- Duplexklemme
- Konstruktion A4
- mit den Duplexklemmen kann man Ösen oder Kauschen durch die Schraubverbindung fertigen
- der Vorteil der Duplexklemme besteht darin, dass das Seilende in der Klemme verschwindet, sodass keine Verletzungsgefahr besteht.
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)
Seildurchmesser mm
| d
| b2
| h1
| h2
| l
|
---|
2
| M4
| 12,6
| 5,0
| 14
| 30
| 3
| M4
| 14,0
| 7,0
| 14
| 35
| 4
| M5
| 17,0
| 7,0
| 17
| 40
| 5
| M5
| 21,0
| 8,5
| 17
| 50
| 6
| M6
| 25,0
| 10,0
| 23
| 60
| 8
| M8
| 31,0
| 14,0
| 25
| 75
| Alle Angaben in mm |