Título : |
Cantos de vida y esperanza |
Tipo de documento: |
texto impreso |
Autores: |
Rubén Darío, Autor |
Editorial: |
Buenos Aires : Espasa - Calpe |
Fecha de publicación: |
1976 |
Número de páginas: |
146 p |
Idioma : |
Español (spa) |
Palabras clave: |
LITERATURA NICARAGUA,POESÍA MÉTRICA POÉTICA |
Clasificación: |
N 861 |
Resumen: |
Cantos de vida y esperanza es un libro de poemas de Rubén Darío, máximo exponente del modernismo hispanoamericano, publicado por primera vez en España en 1905. De acuerdo con el mismo autor, el libro fue escrito en su plena madurez: |
Cantos de vida y esperanza [texto impreso] / Rubén Darío, Autor . - Buenos Aires : Espasa - Calpe, 1976 . - 146 p. Idioma : Español ( spa)
Palabras clave: |
LITERATURA NICARAGUA,POESÍA MÉTRICA POÉTICA |
Clasificación: |
N 861 |
Resumen: |
Cantos de vida y esperanza es un libro de poemas de Rubén Darío, máximo exponente del modernismo hispanoamericano, publicado por primera vez en España en 1905. De acuerdo con el mismo autor, el libro fue escrito en su plena madurez: |
| ![Cantos de vida y esperanza 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) 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