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Significato PORZ DI FA |

Dellanzo
Iscritto il:
10 Giugno 2005
Messaggi:
4
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Borgo Val di Taro(PR)
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Devo passare al civile un solo subalterno di fabbricato rurale diviso in subalterni.Mi sono gia consultato con il catasto e mi hanno detto di mettere una qualità compresa tra 285 e 290 non adducendo altre spiegazioni. Che cosa significa PORZ DI FA (286)? Quale altra qualità vi sembra più appropiata?Casi simili? Grazie mille ed un saluto a tutti.
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Risposta |

alfio
Alfio Stazzoni
Iscritto il:
14 Luglio 2003
Messaggi:
117
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Siena
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Mi sembra che tu abbia fatto un pò di confusione... nel tuo caso, tu hai già il subalterno rurale censito con la sua qualità al Catasto Terreni - di solito è PORZ DI FR(Cod. 287) oppure PORZ RUR DI FP (Cod. 288) - che tu ti devi limitare a sopprimere con la Tab. Ausiliaria per poi ricrearlo al Cat. Fabbricati tramite Docfa. Talvolta esistono anche sub. rurali con codice della qualità diverso, ad esempio quello citato da te PORZ DI FA (Porzione di fabbricato da accertare - Cod 286) che veniva attribuito dal Catasto in fase di verifica quando veniva riscontrata una porzione di fabbricato rurale diviso in sub. che non risultava censito. Altre casistiche, di solito, denotano un cattivo uso dei Codici qualità attribuiti nelle Tabelle di Variazione. Ti faccio notare, inoltre, che non ha nessun senso attribuire tale Cod. da parte tua in quanto, essendo una qualità di Catasto Terreni e non di Catasto Fabbricati, il sub. in esame rimarrebbe censito al C.T. !!! Dimenticavo: è buona regola, quando si tratta un subalterno rurale da passare all'urbano, di trattare anche la cosiddetta "particella madre", cioè la particella (senza sub) censita come FR DIV IN SUB oppure FABBR PROMISCUO facendola diventare, a seconda dei casi, FABBR PROMISCUO oppure ENTE URBANO. Spero di essere stato chiaro, e scusa se mi sono dilungato un pò troppo...
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geobax
(GURU)
Iscritto il:
17 Maggio 2005
Messaggi:
2196
Località
Biella
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PORZ DI FA= porzione di fabbricato da accertare all'urbano Se il tuo è un fabbr rurale diviso in subalterni, il passaggio di un sub ad ente urbano lo farà diventare FABBR. PROMISCUO (278), mentre il tuo sub sarà ENTE URBANO (282). Il restante sub sarà PORZ RUR DI FP (288)Attenzione a quanto riportato nella nota 34902 del 15/05/2006 circa il trattamento di porzione di fr (link a fondo home page) CIAO
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Dellanzo
Iscritto il:
10 Giugno 2005
Messaggi:
4
Località
Borgo Val di Taro(PR)
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Grazie delle risposte, ho avuto un piccolo chiarimento ma il mio problema principale è che gli altri sub sono di intestatari residenti all' estero,il mio cliente ha solo un sub (una cantina al piano seminterrato). La mia idea sarebbe stata di passare a 282 la particella madre dopodichè sopprimere il sub ed annetterlo alla particella madre, come ho già fatto in altri casi(dove però tutti i sub avevano medesimo proprietario), ma poi i sub restanti che fine fanno? Oppure Se vario la particella madre a 278(come sarebbe corretto) potrei mettere il mio sub 282 ma il pregeo non lo consente facendo apparire un messaggio di errore. I tecnici catastali non mi aiutano, mi danno versioni discordanti uno addirittura mi ha detto di passare tutto all' urbano,anche senza il consenso degli altri proprietari! Scusate per la mia ignoranza, :oops: fardello della giovine età, e cercate di darmi una manina, vi prego. Ciao e grazie
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geobax
(GURU)
Iscritto il:
17 Maggio 2005
Messaggi:
2196
Località
Biella
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No, scusa mi sono spiegato male io ma la fretta a volte fa scrivere cose fraintendibili... il tuo sub devi per forza fonderlo all'intero che però diventa FABBR. PROMISCUO (se non tratti gli altri subb. che quindi restanto al C.T.) altrimenti, se tratti tutti i subb, diventa 282 e, logicamente, devi fondere anche i restanti subb ai terreni all'intero. Vedi a Catasto se riesci a mettere le mani sul mod. 6 di questo f.r. div. sub....da noi non si trova più nulla e tocca sempre trattare tutte le unità derivate... (come dice la nota che ti indicavo nel mio precedente) CIAO
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Dellanzo
Iscritto il:
10 Giugno 2005
Messaggi:
4
Località
Borgo Val di Taro(PR)
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In pratica se non trovo il mod 6(nella mia carriera ne ho visto solo uno) devo passare a civile tutti i sub.?
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geomal
Iscritto il:
15 Luglio 2010
Messaggi:
244
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mi accodo... Ho un fabbricato promiscuo diviso in 5 subalterni, io devo passarne solo uno all'urbano (in F2 unità collabente) in quando di proprietà della mia cliente e perchè deve vendere, gli altri sono intestati ad altre ditte. sono stato all'adt e mi hanno detto che è impossibile trovare il modello 6 con una geometria dei sub e di attenermi allo stato dei luoghi... Dovrei fare un TM tipologia 20??? nel docfa che causale??? inoltre il sub nei luoghi ha anche una porzione della corte dell'intera particella fabbricato promiscuo, che devo anche rappresentare?? qualche consiglio da chi ha già trattato casi del genere...
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geomal
Iscritto il:
15 Luglio 2010
Messaggi:
244
Località
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Cercando sul sito penso che dovrei fare così... nel mio caso dovrei farlo con la versione 9 di pregeo, non esiste tipologia con pregeo 10, in quando il sub è gia porz rur fp e la particella madre è già fabbricato promiscuo, quindi con versione 9 dovrei, tramite solo ausiliare, sopprimere il mio sub e poi docfa come nuova costruzione e passare il mio sub all'urbano con lo stesso numero, nel mio caso il sub 5... ho qualche difficoltà con pregeo nelle righe da utilizzare... qualcuno può aiutarmi...
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forrest
Iscritto il:
25 Agosto 2005
Messaggi:
107
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Ultime guide:
Ricerca moderatori per il forum:
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':

Visita il sito dell'AVIS (www.avis.it) per maggiori informazioni.
Il nostro visualizzatore delle mappe catastali:
Ultimi sondaggi
Amici:
Le nostre guide:
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