Guide de l'égoïstation: pour aimer les autres, il faut déjà s'aimer soi-même anne-claire juan-roussiale téléchargement d'ebook - townoflowrys.com
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A ceci, tous reconnaîtront que vous êtes mes disciples: si vous avez de l'amour les uns pour les autres » Jn 13, 34-35. Ce « comme » indique aussi la mesure avec laquelle Jésus a aimé et avec laquelle ses disciples doivent s'aimer entre eux. La pleine conscience fait du bien dans la relation de soi avec soi, de soi avec les autres, de soi aux événements. Car avec un peu de pratique, on se coupe moins de ce qui se passe en nous, on apprend à écouter ses sensations et ses émotions on saura ainsi mieux les apaiser et à s’aimer soi-même. Inscrivez-vous à notre newsletter OK.

Michèle Laroque: Oui, déjà dans l'Antiquité, les couples romains et grecs devaient s'aimer et s'engueuler de la même manière ![Elle rit.] Les sketches ont été écrits sans rapport avec l.</plaintext></p> <p>S’aimer soi-même pour mieux s’aimer à deux Lorsqu’on sort d’une relation longue durée, on a tendance à se sentir perdu, déconnecté d’avec soi-même face au quotidien et à la solitude qui l’accompagne.vous conseille dans cette étape importante de re-centration sur soi-même qui favorise une harmonie et une. Et pour finir l'auteure n'est pas à un paradoxe près: Shanti, un des héros, incite l'héroïne Maêlle à aller voir le couple raciste car il faut être positif, ne pas être dans le conflit et aller vers ceux qui ne pensent pas comme nous, mais cela ne le gêne pas, deux jours après, de bouder et fuir Maêlle en refusant de lui parler car elle est en colère contre lui et qu'il ne veut. Connaissez-vous d’autres types de ressources d’aide pour les Dépendants Affectifsqui n’imposent pas des frais aussi élevés que ce que j’ai constaté sur certains sites « e » en même temps qui soient des rencontres en petits groupesJ’aime bien les rencontres sociales, mais déteste m’étaler en publicsurtout que j’ai déjà avoué, à mes proches, ma dépendance.</p><img 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alt="Guide de l'égoïstation: pour aimer les autres, il faut déjà s'aimer soi-même anne-claire juan-roussiale téléchargement d'ebook" title="Guide de l'égoïstation: pour aimer les autres, il faut déjà s'aimer soi-même anne-claire juan-roussiale téléchargement d'ebook" width="395"/> <p>S'aimer soi-même, c'est l'assurance d'une longue histoire d'amour. Oscar Wilde. l'amour de soi. On devrait toujours être amoureux. C'est la raison pour laquelle on ne devrait jamais se marier. [ Une femme sans importance ] Oscar Wilde. mariage amoureux. La seule façon de se comporter avec une femme est de faire l'amour avec elle si elle est jolie, et avec une autre si elle ne l'est pas. Plateforme de référence pour les publications de sciences humaines et sociales. Diffusion numérique de 450 revues et plus de 8.000 ouvrages. Nous avons le plaisir de vous offrir sur ce site des enregistrements de séances d'hypnose, de qualité professionnelle, conçus par Patricia d'Angeli et Olivier Lockert, qui dirigent ensemble l'Institut Français d'Hypnose Humaniste et Ericksonienne IFHE et sont à l'origine de l'Hypnose Humaniste.Ils sont hypnothérapeutes depuis plus de 30 ans pour Olivier Lockert et auteurs à eux deux. Je ne vous demande pas de vous aimer les uns les autres; d’autres l’ont fait avant moi, et mieux. Mais juste de vous regarder les uns les autres. De relever la tête de vos écrans, dans les lieux publics, de regarder vos semblables, de regarder celles et ceux qui ont l’air tristes, et de leur sourire, vite fait, sans insister. Vous venez peut-être de. 101. Nous avons affirmé plusieurs fois que pour aimer les autres il faut premièrement s’aimer soi-même. 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