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Avis implantation cuisine Metod

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Env. 10 message Rhone
Bonjour,


Nouvelle sur le forum, j'ai parcouru de nombreuses pages concernant les implantations et photos des cuisines.
Malheureusement, mon côté peu innovateur et artistique me bloque dans l'élaboration de ma cuisine.
Je serais donc ravie d'avoir des idées et/ou des remarques d'autres personnes qui, je suis sûre, m'aideront.


Pour l'instant, nous avons retenu pour une maison que nous venons d'acheter, le modèle Ringuhlt en blanc de Ikea.
Notre cuisine fait 2,60 de large et 3,80 de long.
voici le modèle :
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[/img]

































Pour vous expliquer rapidement, il y a une porte à droite qui donne sur le garage (à peu près à la même hauteur que l'ilot). Aussi, sur le côté gauche, il y a un retour donc mais les deux colonnes disposées vont un peu plus loin que le retour (sinon on ne pouvait pas tout mettre...). La cuisine est ouverte sur le salon.
Nous ne voyons pas très bien sur la photo, mais il y a des éléments des deux côtés de la fenêtre.
Enfin, nous voulions un ilot car l'arrivée d'eau est sous l'ilot malheureusement.
Après, comme la cuisine n'est pas Versailles non plus, je me demande la pertinence de l'ilot par rapport au déplacement et à la perte de place. De ce fait, n'est-il pas plus bénéfique de faire une cuisine en U sans ilot? je précise que nous souhaiterions manger dans la cuisine lorsque nous sommes que deux (ou trois avec ma fille), et nous aimons tous les deux préparer à manger (donc souvent deux dans la cuisine!).
J'attends avec impatience vos remarques et avis car la cuisine commence à me faire perdre la tête !!!
Merci d'avance!
M.
Messages : Env. 10
Dept : Rhone
Ancienneté : + de 10 ans
 
message
Ne vous prenez pas la tête pour la création ou l'installation d'une cuisine...

Allez dans la section devis cuisine du site, remplissez le formulaire et vous recevrez jusqu'à 3 devis comparatifs de cuisinistes de votre région. Comme ça vous ne courrez plus après les cuisinistes, c'est eux qui viennent à vous

C'est ici : https://www.forumconstruire.com/construire/devis-0-22-devis_cuisine.php
 
Env. 10 message Rhone
Avec les photos, c'est mieux!









Messages : Env. 10
Dept : Rhone
Ancienneté : + de 10 ans
 
Membre utile Env. 800 message Tarn Et Garonne
Si vous aimez le concept de l'ilôlt essayez de la tourner dans l'autre sens vous gagnerez de la place.
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Messages : Env. 800
Dept : Tarn Et Garonne
Ancienneté : + de 14 ans
 
Env. 10 message Rhone
Merci gaelle82 pour votre réponse!
En fait, nous avons songé à tourner l'ilot, mais au niveau esthétique nous aimons moins.
Par rapport au concept de l'ilot, nous ne sommes pas vraiment arrêté dessus. C'est aussi pour cacher l'arrivée d'eau...
Messages : Env. 10
Dept : Rhone
Ancienneté : + de 10 ans
 
Membre utile Env. 2000 message Mondonville (31)
Bonjour,
J'ai quasi la même pièce, un poil plus longue et large (415x280) sauf que j'ai la porte a gauche.
Voilà l'implantation que je ai faite

http://www.forumconstruire.com/construire/topic-15194_start-[...]_start-1815.php#3436799

Sinon, l'îlot peut s'envisager dans votre cas mais sans le retour de colonne. Il faudrait mettre la cuisson sur l'ilot
Picto recompense Membre utile
Messages : Env. 2000
De : Mondonville (31)
Ancienneté : + de 12 ans
En cache depuis le jeudi 14 novembre 2024 à 21h48
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