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Stojak na 6 frez贸w Plexi Profesjonalny i praktyczny stojak na frezy usprawni Twoj膮 prac臋 w salonie oraz pomo偶e zachowa膰 艂ad i porz膮dek na stanowisku pracy. Stanowi po艂膮czenie materia艂贸w wysokiej jako艣ci oraz ergonomii z perfekcj膮 niemieckiej technologii. Pomie艣ci a偶 6 frez贸w o 艣rednicy 2,2cm, bardzo stabilny. Kolor: prze藕roczysty Wymiary: 6,4cm x 4,7cm wys.: 1,1cm Cena stojaka nie obejmuje frez贸w widocznych na zdj臋ciu.
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Data dodania produktu: 10 luty 2008. |
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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 04:15:19')
[TEP STOP]
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