"Les Charmes de la Rime : Une Été de Poésie Parfaite"

Dans le cadre de l'été ensoleillé, nous vous proposons de découvrir les charmes de la rime à travers une sélection de poèmes qui évoquent la beauté de la poésie parfaite. Cette saison est l'occasion idéale pour se laisser emporter par les mots et les rythmes qui nous font rêver. Pour vous mettre dans l'ambiance, voici un vidéo qui reflète l'essence de l'été poétique :

Índice
  1. Rimes estivales sous le soleil dété
  2. La poésie se décline en ère avec une rime parfaite

Rimes estivales sous le soleil dété

Les rimes estivales sous le soleil d'été sont un thème poétique qui célèbre la beauté et la chaleur de la saison estivale. Les poètes utilisent souvent des mots évocateurs pour décrire les paysages ensoleillés, les plages de sable fin et les nuits étoilées d'été.

Les rimes estivales sont également associées à des activités de plein air telles que la navigation, le surf et la randonnée. Les poètes décrivent les sentiments de liberté et de joie qui accompagnent ces activités, ainsi que les paysages naturels qui les entourent.

Les rimes estivales sous le soleil d'été sont souvent illustrées par des images de paysages estivaux, telles que des plages de sable fin, des montagnes verdoyantes et des lacs calmes. Ces images sont souvent utilisées pour accompagner les poèmes et les chansons qui célèbrent la beauté de l'été.

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La poésie se décline en ère avec une rime parfaite

La poésie est une forme d'expression artistique qui a évolué au fil des siècles. La rime parfaite est l'un des éléments clés de la poésie, car elle ajoute une dimension musicale et rythmique aux vers. Les poètes utilisent la rime pour créer des effets sonores et pour donner un sens plus profond à leurs mots.

Les poètes classiques comme Racine et Boileau ont utilisé la rime pour exprimer des idées complexes et des émotions fortes. Ils ont créé des vers qui sont à la fois beaux et significatifs, avec des rimes qui sont à la fois parfaites et naturelles. Les poètes romantiques comme Victor Hugo et Alphonse de Lamartine ont également utilisé la rime pour exprimer leurs émotions et leurs idées.

La poésie contemporaine a également continué à utiliser la rime, mais de manière plus libre et expérimentale. Les poètes contemporains comme Jacques Prévert et Guillevic ont utilisé la rime pour créer des effets sonores et pour explorer de nouvelles formes de poésie. Poésie

Daniel Martin

Je suis Daniel, journaliste pour la page web Sketch Note School, votre portail pour la relaxation et la méditation. Mon objectif est d'explorer les bienfaits de la pratique du croquis et de la prise de notes visuelles pour vous aider à vous détendre et à méditer. Grâce à mes articles et mes vidéos, je partage avec vous des conseils et des techniques pour vous accompagner dans votre voyage vers la sérénité. Rejoignez-moi sur Sketch Note School pour découvrir un monde de calme et de créativité.

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