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półki wiszące
KATALOG PRZEDSZKOLNY 2024 str. 6 KOLORYSTYKA2161

Półka wisząca EMI' 24 pozioma

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Cena sprzedaży 405,90 zł
szer./głęb/wys.: 102,6 x 28 x 33,6 cm :405,90 zł (płyta)
szer./głęb/wys.: 120 x 28 x 33,6 cm :479, 70zł ( płyta )
szer./głęb/wys.: 149,3 x 30 x 40,8 cm :442,80 zł ( stell )
płyta w kolorze standard : brzoza , dąb negano , popiel lub buk , pozostałe kolory dopłata + 15 %
Opis

Wykonanie: Konstrukcja półki wykonana z płyty wiórowej laminowanej o grubości 18 mm w klasie E1 oklejonej obrzeżem PCV. W przypadku opcji metalowej, stelaż wykonany z kształtownika 25 x 25 x 1,5 mm.

 

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

Opinie

Nikt jeszcze nie recenzował tego produktu.