fdmOperations
3/8 Inch Drive Socket Trays (sockets not included)
3/8 Inch Drive Socket Trays (sockets not included)
Standard: 1/4in - 1in (15pc)
Metric: 6mm - 24mm (19pc)
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*SOCKETS NOT INCLUDED
These socket organizers have a complete (no skips) size range from 1/4" to 1", and from 6mm to 24mm, and are designed to fit any 3/8" drive chrome sockets. Each organizer comes with a center mounted handle allowing for easy removal and transportation of any of your socket sets from toolbox to work area.
Fits:
- Almost Any 3/8" Drive Chrome Sockets
Is Ideal For:
- Standard: TEKTON 3/8 Inch Drive 6-Point Socket Set with Rail, 15-Piece (1/4-1 in.)
- Metric: TEKTON3/8 Inch Drive 6-Point Socket Set with Rail, 19-Piece (6-24 mm)
These sets can be purchased in 2 color schemes:
- Standard: BLACK -- Metric:RED (TEKTON's Standard)
-
Standard: RED -- Metric:BLACK (almost everyone else's standard)
If you have any special requests regarding color schemes (ex: all black or all red), please email contact@fdmoperations.com.
The Deep and shallow socket trays are identical except for the handle, which is taller on the deep socket version and shorter on the shallow socket version.
Specifications
Standard Sizes: 1/4" - 1" (NO SKIPS)
1/4", 9/32", 5/16", 11/32", 3/8", 7/16", 1/2", 9/16", 5/8", 11/16", 3/4", 13/16", 7/8", 15/16", 1"
Metric Sizes: 6mm - 24mm (NO SKIPS)
6mm, 7mm, 8mm, 9mm, 10mm, 11mm, 12mm, 13mm, 14mm, 15mm, 16mm, 17mm, 18mm, 19mm, 20mm, 21mm, 22mm, 23mm, 24mm
Physical Dimensions [in]:
Key Features
- Complete, no skip size compartments.
- Easy-to-read, concise organization.
- Carry handles for easy toolbox removal.
- Gridfinity Compatible
Gridfinity Compatibility
Gridfinity is an open source standard organization platform that is used in many toolbox organization trays and storage solutions. These socket organizers have a grid pattern on on the bottom that allows them to mate with gridfinity organization grids. If you are unfamiliar with Gridfinity, That's OK!, these organizers in no way require it.
More about Gridfinity can be found here.
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