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)
Vi propone:
"Tela fine cotone/poliestere preparazione universale"
GRANA FINE
MARCA PIERACCINI ref.569
(P.E.R. Belle Arti)
Descrizione:
Tela per dipingere preparazione universale
Tela fine cotone/poliestere, grana fine
H 210 cm. - AL METRO LINEARE
gr/mq 326
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Approfitta di questo affare!!
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Sconti Su Spedizioni "Multiple"
Se acquisti più oggetti il prezzo di spedizione e imballaggio può non aumentare.
Le spese di spedizione indicate nell'inserzione si intendono riferite all'aquisto di un solo pezzo.
Stesso prezzo per tutta italia (isole comprese).
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)
NEL CASO DI
ACQUISTI MULTIPLI SI CONSIGLIA DI CHIEDERE L'AMMONTARE ESATTO DELLE
SPESE DI SPEDIZIONE PRIMA DI PROCEDERE ALL'ACQUISTO.
NEL CASO L'ACQUIRENTE SCELGA UN METODO DI SPEDIZIONE NON
TRACCIABILE, LO STESSO SI ASSUME OGNI RESPONSABILITA' DERIVANTE DA EVENTUALI SMARRIMENTI DURANTE IL TRASPORTO.
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)