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/ Forum / PREGEO e DOCFA / DOCFA / SOPPRIMERE E COSTITUIRE U.I. GRAFFATE
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Ginginlazio

Iscritto il:
14 Novembre 2022 alle ore 17:42

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Inviato: 14 Novembre 2022 alle ore 18:15

Buonasera a tutti, mi sto occupando per conto di un cliente della fusione catastale di due uffici, ma sto riscontrando alcune criticità nel conludere la pratica.

Vi spiego,

gli uffici hanno ovviamente due Sub diversi, diciamo Part x Sub 1 e Part x Sub 2 a cui sono graffate due terrazze (una per ufficio) a cui sono associate particelle diverse e non ci sono subalterni, identifichiamole con Part y e Part z. Perciò ricapitolando ho:

Part x Sub 1 con graffata Part y

Part x Sub 2 con graffata Part z

Ora, dovrei sopprimere i due Sub e costituirne uno nuovo, diciamo Sub 3. Il mio dubbio è se devo sopprimere anche le due graffature, su cui in realtà non sono avvenute modifiche di alcun genere. In realtà avendomi già respinto due volte la pratica con causale "Numero degli identificativi in atti diverso da quello presente sul documento" mi è chiaro che devo sopprimere le graffature, ma non essendoci subalterni come si può fare? Si può sopprimere una particella? Le soluzioni a cui stavo pensando erano:

1) Sopprimo Part x Sub 1 con graffata Part y e Part x Sub 2 con graffata Part z e costituisco Part x Sub 3 con graffate Part y e Part z

2) Sopprimo Part x Sub 1 con graffata Part y e Part x Sub 2 con graffat Part z e costituisco Part x Sub 3 con graffate Part y Sub 1 e Part z Sub 1

3) Sopprimo Part x Sub 1 con Part y e Part x Sub 2 con Part z e costituisco Part x Sub 3 accorpando i terrazzi

4) altre soluzioni

Scusate se mi sono dilungato ma non ho troppa esperienza con il Docfa e magari il mio problema potrebbe essere di più facile risoluzione di quello che credo.



Grazie

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Autore Risposta

Latemar

Iscritto il:
29 Agosto 2022 alle ore 22:25

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Inviato: 14 Novembre 2022 alle ore 18:47

Salve

Suggerisco la soluzione tre (3), "Sopprimo Part x Sub 1 con Part y e Part x Sub 2 con Part z e costituisco Part x Sub 3 accorpando i terrazzi", ma occorre fare preventivamente un TM al terreni in cui si sopprimono le particelle Y e Z per unirle al lotto edificato particella X.

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tony59

Iscritto il:
12 Febbraio 2005

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Inviato: 15 Novembre 2022 alle ore 09:35

Per esperienza già fatta, la soluzione n.2 è quella che farei. Il tipo mappale non serve in quanto saranno già ente urbano.

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anonimo_leccese

Iscritto il:
29 Ottobre 2009

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Inviato: 15 Novembre 2022 alle ore 10:55

"Ginginlazio" ha scritto:


1) Sopprimo Part x Sub 1 con graffata Part y e Part x Sub 2 con graffata Part z e costituisco Part x Sub 3 con graffate Part y e Part z

2) Sopprimo Part x Sub 1 con graffata Part y e Part x Sub 2 con graffat Part z e costituisco Part x Sub 3 con graffate Part y Sub 1 e Part z Sub 1

3) Sopprimo Part x Sub 1 con Part y e Part x Sub 2 con Part z e costituisco Part x Sub 3 accorpando i terrazzi

Grazie





Nessuna delle 3, e dopo vari giramenti di testa, credo che quella giusta, per mia esperienza è:

2a) Sopprimo Part x Sub 1 con graffata Part y e Part x Sub 2 con graffat Part z e costituisco Part x Sub 3 con graffate Part y Sub 1 e Part x Sub 4 con graffata Part z Sub 1 -


Non si possono far sparire a piacimento le particelle ed i sub,...almeno che non siano esistenti solo quelli e che siano una sola unica ditta,..in mappa quale particella è riportata ? Perchè vi sono tutte queste graffiture ?

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Ginginlazio

Iscritto il:
14 Novembre 2022 alle ore 17:42

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Inviato: 15 Novembre 2022 alle ore 11:20

"tony59" ha scritto:
Per esperienza già fatta, la soluzione n.2 è quella che farei. Il tipo mappale non serve in quanto saranno già ente urbano.





Grazie a tutti per le risposte, alla fine ho chiesto assistenza all'ufficio catasto e la soluzione che per loro è corretta è proprio la n.2.

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Ginginlazio

Iscritto il:
14 Novembre 2022 alle ore 17:42

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Inviato: 15 Novembre 2022 alle ore 11:29

Ora il mio dubbio è: essendo graffati immagino che i terrazzi non debbano essere poligonati, quindi praticamente vuol dire che non vengono calcolati nella rendita catastale, corretto?

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anonimo_leccese

Iscritto il:
29 Ottobre 2009

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Inviato: 15 Novembre 2022 alle ore 11:54

"Ginginlazio" ha scritto:
Ora il mio dubbio è: essendo graffati immagino che i terrazzi non debbano essere poligonati, quindi praticamente vuol dire che non vengono calcolati nella rendita catastale, corretto?



No,..se son stati graffati vuol dire che son stati comunque calcolati nella rendita,..non sappiamo a quando risalgano gl'accatastamenti originali,..ma comunque se li graffi devi poligonarli... altrimenti o li inserivano come bcnc o come F5,..nel caso specifico si intuisce che sono tutt'uno con l'immobile sottostante o adiacente,..poi dipende se sono direttamente o indirettamente collegati -

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Ginginlazio

Iscritto il:
14 Novembre 2022 alle ore 17:42

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Inviato: 15 Novembre 2022 alle ore 12:00

"anonimo_leccese" ha scritto:
"Ginginlazio" ha scritto:
Ora il mio dubbio è: essendo graffati immagino che i terrazzi non debbano essere poligonati, quindi praticamente vuol dire che non vengono calcolati nella rendita catastale, corretto?



No,..se son stati graffati vuol dire che son stati comunque calcolati nella rendita,..non sappiamo a quando risalgano gl'accatastamenti originali,..ma comunque se li graffi devi poligonarli... altrimenti o li inserivano come bcnc o come F5,..nel caso specifico si intuisce che sono tutt'uno con l'immobile sottostante o adiacente,..poi dipende se sono direttamente o indirettamente collegati -





Ok chiaro, solo che nella visura catastale la superficie totale di ognuno dei due "vecchi sub" non include le superfici esterne, perciò se ora le poligono la superficie complessiva del nuovo sub non coinciderà con la somma delle precedenti due superfici.

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Latemar

Iscritto il:
29 Agosto 2022 alle ore 22:25

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Inviato: 15 Novembre 2022 alle ore 13:03

"Ginginlazio" ha scritto:


Ok chiaro, solo che nella visura catastale la superficie totale di ognuno dei due "vecchi sub" non include le superfici esterne, perciò se ora le poligono la superficie complessiva del nuovo sub non coinciderà con la somma delle precedenti due superfici.



Buongiorno

Da quello che riporti sembra che non siano le terrazze che corrispondono alle particelle graffate y e z.

Hai provato a sovrapporre le planimetrie catastali dei sub 1 e 2 part x sull'estratto di mappa ? Cosa riscontri ?

Cosa intendi, inoltre, per terrazze ?

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Ginginlazio

Iscritto il:
14 Novembre 2022 alle ore 17:42

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Inviato: 15 Novembre 2022 alle ore 13:08

Vi allego un immagine così è più semplice da capire. Si tratta di un immobile al piano terra che ha un giradino ad uso esclusivo ed un terrazzino d'ingresso anch'esso ad uso esclusivo.

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