Pnömatik Te (Mavi) - Firetech
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EPE04
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36,47 TL
Pnömatik Te (Mavi) - Firetech
Aynı ölçülü pnömatik hortumları birbirine bağlamaya yarayan ara ek te bağlantı elemanıdır.
![](data:image/png;base64,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)
Aynı ölçülü pnömatik hortumları birbirine bağlamaya yarayan ara ek te bağlantı elemanıdır.
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