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BRILLIANT TOOLS
1/2" Teleskop-Umschaltknarre
-
Artikel-Nr.:
BT022992
-
EAN:
4042146844960
- nach DIN 3120 gefertigt
- sehr robust
- hohe Kraftübertragung bei geringem Krafteinsatz
- kraftsparend
- vielseitig einsetzbar
- verlängerbar bis 60 cm
- zum Lösen oder Anziehen von Schrauben und Muttern
- Rechts-/Linkslauf durch Hebel umschaltbar
- Druckknopfauslösung
- Rückschwenkwinkel 5°
Die
BRILLIANT TOOLS Teleskop-Umschaltknarre
1/2" (12,5 mm) BT022992 ist für
den Einsatz von Stecknüssen und Verbindungsteilen mit Vierkant nach DIN
3120 - C 12,5, ISO 1174 und Kugelfangrille gefertigt. Der
Teleskopschaft lässt sich durch Betätigung der Ringsicherung in 5
Positionen arretieren,
so dass sich die Länge der Knarre im Bereich von
460 - 60 cm variabel einstellen lässt. Durch die Ratschenfunktion mit
einer Feinverzahnung von 72 Zähnen und einem Rückschwenkwinkel von 5°
können metrische Schraubfälle auch in engsten Räumen zeitsparend
durchgeführt werden.
Per Hebelumschaltung wird die handschonende Knarre
auf Rechts- oder Linkslauf gestellt.
Mittels der Druckknopfauslösung
können Stecknüsse und Verlängerungen schnell und komfortabel gelöst oder
aufgesteckt werden.
Die Druckknopfauslösung verhindert zudem ein
ungewolltes Lösen einer Steck-Verbindung.
Der 2-Komponentengriff ist mit
einem Aufhängeloch versehen.
Die Oberfläche ist matt verchromt.
einmaliger Sonderpreis
![Bildergebnis für prozentzeichen](data:image/jpeg;base64,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)