Hisco #:32501HD-28725
MFG #:32501HD
Item must be ordered in multiples of 1
| Quantity | Price | Save |
|---|---|---|
| 1 | 53.00 | |
| 3 | 50.27 | Save |
| 9 | 47.81 | Save |
The Klein Tools 32501HD components of the KNECT™ Impact Pass Through and Deep-Well Flip Socket Set are compatible with the 90-tooth pass through ratchet, offering minimal arc swing for tight-space ratcheting. Each impact flip socket features two coaxial sockets in one. Also comes in a compact, modular storage system with a clear lid that is compatible with MODbox™ and stackable with other cases of similar design.
Klein Tools 32501HD Features:- Multi-purpose adapter makes the sockets compatible with the Klein KNECT™ system for unlimited driving potential
- Five deep well, color-coded, impact flip sockets, eight color-coded low profile sockets, and six adapters for maximum flexibility
- Set includes a pass through ratchet, 1/4 x 5/16, 3/8 x 7/16, 1/2 x 9/16, 5/8 x 3/4, and 11/16 x 13/16 inch deep well sockets, and 1/4, 9/32, 5/16, 11/32, 3/8, 7/16, 1/2, 9/16-Inch low-profile sockets
- Three smallest sockets (1/4-Inch to 9/16-Inch) are stackable on 650QSAL shaft to quickly change socket sizes and reduce the number of tools needed
- Klein KNECT™ specialized square drive adapters compatible with Klein Tools Pass Through Socket Wrench (Cat. No. 65400) and any 3/8-Inch square drive ratchet
- Small parts storage tray inside the case to secure loose fasteners, washers and extra bits
- Compact, modular storage system with a clear lid is compatible with MODbox™ and stackable with other cases of its similar design
- All components are compatible with the 90-tooth pass through ratchet with minimal arc swing for ratcheting in tight spaces
- Application: Hex Driving
- Material: Impact-Rated Steel
- Drive Size: 1/4'', 3/8''
- Socket Size: Deep Well: 1/4 '' x 5/16'', 3/8'' x 7/16'', 1/2'' x 9/16'', 5/8'' x 3/4'', 11/16'' x 13/16''; Low
- Socket Depth: Deep Well, Low-Profile Pass Through
- Number of Points: 6
- Number of Pieces: 20
- Standard: SAE
- Included: 90-Tooth Pass-Through Ratchet, (13) Sockets, (6) Adapters, Case
Product Description
The Klein Tools 32501HD components of the KNECT™ Impact Pass Through and Deep-Well Flip Socket Set are compatible with the 90-tooth pass through ratchet, offering minimal arc swing for tight-space ratcheting. Each impact flip socket features two coaxial sockets in one. Also comes in a compact, modular storage system with a clear lid that is compatible with MODbox™ and stackable with other cases of similar design.
Klein Tools 32501HD Features:- Multi-purpose adapter makes the sockets compatible with the Klein KNECT™ system for unlimited driving potential
- Five deep well, color-coded, impact flip sockets, eight color-coded low profile sockets, and six adapters for maximum flexibility
- Set includes a pass through ratchet, 1/4 x 5/16, 3/8 x 7/16, 1/2 x 9/16, 5/8 x 3/4, and 11/16 x 13/16 inch deep well sockets, and 1/4, 9/32, 5/16, 11/32, 3/8, 7/16, 1/2, 9/16-Inch low-profile sockets
- Three smallest sockets (1/4-Inch to 9/16-Inch) are stackable on 650QSAL shaft to quickly change socket sizes and reduce the number of tools needed
- Klein KNECT™ specialized square drive adapters compatible with Klein Tools Pass Through Socket Wrench (Cat. No. 65400) and any 3/8-Inch square drive ratchet
- Small parts storage tray inside the case to secure loose fasteners, washers and extra bits
- Compact, modular storage system with a clear lid is compatible with MODbox™ and stackable with other cases of its similar design
- All components are compatible with the 90-tooth pass through ratchet with minimal arc swing for ratcheting in tight spaces
- Application: Hex Driving
- Material: Impact-Rated Steel
- Drive Size: 1/4'', 3/8''
- Socket Size: Deep Well: 1/4 '' x 5/16'', 3/8'' x 7/16'', 1/2'' x 9/16'', 5/8'' x 3/4'', 11/16'' x 13/16''; Low
- Socket Depth: Deep Well, Low-Profile Pass Through
- Number of Points: 6
- Number of Pieces: 20
- Standard: SAE
- Included: 90-Tooth Pass-Through Ratchet, (13) Sockets, (6) Adapters, Case
Technical Information
Item must be ordered in multiples of 1


