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Quelle taille de Fondation pour mur de cloture

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Bonjour

Apres plusieurs lecture de post, je n'arrive pas a trouver une reelle reponse a la question que je me pose.
Cela concerne la hauteur de la fondation que je vais couler pour mon mur de cloture
Pour que la base de la fondation soit hors gel, je vais creuser à 60cm de profondeur, elle aura une largeur de 50 cm pour une longeur de 17.4m.
Une fondation de 30cm de hauteur serait normalement suffisante, apres avoir coulé un beton de propreté de 4cm.

Mais si je fais cela, alors la premiere rangé de parpaing sera sous terre, donc pour ne pas avoir de remontées capillaire et un enduit ext qui verdisse je devrait mettre sur cette rangé un impermeabilisant.
Le probleme vient concernant les pilier, je veux mettre des blocs pilier imitation pierre, hors comment eviter les remontées capillaire pour les premiers qui seront sous terre
De plus je dois egalement faire une longrine pour le portail coullisant, du coup j'aurais 60cm de beton entre les piliers soit 4m et je devrais faire uneautre fondation pour continer le coulissage du portail sur encore 4m, cela sera donc compliqué de coulé en une fois, il faudra donc avoir des fondations sur differentes hauteur ce qui me semble plus compliqué a faire.

Pour me simplifier la vie je me demande si il ne serais pas plus simple de couler directement 60cm de betons pour toutes les fondations comme ca je fais venir une toupie pour 6m3 qui me coule tout en une fois. Les premières rangés de parpaing seront hors sol ainsi que les premiers blocs piliers
Mais comment ferrailer les 60cm de hauteur de fondations?

Je sais cela fait bcp de questions 

je vous joins un petit plan de ce que je veux faire

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[/img]

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Picto recompense Membre utile
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Ne vous prenez pas la tête pour une fourniture ou pose de cloture...

Allez dans la section devis clôture du site, remplissez le formulaire et vous recevrez jusqu'à 5 devis comparatifs de artisans de votre région. Comme ça vous ne courrez plus après les artisans, c'est eux qui viennent à vous

C'est ici : https://www.forumconstruire.com/construire/devis-0-94-devis_cloture.php
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Photos de clotures en grillage rigide
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