Forum - riposizionamento in mappa ed ampliamento

buonasera carissimi colleghi e da circa una settimana che sono bloccato per la redazione di un tipo mappale. cerco in poche parole di spiegartvi mio caso.

dovrei fare un ampliamento e la giusta rappresentazione grafica di un fabbricato già inserito all'urbano. il fabbricato è la particella 156 con corte graffata di 406 mq (SN) e la particella a i terreni 512 di 14286 mq. (SN)
redigo il tipo mappale in variazione, nel contorno 7 inserisco la particella madre 156 e la derivata 156. preciso che il tipo è stato redatto con appoggio ai punti fiduciali.
dopo aver eseguito la proposta, confermata redigo il censuario "MAPPALE":

O 156 406MQ SN
V 156 406MQ SN. A 156 ENTE URBANO
O 512 14286MQ SN ULIVETO
S
C AAA 14240MQ SN ULIVETO
C BBB 43MQ SN A 156 ENTE URBANO
C CCC. 3MQ SN A 156 ENTE URBANO

dopo averlo salvato, modello formalmente corretto, inizio a predisporre l'atto di aggiornamento e nel quadro Controlli di Approvazione nonostante la scritta Esito dei controlli POSITIVO mi spunta questa scritta: la superficie 14286 della particella 512 dichiarata nel modello censuario differisce per oltre il 5% con la corrispondente superficie 1 mq rilevata nella proposta d'aggiornamento.

Ora non capisco dove sta l'inghippo e sarei grato se qualcuno potrebbe darmi una mano di auto perchè sono veramente 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