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)
Cartridge Overall Length Gauge
New
965887
If you have a cleaning rod and a set of calipers,
you can now determine the optimum OAL for any bllt in less than two minutes.
This simple kit consists of two clamps that easily
attach to any cleaning rod, 1/4" in diameter, or less.
Simply install the appropriate size tip on the end of your cleaning rod,
insert the cleaning rod to the bolt face, install one clamp, remove the bolt and
drop in a bllt(projectile only) into the chamber. Hold the bllt against the rifling with
a pencil, touch the bllt tip with the cleaning rod tip and install the other clamp.
Now measure the inside distance between the two clamps with a calipers and
record, or use as a gauge to check the seating depth set-up
during your reloading sequence. Works on all rfls.
Cartridge Overall Length Gauge
New
965887
If you have a cleaning rod and a set of calipers,
you can now determine the optimum OAL for any bllt in less than two minutes.
This simple kit consists of two clamps that easily
attach to any cleaning rod, 1/4" in diameter, or less.
Simply install the appropriate size tip on the end of your cleaning rod,
insert the cleaning rod to the bolt face, install one clamp, remove the bolt and
drop in a bllt(projectile only) into the chamber. Hold the bllt against the rifling with
a pencil, touch the bllt tip with the cleaning rod tip and install the other clamp.
Now measure the inside distance between the two clamps with a calipers and
record, or use as a gauge to check the seating depth set-up
during your reloading sequence. Works on all rfls.
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We are unable to accept returns on used, fitted, or altered parts.
Returns must be in new, unused condition and in their original packaging.