TOOL-0160
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)
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)
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)
| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 1 | 6.67€ | 7.94€ |
| 2 - 2 | 6.33€ | 7.53€ |
| 3 - 4 | 6.00€ | 7.14€ |
| Menge | U.P | |
|---|---|---|
| 1 - 1 | 6.67€ | 7.94€ |
| 2 - 2 | 6.33€ | 7.53€ |
| 3 - 4 | 6.00€ | 7.14€ |
Lieferung in 2-3 Tagen, mit Postverfolgung!
TOOL-0160. Länge: 145mm. Konfiguration: Schlitzschraubendreher. Abmessungen: Schraubendreherschaftlänge 75 mm, Flachprofil 3 x 0,5 mm. Funktion: Elektriker-Schraubendreher, Isolierung bis 1000V. Bestandsmenge aktualisiert am 12/01/2025, 15:25.
Gleichwertige Produkte :
TOOL-0162
Länge: 185mm. Konfiguration: Schlitzschraubendreher. Abmessungen: Schraubendreherschaftlänge 100 m...
Länge: 185mm. Konfiguration: Schlitzschraubendreher. Abmessungen: Schraubendreherschaftlänge 100 mm, Flachprofil 4 x 0,8 mm. Funktion: Elektriker-Schraubendreher, Isolierung bis 1000V
Länge: 185mm. Konfiguration: Schlitzschraubendreher. Abmessungen: Schraubendreherschaftlänge 100 mm, Flachprofil 4 x 0,8 mm. Funktion: Elektriker-Schraubendreher, Isolierung bis 1000V
TOOL-0163
Länge: 225mm. Konfiguration: Schlitzschraubendreher. Abmessungen: Schraubendreherschaftlänge 125 m...
Länge: 225mm. Konfiguration: Schlitzschraubendreher. Abmessungen: Schraubendreherschaftlänge 125 mm, Flachprofil 5,5 x 1 mm. Funktion: Elektriker-Schraubendreher, Isolierung bis 1000V
Länge: 225mm. Konfiguration: Schlitzschraubendreher. Abmessungen: Schraubendreherschaftlänge 125 mm, Flachprofil 5,5 x 1 mm. Funktion: Elektriker-Schraubendreher, Isolierung bis 1000V
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Lieferung in 2-3 Tagen, mit Postverfolgung!
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