Profissional
Serralheiro, Carpinteiro, Electricista
Trinco eléctrico para barras anti-pânico
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Alimentação: 12 -24 V AC/DC
- Dimensões: 155x45x35(mm)
- Normalmente fechado (NC)
- Sinal de estado de porta aberta/fechada
- Aplicável em barras anti-pânico
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)
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