán su componente del indicador de actividad con arreglo a la fórmula siguiente:

 

Imagen: 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

 

»,

debe decir:

«Las entidades calcularán su componente del indicador de actividad con arreglo a la fórmula siguiente:

 

Imagen: 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ANÁLISIS

Referencias anteriores
  • CORRECCIÓN de errores del Reglamento 2024/1623, de 31 de mayo (Ref. DOUE-L-2024-80911).
  • CORRIGE errores del Reglamento 575/2013, de 26 de junio (Ref. DOUE-L-2013-81261).
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