Salve, sto riscontrando un'anomalia in "Gestione degli Elaborati". Sostanzialmente una volta inserite correttamente le planimetrie non appare la possibilità di specificare meglio le caratteristiche dei poligoni utilizzando il pulsante POLIGONI, visto che il medesimo non funziona. Nello screen che mando ho censurato alcune aree, ma la planimetria è correttamente visualizzata e inserita nel foglio.

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[/img]