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/ Forum / PREGEO e DOCFA / DOCFA / Calcolo Consistenza Catastale Negozio con Soppalco...
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Autore Calcolo Consistenza Catastale Negozio con Soppalco .

Silencio

Iscritto il:
12 Aprile 2005

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 0 -  0 - Inviato: 04 Luglio 2009 alle ore 09:44

Devo calcolare la consistenza catastale di un negozio , di cui devo fare la
variazione per inserire nella planimetria un soppalco...

Si tratta di un Bar , Il locale e' costituito da un locale principale in cui si
svolge l'attivita' di Bar , poi c'e' un locale deposito con bagno sul retro e
in questo locale deposito e' stato realizzato un soppalco a cui si accede
attraverso una botola...L'altezza del soppalco e' 2,00 mt...

Il locale principale dove si svolge l'attivita' di Bar,ovviamente lo calcolo con
il poligono A1 ; il locale deposito sul retro con annesso bagno lo calcolo con
il poligono A2 .

Il dubbio mi viene sul poligono da calcolare per il soppalco...

Quale deve essere preso in considerazione , il poligono A2,B o C ???

Comunque ho visto che applicando sia A2 che B che C , il calcolo della consistenza catastale con la procedura DOCFA non cambia !!!

Non credo che il soppalco possa essere considerato come superficie non rilevante ai fini catastale , perche' ha un altezza superiore a 1,50 mt...

Chiedo a Voi delucidazioni in merito...

Grazie,Francesco .

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Autore Risposta

mensore

Iscritto il:
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Vada (LI)

 0 -  0 - Inviato: 04 Luglio 2009 alle ore 10:41

io proverei considerandolo come "vano accessorio indiretto comunicante", o al "massimo vano accessorio diretto", ma mi sembra troppo. voi che dite??

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Silencio

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 0 -  0 - Inviato: 04 Luglio 2009 alle ore 13:01

Ciao Mensore , il fatto e' che se metto vano accessorio diretto oppure
vano accessorio comunicante , non mi cambio il classamento automatico...

Ho provato a farlo con entrambi i poligoni,ovvero sia A2 che B , ma il
classsamento automatico non cambia come consistenza , mi da in entrambi i
casi 62 mq ...

Non vi sembra strano ???

Vi preciso che l'accesso al soppalco avviene unicamente attraverso una botola sul soffitto del locale deposito ( in pratica mediante una scala, devo dire la verita' l'accesso e' un po' da vigile del fuoco !!! )...

Grazie, Francesco .

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Silencio

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 0 -  0 - Inviato: 06 Luglio 2009 alle ore 18:02

Nessun altra risposta x l' argomento in oggetto ???

Aspetto le vostre opinioni in merito...

Grazie,Francesco .

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dado48

(GURU)

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Terzo pianeta del Sistema Solare

 0 -  0 - Inviato: 06 Luglio 2009 alle ore 19:41

Riporto quanto descritto nella Circolare nº 9 del 26/11/2001 in relazione ai criteri per la determinazione delle tipologie di ambiente (ripreso anche dal Manuale Docfa 3.0):

A = superficie dei vani (o locali) aventi funzione principale nella specifica categoria (camere, cucina, stanze…) e dei vani (o locali) accessori a servizio diretto di quelli principali quali bagni, w.c., ripostigli, tavernette, mansarde, ingressi, corridoi e simili. (parametro 62 del DXF=1)
Per le categorie C/1 e C/6 i vani avente funzione principale (per esempio il locale vendita ed esposizione per la categoria C/1) saranno indicati con "A1" (parametro del DXF=1), mentre i vani accessori a diretto servizio, quali retro negozio (per cat. C/1) bagni, W.C., ripostigli, ingressi, corridoi e simili, con "A2" (parametro 62 del DXF=8


Ciao, buon lavoro.

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Silencio

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 0 -  0 - Inviato: 08 Luglio 2009 alle ore 14:18

credo che , non essendoci piu' risposte , calcolero' il
soppalco con i poligoni A2 ...

Anche perche' ho visto che anche calcolandoli con b , non cambia
la consistenza...

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alfa2

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Viterbo

 0 -  0 - Inviato: 27 Luglio 2009 alle ore 10:38

ciao a tutti, ho letto con interesse quanto è oggetto di discussione, anche perchè ho anch'io lo stesso problema, con una piccola variante e cioè:
1) effettuo il cambio destinazione d'uso (autorizzato) e in planimetria adotto i poligoni A1 sull'intera superficie
2) il soppalco che mi sta, per circa 1/3, sopra la superficie che ho campito con A1, lo considero "vano accessorio diretto"?
3) al piano sottostante al piano terreno cioè il PS1 come lo considero "vano accessorio indiretto comunicante" in quanto trattasi dio cantina
grazie per le risposte da alfa2

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Martolina86

Iscritto il:
05 Settembre 2017 alle ore 22:03

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 0 -  0 - Inviato: 23 Aprile 2024 alle ore 11:09

Riprendo questo Topic....

Sto redigendo docfa di un negozio C1 con annessi locali (bagno, ripostigli, etc.) che ho considerato come accessori diretti comunicanti e con il poligono A2. Il dubbio mi viene per il piano soppalco, collegato tramite scala, adibito ad ufficio. Lo considero accessorio diretto o indiretto comunicante? Ovvero poligono A2 o B?

Come interpretate la distinzione tra diretti o indiretti?



Grazie

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Ultime guide:
Valore probatorio dati catastali SENTENZE (di geoalfa del 03/05/2024 18:58:31)
SICUREZZA NEI CANTIERI EDILI (di geoalfa del 17/04/2024 08:07:41)
LOCALE DI SGOMBERO (C2) (di geoalfa del 11/04/2024 08:31:11)
INVIM imposta sull' incremeto del valore aggiuto (di geoalfa del 02/04/2024 08:26:37)

 
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Nell'ottica di migliorare la qualità dei post e ridurre i "flame", cerchiamo volontari per moderare uno o più forum di GeoLIVE, se siete interessati consultate direttamente il seguente post:

Grazie


 
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.

 


 
SOLIDARIETA':

 Donare non aiuta...SALVA!

Visita il sito dell'AVIS (www.avis.it) per maggiori informazioni.


 
Il nostro visualizzatore delle mappe catastali:


 
Amici:

Analist Group

Analist Group è un’azienda leader nello sviluppo di software per il mondo dell'edilizia e non solo. Da decenni al fianco di professionisti per offrire soluzioni innovative e supporto costante.

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