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Autore |
mappa catastale con retino strano.... |

fedebrove
Iscritto il:
16 Marzo 2010
Messaggi:
2
Località
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buon giorno a tutti. ho questo problema: in una mappa catastale ho un abitazione e relativo garage con un retino diverso dalle altre abitazioni circostanti, cioè il classico retino che le individua. é un retino che sembrano dei mattoncini.... cosa può essere? l'abitazione è vecchia ma regolarmente accatastata, qualche anno fa è stato aggiunto un garage e variata internamente. grazie
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Autore |
Risposta |

bioffa69
Iscritto il:
23 Settembre 2009
Messaggi:
6572
Località
BRESCIA
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...in alto a destra, cerca su tutto il sito, prova scrivendo mattoncini.
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pozzilli
Iscritto il:
29 Aprile 2008
Messaggi:
1168
Località
Provincia di Isernia
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fedebrove
Iscritto il:
16 Marzo 2010
Messaggi:
2
Località
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capito! grazie a tutti :lol:
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tam
Iscritto il:
18 Novembre 2010
Messaggi:
6
Località
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Buongiorno a tutti, a proposito di retini strani.. io ho una campitura che non mi è mai capitata e non ne conosco il significato.. (posto l'immagine sperando che possiate vederla) 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[/img] Trattasi del mappale 385 che è censito come fabbricato rurale. Ora dovrei passarlo all'urbano. Cosa devo fare: dare conferma di mappa o modificare prima il retino "completando" la campitura? Grazie mille
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tam
Iscritto il:
18 Novembre 2010
Messaggi:
6
Località
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Scusate.. credo non possiate vedere l'immagine.. comunque è una campitura parziale (ho una diagonale per cui metà fabbricato è retinato e metà no..). Ora vedo se riesco a inviare l'immagine..
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tam
Iscritto il:
18 Novembre 2010
Messaggi:
6
Località
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">[img]https://image.ibb.co/h6jQik/catas...
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sawyer217
Iscritto il:
16 Novembre 2016 alle ore 12:39
Messaggi:
5
Località
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Buongiorno, una domanda. Devo fare un mappale per conferma di mappa riguardante un fabbricato rurale. sulla mappa ho il fabbricato bianco e il resede con il retino con la colorazione che solitamente hanno i fabbricati. come faccio per risolvere il problema di campitura? Ordino l'estratto di mappa e faccio io la correzione oppure devo richiedere la correzione all'ufficio del catasto tramite istanza? Grazie. Tra l'altro il fabbricato ha come spigolo un PF. Grazie
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Ultime guide:
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