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Autore DOCFA - CALCOLO VANI

Martolina86

Iscritto il:
05 Settembre 2017 alle ore 22:03

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 0 -  0 - Inviato: 16 Novembre 2021 alle ore 17:14

Ciao a tutti!

sto redigendo un docfa per diversa distribuzione degli spazi interni. Non riesco a farmi tornare il conteggio dei vani (proposto dal programma) con quello calcolato da me.

Volevo chiedervi un vostro parere anche per giustificare al Committente l'aumento di 1 vano catastale (rispetto alla vecchia planimetria) e la conseguente rendita.

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[/img]

Dai miei calcoli ho:

VANI PRINCIPALI: 3

Eccedenza (40-28)/28= 0.4 --> 3,40 vano

ACCESSORI DIRETTI: 6

6*1/3 vano = 6*0.33= 1.98

VANI 5.38

BALCONI N.2 --> 5.38*10% = 5.38 + 0,53= 5.91



VANI TOTALI 6



Il programma mi riporta 6,5 vani ma non riesco a capirne la motivazione.



Grazie in anticipo a chi mi risponderà



Marta

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Autore Risposta

samsung

Iscritto il:
29 Ottobre 2005

Messaggi:
2903

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 0 -  0 - Inviato: 16 Novembre 2021 alle ore 18:21

L'immagine non è molto chiara.

Talvolta noto un calcolo anomalo dei vani quando propone anche un cambio di categoria.

Comunque tu proponi ciò che ti torna dai tuoi calcoli e non dai calcoli del Docfa, saranno Loro a rettificarti la consistenza se lo riterranno corretto.

Prova a ripostare l'immagine.

Saluti

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Martolina86

Iscritto il:
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 0 -  0 - Inviato: 17 Novembre 2021 alle ore 15:06

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[/img]

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Convertitore da PDF a libretto DAT:

Servizio gratuito che abbiamo realizzato per estrarre il libretto presente nel PDF rilasciato da SISTER e salvarlo come semplice file DAT da importare direttamente su PREGEO.

 


 
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