![beha amprobe logo beha amprobe logo](userfiles/images/Beha-Amprobe%20Icons/Beha-Amprobe%20logo.jpg)
Testerul fără contact a fost dezvoltat pentru verificari de voltaj pe cabluri izolate şi conductori.
Caracteristici principale:
- Detectare voltaj AC fără contact şi audio
- Detectare precisa şi rapida a cablurilor deteriorate
- Avertizare vizuala pentru campuri magnetice detectate
- Compact şi mic, potrivit pentru orice buzunar
![](data:image/png;base64,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)
Pachetul de livrare contine:
- 1 tester 2050-D MAGNO-VOLTfix
- 2 baterii 1.5V LR03
- Manual de utilizare