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Merci à Bibles et Publications Chrétiennes pour la conception du processus d’affichage DYS.

Un nouveau plan de lecture à découvrir : L'identité en Christ

Matthieu 6.15

Le texte reçu, avec B et la plupart des majuscules, ajoute leurs fautes après "aux hommes." Ces mots sont omis dans Sin., D. et des versions. Ces paroles sont une sérieuse application du verset 12 (car). Le pardon que nous accordons aux autres est-il donc la condition du pardon que nous demandons à Dieu ? Il en est plutôt l'effet ; mais là où cet effet ne se trouverait pas, nous pouvons conclure que la cause n'existe pas non plus. (Comparer Matthieu 18.23-35)
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Vidéo GotQuestions.org-Français

Comment faire confiance à Dieu quand on est au chômage ou en faillite ?

Comment faire confiance à Dieu quand on est au chômage ou en faillite ? La perte d'un emploi et ou …

Comment faire confiance à Dieu quand on est au chômage ou en faillite ?

En s'attachant de plus en plus au Seigneur qui nous aime C'est vraiment trop difficile J'aimerais savoir
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Matthieu 6.1-34
Vidéo GotQuestions.org-Français

Comment pardonner à ceux qui pèchent contre moi ?

Comment pardonner à ceux qui pêchent contre moi ? Nous avons tous subi des torts, été offensés et été victimes …

Comment pardonner à ceux qui pèchent contre moi ?

En obéissant à ce que dit la Bible En demandant l'aide du Saint-Esprit Je ne sais pas, ça me paraît difficile
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Vidéo GotQuestions.org-Français

Pourquoi avons-nous besoin d’un sauveur ?

Pourquoi avons-nous besoin d'un sauveur ? L'humanité a besoin d'un sauveur. Donner une réponse exhaustive à la question de savoir …

Pourquoi avons-nous besoin d’un sauveur ?

Parce que nous sommes tous pécheurs et loin de Dieu Je n'ai rien fait de mal, je n'ai pas besoin d'être sauvé Je ne sais pas
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Bad religion

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 AM6 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wDU6U8psvsV7X96n362l9UfP806fw3EFrcAj0rNA7CuQSrKaHjw6Be7fdD+7vu4Jl9t4IJafFbz3UBFfOkU6oaeQZWA8h0QDtH4M/z1/i9DUZLsT4Rdb/ 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jb8 …

Alain Auderset
Matthieu 6.1-34
Message texte

Tu es né ou ?

Question d'un Internaute : Pourquoi est-ce certaines personnes naissent dans de meilleurs conditions que d'autres, sachant que nous n'avons qu'une …

Hélène Cazaban
Matthieu 6.1-34
La bible annotée Commentaire de Matthew Henry
Le texte reçu, avec B et la plupart des majuscules, ajoute leurs fautes après "aux hommes." Ces mots sont omis dans Sin., D. et des versions. Ces paroles sont une sérieuse application du verset 12 (car). Le pardon que nous accordons aux autres est-il donc la condition du pardon que nous demandons à Dieu ? Il en est plutôt l'effet ; mais là où cet effet ne se trouverait pas, nous pouvons conclure que la cause n'existe pas non plus. (Comparer Matthieu 18.23-35)
Autres ressources sur theotex.org, contact theotex@gmail.com
Aucun commentaire associé à ce passage.
Matthew Henry © traduction Dominique Osché
mais 1161 si vous ne pardonnez 863 5632 pas 3362 aux hommes 444, votre 5216 Père 3962 ne vous pardonnera 863 5692 pas non plus 3761 vos 5216 offenses 3900.

444 - anthroposun être humain, homme ou femme d'une façon générique, tous les individus distinction de l'homme …

863 - aphiemienvoyer au loin, renvoyer, répudier s'en aller un mari divorçant d'avec sa femme céder, expirer …

1161 - demais, de plus, et, etc.

3362 - mesi ... pas, à moins que ... ne, qui que ...

3761 - oudenon plus, ni l'un ni l'autre, ni, pas même ...

3900 - paraptomatomber à côté de ou près de quelque chose une faute ou déviation par rapport …

3962 - patergéniteur ou ancêtre mâle soit le plus proche parent: père de la nature corporelle, les …

5216 - humonde vous, votre

5632Temps - Aoriste Second 5780 Voix - Active 5784 Mode - Subjonctif 5792 Nombre - …

5692Temps - Futur 5776 Voix - Active 5784 Mode - Indicatif 5791 Nombre - 814

© Éditions CLÉ, avec autorisation

AMENMot hébr., que l'usage liturgique a fait passer en grec, et qui a subsisté dans tous les cultes chrétiens. La …

AMOURDéfinition biblique de Amour : L’amour est une particularité de Dieu c’est à dire un côté essentiel de son caractère, …

AUMÔNECe mot vient du grec é léêmosunê, qui signifiait à peu près « miséricorde » ; il a pris peu …

COMMUNIONGrec koïnônia, de koïnos, adj. qui signifie : commun à plusieurs personnes. 1. Koïnônia, comme le subst. koïnônos, a d'abord …

ENFANT DE DIEUDéfinition biblique de Enfant de Dieu : Les termes d' « enfant de Dieu » et de « fils de …

ÉVANGILES SYNOPTIQUES (2.)II Données du problème. 1. LES RESSEMBLANCES 1 ° Il s'agit bien tout d'abord, comme l'indique le mot synoptique, d'une …

ÉVANGILES SYNOPTIQUES (4.)IV Solution d'ensemble. Il y faut, en effet, une solution d'ensemble. Comme on vient de le voir, aucune des théories …

MATTHIEU (évangile de) 2.II Contenu. Le plan de Matthieu suit la ligne générale de Marc qui constitue l'arête synoptique commune aux trois premiers …

MATTHIEU (évangile de) 3.III Composition. 1. LES SOURCES. 1 ° L'EVANGILE DE MARC . La comparaison de l'analyse qui précède avec celle de …

ORGUEILL'A. T, revient sans cesse sur l'orgueil et n'emploie pas moins de douze mots pour le désigner. On voit par …

PROPHÈTE 6.VI Les trois grands siècles de la prophétie. Nous avons vu ce qu'était le milieu d'où le prophétisme est sorti …

PROPHÈTE 8.VIII Comment Jésus a accompli les prophètes. Le caractère original, l'inspiration essentielle de l'enseignement des prophètes, par rapport aux doctrines …

YAHVÉ, JAHVÉ=JÉHOVAHDéfinition biblique de Yahvé, Jahvé, Jéhovah : Dieu est désigné dans la Bible par deux noms principaux : Jéhovah et …

ZACHARIE (livre de)Ce livre se compose de deux parties, dont la différence éclate à la première lecture. Dans la première (1-8), le …

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