Wera Double Ended Open Spanner Metric, 232 mm Overall

Sous-total (1 unité)*

133,09 €

(TVA exclue)

161,04 €

(TVA incluse)

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1 +133,09 €

*Prix donné à titre indicatif

N° de stock RS:
201-2194
Référence fabricant:
05020264001
Fabricant:
Wera
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Marque

Wera

Size

30 x 32 mm

Unit of Measure

Metric

Sub Type

Double Ended

Product Type

Double Ended Open Spanner

VDE/1000V Approved

No

Head Type

Open Ended Insert

Material

Chromium Molybdenum Steel

Overall Length

232mm

Height Safe

No

Opening Angle

30°

Non-Sparking

Yes

Standards/Approvals

No

Non conforme

6002 Joker Double open-ended wrenches


High-quality, metric double spanner from Wera: Everything a wrench can do and so much more. Faster, better, more beautiful. A real Joker! The new generation of ring ratchet spanners. For hexagon screw heads and bolts. With holding function by a metal plate in the mouth, which reduces the risk of losing screws and sockets. With its extra hard teeth the exchangeable metal plate in the mouth secures screws and sockets and reduces the risk of slipping. The integrated end stop can prevent the screw head from slipping down and allows to apply high torques. The double hexagon geometry ensures a positive connection with the screw or bolt and thus reduces the risk of slipping. A back-pivoting angle of only 30 ° avoids time-consuming rotating of the wrench while screwdriving. The special forge geometry sees to a high torque transmission and high bending stiffness. Made of high-performance chromium molybdenum steel with nickel-chromium coating for high corrosion protection. With Take it easy tool finder: colour coding by size.

Practical holding function thanks to the metal plate in the jaw

Limit stop prevents any slipping

The double-hex geometry reduces the risk of slipping

Return angle of only 30°

With Take it easy tool finder: colour coding by size

6002 Joker Double open-ended wrenches, 30 x 32 x 305 mm

Limit stop prevents any slipping

It has return angle of 30°

It prevents slipping off of the fastener head with its integrated limit stop

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