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Karuzela z cyrkoniami - 12 r贸偶nych wzor贸w
12 przegr贸dek z pi臋knymi srebrnymi cyrkoniami
Cyrkonie to doskona艂a ozdoba dla stylistek, kt贸re chc膮 uzyska膰 perfekcyjny i niepowtarzalny efekt w zdobieniu paznokci
Najbardziej efektowna ozdoba, kt贸r膮 wykorzystasz przy zdobieniu 偶elem i akrylem, a tak偶e do dekoracji naturalnej p艂ytki paznokcia.
Stw贸rz sw贸j w艂asny design !!!

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Data dodania produktu: 29 pa藕dziernik 2018. |
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| Karuzela z cyrkoniami
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Karuzela z owalnymi cyrkoniami - ciemno - 偶贸艂te - owc10 |
21,99 PLN |
| Karuzela z cyrkoniami
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W sumie ok. 350 sztuk!!!
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| Karuzela z cyrkoniami
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W sumie ok. 350 sztuk!!!
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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 '4_usucache_cPath' for key 'PRIMARY'
INSERT INTO `usu_cache` (cache_name, cache_data, cache_date) VALUES ('4_usucache_cPath', 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', '2025-12-16 23:16:29')
[TEP STOP]
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