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MIR Centrum Komputerowe
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Informacje o produkcie
Bezpiecznik 10A 5x20mm superszybki,ceramiczny
Cena produktu: 3,90 zł
Zamawiana ilość:  
Bezpiecznik 10A 5x20mm superszybki,ceramiczny
Numer katalogowy 10137
Stan magazynowy 0
Kupując ten produkt otrzymujesz od nas 0.39 punktów które odpowiadają kwocie: 0,16 zł.
Zebrane punkty można wykorzystać do zakupu produktów w naszym sklepie.
Dotyczy to tylko Klientów zarejestrowanych w naszym sklepie.
Opis produktu
ZKSS-10A
Typ bezpiecznika: topikowy, superszybki
Rozmiar bezpiecznika: 5x20mm
Napięcie znamionowe: 250 V AC
Pokrycie styku: niklowany
Materiał styku: mosiądz
Recenzje
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w kategorii Podzespoły Elektroniczne
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02 października 2026
1112281 wywołań od 24 stycznia 2026
Copyright © MIR Centrum Komputerowe Mirosław Ramczyk 2026
1062 - Duplicate entry '1_usucache_cPath' for key 'PRIMARY'

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', '2026-10-02 21:23:40')

[TEP STOP]