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  Catalogo » Naildesign » Gancetto FIMO 91 Farfalla Nera + Vasetto Trasparente
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Gancetto FIMO 91 Farfalla Nera + Vasetto Trasparente
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Gancetto FIMO 91 Farfalla Nera + Vasetto Trasparente
Numero di catalogo fimo91sgt3_6
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 .

 

01 jpg
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Esempio di decorazione con FIMO



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Questo prodotto e stato aggiunto: 03 czerwiec 2009.
Pagina precedente Prodotto 227 da 1521
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145 - Table './naildesign_roboczy/counter' is marked as crashed and should be repaired

select startdate, counter from counter

[TEP STOP]

1062 - Duplicate entry '6_usucache_cPath' for key 'PRIMARY'

INSERT INTO `usu_cache` (cache_name, cache_data, cache_date) VALUES ('6_usucache_cPath', 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', '2026-07-01 21:33:09')

[TEP STOP]