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  CatalogoNailart - Decorazione - Brillantini HoloFimoGancetto FIMO 138 Fiorellino + Vasetto Trasparente
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Gancetto FIMO 138 Fiorellino + Vasetto Trasparente
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Gancetto FIMO 138 Fiorellino + Vasetto Trasparente
Numero di catalogo 138-sgt5_10
Produttore Naildesign
Descrizione
Link

 

Ornamenti realizzati in gomma flessibile FIMO puoi mescolare sia in gel e acrilico . Decorazioni sono realizzate in modo tale da poter essere facilmente limato se sporgono - e ancora non perdere il pattern .

 

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Esempio di decorazione con FIMO



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Questo prodotto e stato aggiunto: 07 wrzesie艅 2009.
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55270158 Aperto da 25 marzec 2004
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', '2025-09-18 13:37:51')

[TEP STOP]