
CL-2000 Lever Start DC Electric Torque Driver with 4.0mm Hex Drive, 2.72-27.2 ozf/in
Hisco #:64107-27310
MFG #:64107
Our Price: $800.45 EA
List Price: Available to Order - 0 on Hand
Manufacturer Estimated Lead Time When Not In Stock: 23 days
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1
| Quantity | Price | Save |
|---|---|---|
| 1 | 800.45 | |
| 3 | 783.56 | Save |
The ASG 64107 is a Series CL electric screwdriver with a maximum speed of 680.
The ASG 64107 Features:- Light torque, small screw applications
- #1 (2 mm) screws and smaller
- 4.0 mm drive model offers greatest flexibility for small fasteners or vacuum pick-up applications
- Locking torque nut standard on cl-2000
- Small-size
- 2.72 to 27.2 ozf.in
- 4.0 mm drive
- Lever start
- 4 ft detachable cord
- Series: CL
- Product Type: Small-Size DC
- Drive Size: 4mm
- Corded/Cordless: Corded
- Maximum Speed: 680rpm
- Minimum Torque: 0.02N/m
- Maximum Torque: 0.2N/m
- Reversible (Yes/No): No
- Handle Style: Inline
- Overall Length: 6.5in
Product Description
Technical Information
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Product Description
WARNING: Cancer and Reproductive Harm - www.P65Warnings.ca.gov
The ASG 64107 is a Series CL electric screwdriver with a maximum speed of 680.
The ASG 64107 Features:- Light torque, small screw applications
- #1 (2 mm) screws and smaller
- 4.0 mm drive model offers greatest flexibility for small fasteners or vacuum pick-up applications
- Locking torque nut standard on cl-2000
- Small-size
- 2.72 to 27.2 ozf.in
- 4.0 mm drive
- Lever start
- 4 ft detachable cord
- Series: CL
- Product Type: Small-Size DC
- Drive Size: 4mm
- Corded/Cordless: Corded
- Maximum Speed: 680rpm
- Minimum Torque: 0.02N/m
- Maximum Torque: 0.2N/m
- Reversible (Yes/No): No
- Handle Style: Inline
- Overall Length: 6.5in
Technical Information
Brand: ASG
Weight: 1.32
Country Of Origin: JP
Harmonized Code: 8467.29.0090
Our Price: $800.45 EA
List Price: Available to Order - 0 on Hand
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1

