Título : |
Los cátaros : La herejía perfecta |
Tipo de documento: |
texto impreso |
Autores: |
Stephen O'Shea |
Editorial: |
Barcelona : Javier Vergara |
Fecha de publicación: |
2002 |
Número de páginas: |
278 p |
Il.: |
il |
ISBN/ISSN/DL: |
978-950-15-2240-2 |
Idioma : |
Español (spa) |
Palabras clave: |
LITERATURA CANADIENSE NARRATIVA HISTÓRICA CANADIENSE CÁTAROS EDAD MEDIA |
Clasificación: |
O 15 |
Resumen: |
Radicales en sus creencias e impregnados de una profunda espiritualidad, los cátaros protagonizan un período de suma importancia para Occidente en la historia de las ideas. Estos rebeldes de la Edad Media calificaban de fraudulentos los poderes terrenales, rechazaban el materialismo, trataban a las mujeres en términos de igualdad, aceptaban la diferencia de credo, defendían el amor libre y afirmaban que el infierno no existía. Pero, sobre todo, los cátaros pusieron en entredicho la autoridad de la iglesia y su concepción del bien y del mal, provocando con ello que se tambaleara el sistema de valores impuesto. Ante la amenaza del catarismo, Inocencio III, apoyado por los señores feudales, promovió una serie de campañas bélicas que desde 1209 hasta 1229 realizaron con éxito una sangrienta misión: el exterminio del catarismo. Stephen OShea nos presenta un emocionante e ilustrador cuadro de la Francia medieval, así como una evocación de otra época que lleva a pensar que la intolerancia religiosa es intemporal. |
Los cátaros : La herejía perfecta [texto impreso] / Stephen O'Shea . - Barcelona : Javier Vergara, 2002 . - 278 p : il. ISBN : 978-950-15-2240-2 Idioma : Español ( spa)
Palabras clave: |
LITERATURA CANADIENSE NARRATIVA HISTÓRICA CANADIENSE CÁTAROS EDAD MEDIA |
Clasificación: |
O 15 |
Resumen: |
Radicales en sus creencias e impregnados de una profunda espiritualidad, los cátaros protagonizan un período de suma importancia para Occidente en la historia de las ideas. Estos rebeldes de la Edad Media calificaban de fraudulentos los poderes terrenales, rechazaban el materialismo, trataban a las mujeres en términos de igualdad, aceptaban la diferencia de credo, defendían el amor libre y afirmaban que el infierno no existía. Pero, sobre todo, los cátaros pusieron en entredicho la autoridad de la iglesia y su concepción del bien y del mal, provocando con ello que se tambaleara el sistema de valores impuesto. Ante la amenaza del catarismo, Inocencio III, apoyado por los señores feudales, promovió una serie de campañas bélicas que desde 1209 hasta 1229 realizaron con éxito una sangrienta misión: el exterminio del catarismo. Stephen OShea nos presenta un emocionante e ilustrador cuadro de la Francia medieval, así como una evocación de otra época que lleva a pensar que la intolerancia religiosa es intemporal. |
| ![Los cátaros 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) 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