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/ Forum / PREGEO e DOCFA / PREGEO / CORREZIONE TIPO MAPPALE
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Autore CORREZIONE TIPO MAPPALE

russoing
russoing

Iscritto il:
08 Settembre 2007

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Salerno

 0 -  0 - Inviato: 10 Ottobre 2013 alle ore 17:18

Cari colleghi buona sera a Tutti, ho un quesito da porre all'attenzione dei più esperti!!!!

Redigo un tipo mappale e frazionamento relativamente ad una lottizzazione; creo le particelle relative ai lotti edificati (villette), creo le particelle delle strade, creo le particelle degli standards etc. il tipo viene approvato con procedura PREGEO 7/8 in fasi successive all'avanzamento delle lavorazioni, per consentire la vendite delle ville completate ed in corso di costruzione.

Haimè commettiamo (me ne assumo le responsabilità) un errore di misurazione del quale ce ne accorgiamo solo ora al momento di inserire in mappa tutte le altre ville nel frattempo costruite.

Ovviamente debbo riposizionare il tutto per consentire l'accatastamento delle nuove unità.

proprietari: Società costruttrice e singoli privati che hanno fatto l'atto di acquisto.

Lettera d'incarico firmata da tutti.

Le particelle con le ville sono trasferite anche all'urbano.

Cosa faccio???? ho deciso di procedere in questo modo:

annullo tutti i tipi precedenti - redigo un tipo mappale con la demolizione degli edifici - creo una singola particella, (com'era quella originaria) rifaccio il tipo mappale con edifici, strade, lotti, tutto nell'esatta posizione catastale.

Voglio sapere se ho una possibilità di utilizzare una procedura automatica.

Grazie anticipate SALUTI a TUTTI

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Autore Risposta

SIMBA64

» ACCOUNT NON PIU' ATTIVO

Iscritto il:
09 Dicembre 2011

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 0 -  0 - Inviato: 10 Ottobre 2013 alle ore 18:23

"russoing" ha scritto:

Haimè commettiamo (me ne assumo le responsabilità) un errore di misurazione del quale ce ne accorgiamo solo ora al momento di inserire in mappa tutte le altre ville nel frattempo costruite.



Salve

Non si capisce bene di che tipo di errore parli, devi chiarire bene, non è chiara l'entità della lottizzazione, non è chiaro se ci sono già atti di trasferimento in merito agli errori di cui parli.

Pregeo 7/8 andiamo indietro di 20 anni e solo ora vengono fuori questi errori??

Mi fermo per il momento.

Saluti cordiali

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russoing
russoing

Iscritto il:
08 Settembre 2007

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Salerno

 0 -  0 - Inviato: 10 Ottobre 2013 alle ore 19:11

allora pregeo 10 il tipo redatto a cavallo tra il 2010 il 2011, alcuni fabbricati ancora in costruzione sono stati trasferiti a privati.

Debbo in pratica traslare le particelle cioè mi spiego meglio il tipo è preciso!!!! all'interno della particella originaria debbo traslarlo di 6 sette metri.

Al momento della sua prima redazione le prime case costruite che hanno generato le particelle ed il resto stavano più o meno nel centro della unica particella orifginaria.

L'errore commesso quindi non era al momento individuabile!!!!

Nel completare tutti i lotti e posizioanre i nuovi edifici costruiti (attenzione l'estratto 1:4000) ho scoperto l'errore !!! i nuovi edifici uscivano fuori dal confine della particella originaria.


Debbo fare un tipo a correzione CHE TRASLI in maniera rigida le particelle correggendo l'errore di posizionamento !!!



Se non sono stato chiaro fatemi sapere GRazie Anticipate

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anonimo_leccese

Iscritto il:
29 Ottobre 2009

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 0 -  0 - Inviato: 10 Ottobre 2013 alle ore 19:27

A parte la contraddizione tra pregeo 7/8 e poi afferma il 10, vorrei sapere se prima di affrontare il progetto di lottizzazione (non sappiamo se redatto da voi) non sia stato, come consigliabile, stato effettuato un bel rilievo topografico altimetrico di tutta la zona interessata all'intervento, una lottizzazione non è uno scherzo, possibile che non si è appurato prima delle reali conformazione dei confini ? Possibile che sia stato redatto sulla carta ? Spero proprio di no, confido nella sua serietà... !!!

perchè non posta un disegno esplicativo ?

www.geolive.org/guide/procedure-e-metodo...

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it9gvo

(GURU)

Iscritto il:
19 Settembre 2006

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3523

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trappeto

 0 -  0 - Inviato: 10 Ottobre 2013 alle ore 22:17

"russoing" ha scritto:
Cari colleghi buona sera a Tutti, ho un quesito da porre all'attenzione dei più esperti!!!!

Redigo un tipo mappale e frazionamento relativamente ad una lottizzazione; creo le particelle relative ai lotti edificati (villette), creo le particelle delle strade, creo le particelle degli standards etc. il tipo viene approvato con procedura PREGEO 7/8 in fasi successive all'avanzamento delle lavorazioni, per consentire la vendite delle ville completate ed in corso di costruzione.

Haimè commettiamo (me ne assumo le responsabilità) un errore di misurazione del quale ce ne accorgiamo solo ora al momento di inserire in mappa tutte le altre ville nel frattempo costruite.

Ovviamente debbo riposizionare il tutto per consentire l'accatastamento delle nuove unità.

proprietari: Società costruttrice e singoli privati che hanno fatto l'atto di acquisto.

Lettera d'incarico firmata da tutti.

Le particelle con le ville sono trasferite anche all'urbano.

Cosa faccio???? ho deciso di procedere in questo modo:

annullo tutti i tipi precedenti - redigo un tipo mappale con la demolizione degli edifici - creo una singola particella, (com'era quella originaria) rifaccio il tipo mappale con edifici, strade, lotti, tutto nell'esatta posizione catastale.

Voglio sapere se ho una possibilità di utilizzare una procedura automatica.

Grazie anticipate SALUTI a TUTTI



Vediamo se ho capito bene, perchè non mi sembra che ti sei spiegato bene:

I confini della lottizzazione e i fabbricati sono posizionati giusti rispetto ai PF e l'errore consiste solamente nell'errato posizionamento all'interno della p.lla originaria?

Rimaniamo in attesa di chiarimenti

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SIMBA64

» ACCOUNT NON PIU' ATTIVO

Iscritto il:
09 Dicembre 2011

Messaggi:
3012

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 0 -  0 - Inviato: 11 Ottobre 2013 alle ore 08:49

"russoing" ha scritto:

Se non sono stato chiaro fatemi sapere GRazie Anticipate





Salve

Allega un disegno

Saluti cordiali

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russoing
russoing

Iscritto il:
08 Settembre 2007

Messaggi:
13

Località
Salerno

 0 -  0 - Inviato: 11 Ottobre 2013 alle ore 17:54

SI

rispetto ai punti fiduciali ai confini della particella il rilievo E' PERFETTO !!!!

vi è un errore nel posizionamento dei fabbricati all'interno della particella originaria

debbono essere quindi collocati (spostati) rispetto alla posizione originaria con una traslazione rigida.

Non voglio cambiare il numero di particella perchè già compravendute!!!

L'esempio a meglio spiegare la problematica

Le ville erronamente posizionate (particelle bianche) debbono assumere la posizione delle particelle rosse

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[/img]

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anonimo_leccese

Iscritto il:
29 Ottobre 2009

Messaggi:
7243

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 0 -  0 - Inviato: 11 Ottobre 2013 alle ore 18:14

Egregio ingegnere, purtroppo come vede l'immagine non è stata importata a dovere,..ed è visibile solo una serie di numeri e cifre senza senso,...inoltre stravolgendo la visione dei post ,... succede, non si preoccupi !!!! però provveda cortesemente !!!

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SIMBA64

» ACCOUNT NON PIU' ATTIVO

Iscritto il:
09 Dicembre 2011

Messaggi:
3012

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 0 -  0 - Inviato: 11 Ottobre 2013 alle ore 18:18

"russoing" ha scritto:
SI

rispetto ai punti fiduciali ai confini della particella il rilievo E' PERFETTO !!!!

vi è un errore nel posizionamento dei fabbricati all'interno della particella originaria

debbono essere quindi collocati (spostati) rispetto alla posizione originaria con una traslazione rigida.

Non voglio cambiare il numero di particella perchè già compravendute!!!

L'esempio a meglio spiegare la problematica

Le ville erronamente posizionate (particelle bianche) debbono assumere la posizione delle particelle rosse

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[/img]





Salve

Quello che non comprendo è se è un errore di male inserimento precedente, nel senso che era sbagliata la proposta di aggiornamento?? O se è un errore tra la posizione di allora e quella attuale. Perchè sono due cose completamente diverse e con risvolti e problematiche altrettanto diverse.

Cioè tu hai confrontato il tuo rilievo attuale con il libretto di allora e trovi quello scostamento?? Oppure cosa altro intendi??

Saluti cordiali

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SIMBA64

» ACCOUNT NON PIU' ATTIVO

Iscritto il:
09 Dicembre 2011

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 0 -  0 - Inviato: 11 Ottobre 2013 alle ore 18:26

"anonimo_leccese" ha scritto:
Egregio ingegnere, purtroppo come vede l'immagine non è stata importata a dovere,..ed è visibile solo una serie di numeri e cifre senza senso,...inoltre stravolgendo la visione dei post ,... succede, non si preoccupi !!!! però provveda cortesemente !!!





Ciao Anonimo

Basta che clicchi su riporta e rispondi e magicamente ti si apre l'immagine, però mi hai stupito anonimo uno smanettone come te a non riuscire ad aprire l'immagine.

Buona serata

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anonimo_leccese

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 0 -  0 - Inviato: 11 Ottobre 2013 alle ore 18:53

Ok, grazie per il suggerimento, tornando al caso in questione,.. bisognerebbe capire, a mio modesto avviso, più che il posizionamento dei tre lotti, la corrispondenza di punti di dettaglio (PV o PD) della particella medesima, rispetto ai lotti... ovvero se sia nel nuovo rilievo che nell'originario siano stato battuti spigoli di particella e quest'ultimi come si trovano rispetto alla mappa,...Se si sovrappongono entrambi (lotto + particella) come ci troviamo ? se il mappale originario è stato realizzato con stralcio e superficie nominale senza appoggio a punti certi del lotto, può essere lì l'inghippo - Seconso me dovendo aggiungere a nord l'altro di fabbricati, ecco che per l'inesatta posizione degl'esistenti, vanno a trovarsi fuori o molto al limite della particella, suppongo sia questo il (atroce) dilemma, infatti se il nuovo lotto è del tutto uguale, i pizzi, alias spigoli, di quest'ultimo escono fuori dalla particella -



Visto che sono uno smanettone ??!!!!



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russoing
russoing

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 0 -  0 - Inviato: 11 Ottobre 2013 alle ore 19:18

Ringrazio tutti per la collaborazione !!!!

La particella originaria è la stessa

non cambiano i confini vi è solo un errore di posizionamento

Eccovi il libretto nuovo da posizionare

Come faccio SIG a mantenere lo stesso bumero delle particelle 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anonimo_leccese

Iscritto il:
29 Ottobre 2009

Messaggi:
7243

Località

 0 -  0 - Inviato: 11 Ottobre 2013 alle ore 19:29

[quote="russoing"]Ringrazio tutti per la collaborazione !!!!

La particella originaria è la stessa

non cambiano i confini vi è solo un errore di posizionamento

Eccovi il libretto nuovo da posizionare

Come faccio SIG a mantenere lo stesso bumero delle particelle [quote]



purtroppo stavolta il trucco non funziona,..caro simba 64



vedi,..se erano attivi i messaggi personali,..gli davo il mio indirizzo, mi mandava l'immagine e gli facevo la cortesia di allegarlo io,... jarod dove sei ???!!!!

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russoing
russoing

Iscritto il:
08 Settembre 2007

Messaggi:
13

Località
Salerno

 0 -  0 - Inviato: 11 Ottobre 2013 alle ore 20:20

Aspettate cerco di inserire meglio l'immagine



[img]C:\Users\ing%20russo\Desktop\tipo.png[/img]



spero che si veda

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russoing
russoing

Iscritto il:
08 Settembre 2007

Messaggi:
13

Località
Salerno

 0 -  0 - Inviato: 11 Ottobre 2013 alle ore 20:22

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