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PMS 4 LMLH
Set
4 mm system
Product PMS 4 LMLH
description Laboratory test lead holder with 10 measuring leads from 4 mm safety
system.
- LMLH 50
Laboratory test lead holder with 30 plastic brackets and fastening kit for up
to 100 measuring leads.
- MLN 100/1
Safety test lead with 4 mm safety plugs on both sides with onward
connection capability. (length: 100 cm)
Please find further technical details on individual product data sheets.
Articlenummer 972604001
technical data
scope of delivery 1 x Laboratory test lead holder for up to 100 measuring leads
2 x measuring lead MLN 100/1 black (934 062-100)
2 x measuring lead MLN 100/1 red (934 062-101)
2 x measuring lead MLN 100/1 blue (934 062-102)
2 x measuring lead MLN 100/1 yellow (934 062-103)
2 x measuring lead MLN 100/1 green (934 062-104)
stand: 04.07.2018
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