un expert judiciaire a été nommé. Ce dernier nous dit qu' une terrasse est une construction suivant
la définition du dicobat. Donc la terrasse qui doit etre implanté à 5 m jusqu'au batiment lui implanté à 7m30 serait considéré comme une construction et donc respecterait le règlement sauf qu il faut faire une demande de modification de permis de construire car notre archi avec qui on est en conflit, n a pas dessine les terrasses sur la coupe BB mais elle apparaisse sur le plan de masse sans côte.
Le souci est que l archi de la commune de chateauneuf qui a rédigé le règlement lui me dit que non meme si j implante cette terrasse je ne respecte pas le règlement.
dicobat dit :
construction
n.f. Partie de l’architecture qui concerne l’exécution (par opposition à la
conception).
Concrétisation d’un projet d’ouvrage.
Tout
assemblage solide et durable de matériaux, quelle que soit sa fonction : abri, clôture,
cloison, agrandissement, surélévation,
etc.
terrasse (génér.)
n.f. Définition 1Plate-forme obtenue par surélévation du terrain (
levée de terres ou
remblai), et construction d’un ouvrage de maçonnerie, ou
soutènement, sur un ou plusieurs côtés.
J'aimerais savoir qu'est ce que le dicobat? devant un tribunal a t'il une valeur? car la je suis un peu coincé soit je suis l'avis de l'expert mais la la dde me répond par fil (mais surtout pas par courrier) qu'après je suis pas protéger de poursuite par les colotis. Et si je suis l'archi de chateauneuf, je dois prouver que cette terrasse n'est pas conforme aux reglements du lotissement car je confirme tt les maisons sont bien alignées à 5 m pour la façade du batiment. pour info le permis n'est plus discutable car le délai est passé mais par contre je ne suis pas protégé de poursuite par les colotis devant le tribunal et donc verser un dédommagement à chaque colotis.
Pour la définition du règlement qui suit on dit que "les constructions"
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De plus j'aimerais avoir l'avis d'un expert des permis de construire. car si l'archi n'a pas déssiné les terrasses sur le plan coupe BB mais que sur le plan de masse, est ce que la terrasse est constructible ou suis je en infraction avec le permis de construire. Car si la terrasse n'est pas constructible car elle n'appararait pas sur la coupe BB, je peux demander une nouvelle implantation à 5 qui règlera mes problèmes pour de bon. Car la DDE et la mairie reconnaissent qu'il n'aurait pas du valider le permis. Mais au final c'est moi qui paye les pots cassés, c'est injuste.
J'aimerais savoir ce que l'on doit respecter lorsqu'on dessien un permis de construire, les côtes etc... pour démontrer que le permis n'est pas bon ou plutot que la terrasse prévu par notre archi n'est pas bonne.
Pour info on n'avait jamais demandé de terrasse devant la maison ms juste derriere mais ma femme a signe le permis pour nous deux et l archi lui avait déclaré que cette terrasse était la au cas ou on décidait d'en faire une plus tard alors que nous elle n'apparait dans aucun de nos devis car pas prévu. c'est ça se faire arnaquer lol