El Papa propone que las tres principales ramas del cristianismo celebren la Pascua el mismo día
Publicado: 13 jun 2015 12:40 GMT
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"La Iglesia está dispuesta a establecer una
fecha fija para la Pascua, de manera que pueda ser festejada el mismo
día por todos los cristianos, ya sean católicos, protestantes u
ortodoxos",
ha declarado el
Papa Francisco durante su discurso ante los sacerdotes reunidos en el
Retiro Espiritual Mundial de Sacerdotes, en la Basílica de San Juan de
Letrán de Roma.
"La Iglesia católica está dispuesta, desde los tiempos de Pablo VI,
a renunciar al primer solsticio después de la luna llena de marzo", ha
añadido también Francisco.
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