Constructed with a large diameter soft grip handle, the STANLEY® CUSHION GRIP™ Screwdriver Phillips Slotted Set of 10pc is built for exceptional comfort, especially when carrying out repetitive professional work.
Engineered from high-strength, chrome vanadium steel to reduce the chance of tip breakage, this high quality screwdriver is suitable for demanding high torque applications.
The STANLEY® CUSHION GRIP™ Screwdriver Phillips Slotted Set of 10 pc is designed to improve screw retention, and at the same time, enhance durability, reliability and product life.
The handle is moulded directly to the bar for extra strength and a virtually unbreakable bond.
And thanks to the clearly-marked tip ID on the handle, users can easily identify the correct screwdriver for each job.

Features:

LARGE DIAMETER HANDLE: Which offers great torque needed for driving wood screws.
ANTI-RUST: Nickel plated bar protects from rusting.
PRODUCT ID: On the handle allows for self selection at POS.
MAGNETIC TIPS: Easy pick up and screw locator.
SMOOTH DOMED END: Ensures fast spinning action with speed and comfort.
SOFT GRIP HANDLE: Perfect combination of great grip plus reduces fatigue.

Size Includes:

Slot head 8 x 150mm: Larger handle, longer length, for maximum torque.
Slot head 6.5 x 150mm: Standard tip for use in cabinet making.
Slot head 5 x 100mm: Pick the largest screwdriver which will fit the screw slot and which feels comfortable.
Slot head 3 x 75mm: For small gauge screws.
Slot head 6.5 x 45mm: Standard screwdrivers are ideal for use in confined spaces where maximum torque is required.
Phillips head No.3 x 150mm: For work on No.3 point Phillips Head screws.
Philips head No.2 x 100mm: For work on No.2 point Phillips Head screws commonly found in household appliances.
Philips head No.1 x 100mm: For work on No.1 point Phillips Head screws commonly found in household appliances.
Philips head No.0 x 60mm: For No.0 screws commonly found in household appliances.
Philips head No. 2 x 45mm: For work on No.2 point Phillips Head screws. For confined spaces.