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/ Forum / PREGEO e DOCFA / PREGEO / Particelle PORZ RUR FP
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Argomento: Particelle PORZ RUR FP

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joloki

Iscritto il:
18 Marzo 2014 alle ore 14:53

Messaggi:
74

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 0 -  0 - Inviato: 22 Aprile 2020 alle ore 16:22

"geopec" ha scritto:
A meno che il subb. dei tuoi clienti è censito all'urbano già in data ante 01/10/1969 e comprenda il sub. PFR in questo caso per fare un mod.26 per duplicazione chiedendo la cancellazione del PFR da parte del NCT.



Nell'atto del 1959 non è descritto l'immobile ma parla di "piccolo fabbricato rurale diruto composto da 2 terranei e 2 soprani" . Avere la certezza che a quella data il fabbricato fosse composto fisicamente da 2 subalterni o da 1 è praticamente impossibile. Non lo sanno nemmeno gli attuali proprietari. dovrò recarmi in catasto appena si potrà a reperire le vecchie planimetrie per ricostruire un pò tutta la storia nel corso degli anni.

"EALFIN" ha scritto:

... Nell'autotutela ho precisato che le suddette porzioni rurali erano ricomprese di sicuro nell'unità urbana già accatastata...



Mi sa che è proprio questo il punto. Un'eventuale porzione rurale probabilmente è stata ricompresa nell'attuale subalterno che è presente attualmente all'urbano. Sul posto l'u.i. è unica e le planimetrie presenti in atti corrispondono con lo stato dei luoghi. Credo che dopo aver confrontato le vecchie planimetrie un tentativo con un'istanza lo farò senz'altro.

Grazie mille degli spunti illuminanti!

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avacos

Iscritto il:
10 Ottobre 2008

Messaggi:
94

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 0 -  0 - Inviato: 06 Luglio 2022 alle ore 16:23

Buongiono mi collego a questa discussione per un caso simile il fabbricato da trattare da visure al catasto terreni risulta così riportato:


FG. 15 PART 116 SUB 01 SOPPRESSA

FG. 15 PART 116 SUB 02 SOPPRESSA

FG. 15 PART 116 FABB. PROMISC. di are 18

Al catasto fabbricati non esiste niente , da una visura storica risulta un tipo mappale del 2017.


Come faccio a passare all' urbano i sub che devo trattare se sono gia stati soppressi ?

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geoalfa

(GURU)

Iscritto il:
02 Dicembre 2005

Messaggi:
11865

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 0 -  0 - Inviato: 07 Luglio 2022 alle ore 07:10

Hai fatto benissimo ad accodarti a questa discussione.

La risposta al tuo quesito la puoi trovare nella pagina iniziale in quella di Ealfin.

Cordialità

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avacos

Iscritto il:
10 Ottobre 2008

Messaggi:
94

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 0 -  0 - Inviato: 13 Luglio 2022 alle ore 12:53

Solo una cosa non mi è chiara visto che i sub al catasto terreni sono stati soppressi non dovrei trovarmeli già all' urbano

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samsung

Iscritto il:
29 Ottobre 2005

Messaggi:
2580

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 0 -  0 - Inviato: 13 Luglio 2022 alle ore 13:32

"avacos" ha scritto:
Solo una cosa non mi è chiara visto che i sub al catasto terreni sono stati soppressi non dovrei trovarmeli già all' urbano



Talvolta il tecnico, d'accordo o meno col proprietario. abbandona la pratica, lasciandola a metà del guado.

Mi è già capitato, di solito si risolve bene contattando l'autore del TM.

cordialmente

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avacos

Iscritto il:
10 Ottobre 2008

Messaggi:
94

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 0 -  0 - Inviato: 13 Luglio 2022 alle ore 16:41

Non sono presenti all'urbano è questa la cosa che non mi torna, all'urbano non c'è niente, comunque ho fatto richiesta dell'ultimo tipo mappale presentato per vedere cosa sia successo.

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forrest

Iscritto il:
25 Agosto 2005

Messaggi:
105

Località

 0 -  0 - Inviato: 07 Febbraio 2024 alle ore 15:55

[size= 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #757575; mso-fareast-language: IT]Mi accodo per chiedere quanto segue. Un mio cliente è proprietario di del mappale 511 sub 2, porzione rurale di F.P. (ovviamente censito ai terreni). Il sub 1 di altra ditta era già stato soppresso e quindi esiste in atti ancora il solo sub 2 ai terreni. Io devo sopprimerlo per aggiornare lo stato ai fabbricati. Quello che non mi riesce di fare è il corretto modello censuario per sopprimere il sub 2 del mn 511, mantenendo però lo stesso identificativo per la particella 511, che contiene anche altre u.i. di altra ditta. Ho provato a compilare il censuario da Pregeo usando l'ausiliario, ma il sistema mi impedisce di andare avanti.... Qualcuno ha dei consigli? Grazie.[/size]

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bioffa69

Iscritto il:
23 Settembre 2009

Messaggi:
6284

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BRESCIA

 0 -  0 - Inviato: 07 Febbraio 2024 alle ore 16:18

"forrest" ha scritto:
[size= 12.0pt; font-family: 'Helvetica',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #757575; mso-fareast-language: IT]Mi accodo per chiedere quanto segue. Un mio cliente è proprietario di del mappale 511 sub 2, porzione rurale di F.P. (ovviamente censito ai terreni). Il sub 1 di altra ditta era già stato soppresso e quindi esiste in atti ancora il solo sub 2 ai terreni. Io devo sopprimerlo per aggiornare lo stato ai fabbricati. Quello che non mi riesce di fare è il corretto modello censuario per sopprimere il sub 2 del mn 511, mantenendo però lo stesso identificativo per la particella 511, che contiene anche altre u.i. di altra ditta. Ho provato a compilare il censuario da Pregeo usando l'ausiliario, ma il sistema mi impedisce di andare avanti.... Qualcuno ha dei consigli? Grazie.[/size]





Non devi sopprimere l'intero, devi sopprime il tuo sub., e essendo l'ultimo sub. ai terreni, devi cambiare l'intero, da da fabb. promiscuo a ente urbano.



Saluti

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forrest

Iscritto il:
25 Agosto 2005

Messaggi:
105

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 0 -  0 - Inviato: 07 Febbraio 2024 alle ore 17:15

Grazie "bioffa69". In ogni caso la "ratio" mi era abbastanza chiara. Ciò che non mi è chiaro è la sintassi del censuario. Si trova in rete qualche esempio? Grazie ancora.

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bioffa69

Iscritto il:
23 Settembre 2009

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 0 -  0 - Inviato: 07 Febbraio 2024 alle ore 17:20

Devi usare il 3spc, non l'ausiliario, fai tutto lì, sopprimi ultimo sub. ai terreni, e vari l'intero, a memoria è solo così, è una cifra che non mi capitano F.R.

Saluti

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marcellor

Iscritto il:
11 Febbraio 2007

Messaggi:
42

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 0 -  0 - Inviato: 07 Febbraio 2024 alle ore 18:48

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[/img]

Devi essere un utente registrato per rispondere a questo messaggio
 
 

 

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Ultime guide:
Sentenza di usucapione errata alcuni aspetti controversi (di geoalfa del 26/02/2024 14:58:44)
Semplificazione delle procedure catastali. (di geoalfa del 24/02/2024 13:22:18)
Accatastamento delle pertinenze modalità (di geoalfa del 23/02/2024 18:36:24)
Lottizzazione abusiva (di geoalfa del 22/02/2024 18:21:32)

 
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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':

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


 
Il nostro visualizzatore delle mappe catastali:


 
Amici:

Nicola Paolo Maria Ramundo

Sviluppo software per Topografia, PreGeo, DocFa, CAD 2D/3D

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