Paramètres de lecture

Afficher les numéros de versets
Mode dyslexique
Police d'écriture
Taille de texte

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

Matthieu 10.29

Ne vend-on pas deux moineaux pour un sou ? Cependant il n’en tombe pas un à terre sans (la volonté de) votre Père.

Ne vend-on pas deux passereaux pour un sou ? Et pas un seul d'entre eux ne tombe en terre, sans votre Père.
  • Contenus
  • Versions
  • Commentaires
  • Strong
  • Dictionnaire
  • Versets relatifs
  • Carte
  • Versets favoris
Vidéo GotQuestions.org-Français

Que dit la Bible de la peur ?

Que dit la Bible de la peur ? La Bible mentionne deux sortes de peurs. La première est bénéfique et …

Que dit la Bible de la peur ?

Celui qui éprouve de la peur n'est pas parfait dans l'amour Un chrétien ne doit pas vivre dans la peur Je ne sais pas
325 participants
Sur un total de 325 participants
Dites-nous en commentaire pourquoi avoir fait ce choix ! Voir ce qu'en dit la Bible D'autres questions bibliques
Partager :
GotQuestions.org-Français
Matthieu 10.1-42
Vidéo GotQuestions.org-Français

Satan est-il une personne ou une personnification du mal ?

Satan est-il une personne ou une personification du mal ? Bien qu'il est persuadé de nombreuses personnes qu'il n'existe pas, …

Satan est-il une personne ou une personnification du mal ?

Il est une créature céleste, devenue ennemie N°1 de Dieu Vous croyez vraiment à ces vieilles histoires ? Je ne sais pas
459 participants
Sur un total de 459 participants
Dites-nous en commentaire pourquoi avoir fait ce choix ! Voir ce qu'en dit la Bible D'autres questions bibliques
Partager :
GotQuestions.org-Français
Matthieu 10.1-42
Message texte

Bad religion

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 lc4v9 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 Jb9 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 jb/1 qutn2dRwBiaO56/90vn6gZXoOn9ZhluDes5z9pJGTY9nvFUOD+pMZY+121tNdFlzbrbbP0bPT/P+gg3X30vx7LbHZbsv1B6dYtstNY2/Z/UbLt/qWOfsxfRp/QW/rX+FXUV/Vnpf2S/qnVMp7K7bH3OG5rK2TZb6X5j7LbN1/s3u/nPS9Oj1lHH+qdGdb9pqpv6c0ja7OtteM29vt3OdjNLMfEZa1rf6RX6v+DvwKFZyyEpkjtH/AJsYxa+GBjARO9yP+NOU3Cw+lY+NU+++2vFpaGmomqwNkl32fd9oro+15lH+C9P1/Uf/ANpP5qx92rFfVl359jhj0tFl7ftdbi6qp7t1735Xqtd9od6mz0Xu31Uf0mz7T+hW1T9Uej9Ke/LfmXixxJ9R7q9+vtaypzafX3e5lTW1/TWF1A9Fy7Scb1r6ad1uXkX3E1AVt9OirKxK3M/m72/aWYtjK8p/o2/o/wBZ9RMX6tbJyr8zJxjQWWtoe/0qbK3Mc+2oVEZurv5mq/1/TpfWzZ9juyv52mqtYea85l721ZG+l9t2ZY98NJre9pprcRub6mbus9P7R+Z/Nfzi0WDCZdZnZFthxMusMffaWGy80+mynEezHb6mGy+ptO+v+dysar7N6ln84h4f2AZT8/N9SijqrrbrnP3V0ikGv7F6Nz2/Z8nIZf62b6dLraf+0ySm9jYtb8dmVTjVs6kx7pzGOrsn3G2ujJx8jbudWx1fu/Q2en/1qxZOBi4mH1az9sZOR0zLtcPQycUt9MvcXZJusd+ldX6e3+h/0Z+xWr812PjjIxXl9j9K3Vuhtz3SyvcyBa+qx36Srbb6P6T+Zq3vpWH9YhV+0xXmW+rfW532i5h2MY4vY3HbXqX1WejRbb9L/DVpKelzvrbiZGfVRT+mx67qjZk5Fe8MLCH+ ph4 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 AM6 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 ACt2 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 Jb5 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 mI4 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 jN2 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 jb8 …

Alain Auderset
Matthieu 10.1-42
Message texte

Fatalisme

Le fatalisme est une doctrine selon laquelle tout est inexorablement fixé par une cause surnaturelle que l'on pourrait appeler le …

Gérard Fo
Matthieu 10.1-42

Segond 21 Ne vend-on pas deux moineaux pour une petite pièce ? Cependant, pas un ne tombe par terre sans l’accord de votre Père.

Segond 1910 Ne vend-on pas deux passereaux pour un sou ? Cependant, il n'en tombe pas un à terre sans la volonté de votre Père.

Segond 1978 (Colombe) © Ne vend-on pas deux moineaux pour un sou ? Cependant il n’en tombe pas un à terre sans (la volonté de) votre Père.

Parole de Vie © Est-ce qu’on ne vend pas deux petits oiseaux pour presque rien ? Pourtant, quand l’un d’eux tombe par terre, c’est votre Père qui permet cela.

Français Courant © Ne vend-on pas deux moineaux pour un sou ? Cependant, aucun d’eux ne tombe à terre sans que Dieu votre Père le sache.

Semeur © Ne vend-on pas une paire de moineaux pour un sou ? Et pourtant, pas un seul d’entre eux ne tombe à terre sans le consentement de votre Père.

Parole Vivante © On vend bien une paire de moineaux pour quelques centimes, n’est-ce pas ? Pourtant, pas un seul d’entre eux ne tombe à terre à l’insu de votre Père et sans qu’il le permette.

Darby Ne vend-on pas deux passereaux pour un sou ? Et pas un seul d'entre eux ne tombe en terre, sans votre Père.

Martin Ne vend-on pas deux passereaux pour un sou ? et cependant aucun d'eux ne tombe point en terre sans [la volonté de] votre Père.

Ostervald Deux passereaux ne se vendent-ils pas une pite ? Or, il n'en tombera pas un seul à terre sans la permission de votre Père.

Hébreu / Grec - Texte original © οὐχὶ δύο στρουθία ἀσσαρίου πωλεῖται; καὶ ἓν ἐξ αὐτῶν οὐ πεσεῖται ἐπὶ τὴν γῆν ἄνευ τοῦ πατρὸς ὑμῶν.

World English Bible "Aren't two sparrows sold for an assarion coin ? Not one of them falls on the ground apart from your Father's will,

Ne vend 4453 5743-on pas 3780 deux 1417 passereaux 4765 pour un sou 787 ? Cependant 2532, il n’en tombe 4098 5695 pas 3756 un 1520 1537 846 à 1909 terre 1093 sans 427 la volonté de votre 5216 Père 3962.

427 - aneusans sa propre volonté ou intervention

787 - assarionun assarium ou assarius, nom de la pièce de monnaie égale au dixième d'une drachme, …

846 - autoslui-même, elle-même, eux-mêmes il, elle le même

1093 - geterre arable le sol, la terre où l'on se trouve le terrain, le sol, en …

1417 - duoles deux, deux

1520 - heisun, l'un, un seul

1537 - ekhors de, depuis, de, par, loin de

1909 - episur, à, par, avant de position: sur, à par, au dessus, contre à travers, au …

2532 - kaiet, aussi, même, en effet, mais

3756 - ounon, pas; dans des questions directes espérant une réponse affirmative

3780 - ouchinon, d'aucune manière, pas du tout

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

4098 - piptodescendre d'un lieu élevé vers un lieu plus bas tomber (soit de où, ou vers) …

4453 - poleotroquer, vendre vendeurs

4765 - strouthionun petit oiseau, de l'espèce du moineau, un passereau

5216 - humonde vous, votre

5695Temps - Futur 5776 Voix - Moyenne Déponente 5788 Mode - Indicatif 5791 Nombre - …

5743Temps - Présent 5774 Voix - Passive 5786 Mode - Indicatif 5791 Nombre - 271

© Éditions CLÉ, avec autorisation

ALIMENTATIONLa Palestine, pays « ruisselant de lait et de miel » ( Ex 3:8 , 17 33:3 , No 13:27 …

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, …

DIEU1. Introduction. La connaissance de Dieu est progressive et historique. Dieu a parlé à nos pères à plusieurs reprises (=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 …

GUERREI Considérations générales. La Bible nous apprend que la guerre est fille de la Chute (voir ce mot). Sitôt que …

JÉSUS-CHRIST (5)IV Les moyens d'action. 1. LES MIRACLES. Les évangiles ne renferment pas moins de quarante et un miracles ou groupes …

LUC (évangile de) 3.III Composition. On l'a dit au parag. I, nous n'avons pas pour Luc comme pour Marc et Matthieu le témoignage …

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 …

MISSIONI La notion missionnaire dans l'A.T. L'étude de la pensée israélite primitive au sujet des étrangers (voir Prosélyte) montre qu'aux …

TERREI ASTRE La terre est un astre appartenant au système solaire. Elle est, dans l'ordre des distances au soleil, la …

VIEI Ancien Testament. 1. LA VIE. Elle se manifeste tout d'abord par le mouvement ; aussi l'adjectif « vivant » …

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

    • Ces vidéos ne sont pas disponibles en colonnes en dehors de la vue Bible.

      Psaumes 104

      27 Tous comptent sur toi pour avoir à manger au bon moment.
      28 Tu leur donnes la nourriture, ils la prennent, tu ouvres la main, ils mangent à leur faim.
      29 Tu caches ton visage, ils ont très peur. Tu leur enlèves le souffle de la vie, ils meurent et redeviennent poussière.
      30 Tu leur rends ton souffle, ils sont recréés, et tout devient nouveau sur le sol.

      Matthieu 10

      29 Est-ce qu’on ne vend pas deux petits oiseaux pour presque rien ? Pourtant, quand l’un d’eux tombe par terre, c’est votre Père qui permet cela.

      Luc 12

      6 Est-ce qu’on ne vend pas cinq petits oiseaux pour presque rien ? Pourtant, Dieu s’occupe de chacun d’eux.
      7 Il connaît même le nombre de vos cheveux. N’ayez pas peur ! Pour Dieu, vous êtes plus importants que beaucoup de petits oiseaux ! »
      © Société biblique française – Bibli’O, 2000, avec autorisation. Pour vous procurer une Bible imprimée, rendez-vous sur www.editionsbiblio.fr
      • Ajouter une colonne

Pour ajouter un favori, merci de vous connecter : Se connecter

Vous avez aimé ? Partagez autour de vous !

Partager par email

Générer un verset illustré
Logo TopChrétien carré

Télécharger l'image

Choisissez une image

Personnalisez le verset

Alignement : | | | Haut | Milieu | Bas

Taille :

Couleur :

Police :

Personnalisez la référence

Couleur :

Police :

Taille :

De légères variations de mise en page peuvent apparaitre sur l'image téléchargée.
Fermer
Lecteur TopChrétien Musique
Update Required To play the media you will need to either update your browser to a recent version or update your Flash plugin pour Firefox & Safari - Flash plugin pour Opera & Chrome.