Es ce qu'il y à un frigoriste ? Question thermopompe.

je me suis tromper voici l'autre

     

Oups ! Je crois que j'ai envoyer pas mal de copie? Si cela ne fonctionne pas je vais écrire a la main les détail merci de ton soutiens.

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[/img]

Ces n'est pas mieux ... au pire si tu ne peux faire de capture sélective, tu pourrais simplement inscrire toi même dasn un message les données, soit le nombre de kWh pour la période d'une soixantaine de jours la plus basse et celle de la période la plus haute en indiquant la date et le nombre de jour de ces deux périodes.

Voici en word


  Tarif  Date de début  Date de fin  Jour  kWh  Montant ($)  Moyenne $/j  Moyenne kwh/j  Nombre de kWh projetéD2023-08-302023-10-27332164212,746,4565,64454D2023-06-292023-08-29624514451,417,2872,8=10.0pt D2023-04-282023-06-28624750478,677,7276,6=10.0pt D2023-02-252023-04-27626995723,1311,66112,8=10.0pt D2022-12-292023-02-245897801032,9117,81168,6=10.0pt D2022-10-282022-12-28627949823,313,28128,2=10.0pt D2022-08-272022-10-27623712348,395,6259,9=10.0pt D2022-06-292022-08-26593999383,836,5167,8=10.0pt D2022-04-282022-06-28624140396,366,3966,8=10.0pt D2022-02-252022-04-27627888802,4612,94127,2=10.0pt D2021-12-292022-02-2458123521231,5121,23213=10.0pt D2021-10-282021-12-28628490861,5513,9136,9=10.0pt D2021-08-282021-10-27613419308,65,0656=10.0pt 

Fulso écrit:

Voici en word


  Tarif  Date de début  Date de fin  Jour  kWh  Montant ($)  Moyenne $/j  Moyenne kwh/j  Nombre de kWh projetéD2023-08-302023-10-27332164212,746,4565,64454D2023-06-292023-08-29624514451,417,2872,8=10.0pt D2023-04-282023-06-28624750478,677,7276,6=10.0pt D2023-02-252023-04-27626995723,1311,66112,8=10.0pt D2022-12-292023-02-245897801032,9117,81168,6=10.0pt D2022-10-282022-12-28627949823,313,28128,2=10.0pt D2022-08-272022-10-27623712348,395,6259,9=10.0pt D2022-06-292022-08-26593999383,836,5167,8=10.0pt D2022-04-282022-06-28624140396,366,3966,8=10.0pt D2022-02-252022-04-27627888802,4612,94127,2=10.0pt D2021-12-292022-02-2458123521231,5121,23213=10.0pt D2021-10-282021-12-28628490861,5513,9136,9=10.0pt D2021-08-282021-10-27613419308,65,0656=10.0pt 
 

Ouin, j'y comprend pas plus, désolé !

Le dernier me propose une Daikin fit 3.5 tones elle fait de 3 a 5 tones très compacte.

Fulso écrit:

Le dernier me propose une Daikin fit 3.5 tones elle fait de 3 a 5 tones très compacte. 

Daikin est une marque très bien réputée ...

Vous avez la possibilité de communiquer entre vous par courriel pour l'échange d'information, me semble que ca serai plus facile ,non !

Je t'ai fait un résumé sur tous les modèles que nous avons discuté, comme tu peux voir il est facile de se faire avoir ... Tu remarqueras que le Daikin Fit n'est très performant en chauffage a basse température, les cases en rouge en -30C par Daikin ne sont pas founit par Daikin (On comprend la raison). J'ai évalué moi même les chiffres en rouge selon une règle de 3 :

Ephefrere écrit:

Vous avez la possibilité de communiquer entre vous par courriel pour l'échange d'information, me semble que ca serai plus facile ,non !


 

Bonne idée Ephefrere !

@Fulso
Alors Fulso tu peux nous envoyer tes documents par courriel a cet adresse :
Cette adresse e-mail est protégée contre les robots spammeurs. Vous devez activer le JavaScript pour la visualiser.

Tu dois nous avertir une fois envoyé ... sinon on le verra pas !

Merci pour l'adresse courriel je ne suis pas très informatique. Je crois que nous avons probablement battu un record d'échange sur ce forum plus de 115. Mille merci a tous et à Bricoleur22 qui ma accorder son temps, au fait tu est de quelle région ? Je suis de Terrebonne. Si je me fie a ton tableau la Gree 4 tones semble bonne mes plusieurs vendeur essai de ne pas la vendre sous prétexte quelle est très bruyante. Il me reste la Moovair avec une bonne garanti malgré la marque moins connu ?  La Daikin fit demeure plus cher d'environ 2500.00 la seul choses intéressante elle semble avoir la possibilité de varier la vitesse ce qui pourrais considérablement résoudre le problème de bruit si jamais elle s'avère trop forte pour mes conduit.

Fulso écrit:

 Si je me fie a ton tableau la Gree 4 tones semble bonne mes plusieurs vendeur essai de ne pas la vendre sous prétexte quelle est très bruyante.
 

Je suis surpris mais c'est bien possible ... Possiblement parce qu'elle est vendue partout sous différents noms et qu'il y a plus de compétition. Faut juste ne pas oublier que la 4T et la 5T sont la même machine... Quoiqu'il en soit la Gree ne module pas et fonctionnent a 70% si elle est ajusté en 4T, et a 100% en 5T (forcement plus bruyant).

Fulso écrit:

Il me reste la Moovair avec une bonne garanti malgré la marque moins connu ? 
 

La Moovair 4T semble être fabriqué par Midea, j'ai fouillé mais je n'ai pas trouvé sa correspondante.

Merci Brocoleur22 je ne sait pas si la Moovaire module ? Ses un peu con il devrais tous moddulé cela donnerais un peu plus de possibilité, je ne crois pas que cela aurais un impacte si grand sur le prix.