![AT-2032E logo](http://82.76.147.24userfiles/images/1.%20Masuratori%20de%20uz%20general/Locatoare%20de%20trasee%20cabluri/AT-2032E/Beha-Amprobe%20logo.jpg)
Set sonde testare PSK 2, varf de 2mm, versiune scurta
Caracteristici generale:
- Dimensiune: 102 x 10 mm
- Valoare curent incarcare 16A
- Categorie de masurare CAT III/1000 V,
CAT IV/600 V (cu capac protector)
- Categorie de masurare CAT II/1000 V (fără capac protector)
![](data:image/png;base64,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)
Pachetul de livrare contine:
- 1 PSK 2, gri/rosu (cu capac protector)
1 sonda test PSK 2, gri/negru (cu capac protector)