#0 Phillips Pocket Clip Screwdriver, 2-1/2-Inch Round Shank
Hisco #:P12-28725
MFG #:P12
$
Manufacturer Lead Time When Not In Stock: 120 days
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1
The Klein Tools P12 is a pocket clip screwdriver with a material of blade:steel.
The Klein Tools P12 Features:- Round-shank, Phillips-tip screwdriver with convenient pocket clip
- Tough amber, smooth comfordome handle fits in the palm of the hand comfortably
- Chrome-plated shaft helps prevent corrosion
- Internal flanges provide solid, twist-resistant shaft anchor
- Nickel-chrome, precision-forged and polished blades with black tips
- Meets or exceeds applicable ASME/ANSI specifications
- Product Type: Pocket Clip
- Drive Type: Phillips
- Handle Type: Smooth Comfordome
- Shank Type: Straight
- Tip Size: #0
- Material: Blade:Steel
- Material Category: Metal
- Handle Length: 2-1/2in
- Shank Length: 2-1/2in
- Finish: Nickel Chrome
- ESD Safe (Yes/No): No
- Standards Met: ASME, ANSI
Product Description
Technical Information
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Product Description
The Klein Tools P12 is a pocket clip screwdriver with a material of blade:steel.
The Klein Tools P12 Features:- Round-shank, Phillips-tip screwdriver with convenient pocket clip
- Tough amber, smooth comfordome handle fits in the palm of the hand comfortably
- Chrome-plated shaft helps prevent corrosion
- Internal flanges provide solid, twist-resistant shaft anchor
- Nickel-chrome, precision-forged and polished blades with black tips
- Meets or exceeds applicable ASME/ANSI specifications
- Product Type: Pocket Clip
- Drive Type: Phillips
- Handle Type: Smooth Comfordome
- Shank Type: Straight
- Tip Size: #0
- Material: Blade:Steel
- Material Category: Metal
- Handle Length: 2-1/2in
- Shank Length: 2-1/2in
- Finish: Nickel Chrome
- ESD Safe (Yes/No): No
- Standards Met: ASME, ANSI
Technical Information
Brand: Klein Tools
Weight: 0.04
Country Of Origin: US
UPC Code: 00092644321191
$
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1