Forums
New posts
Search forums
What's new
Articles
Latest reviews
Author list
Classifieds
Log in
Register
What's new
Search
Search
Search titles and first posts only
Search titles only
By:
New posts
Search forums
Menu
Log in
Register
Install the app
Install
Forums
Rifles, Reloading, Optics, Equipment
Long Range Scopes and Other Optics
diy zero stop
JavaScript is disabled. For a better experience, please enable JavaScript in your browser before proceeding.
You are using an out of date browser. It may not display this or other websites correctly.
You should upgrade or use an
alternative browser
.
Reply to thread
Message
<blockquote data-quote="CogburnR" data-source="post: 1059799" data-attributes="member: 29174"><p>I have thought about simply making a gauge to measure if the turret is on the correct revolution. It should be fairly easy to make a right angle gauge out of something and cut it so when the turret is set at zero on the correct revolution the gauge rests on top of the turret and scope tube. Something like a carburetor float gauge. </p><p><a href="http://www.amazon.com/dp/B004N0HSKI/?tag=lrhmag19-20" target="_blank">http://www.amazon.com/dp/B004N0HSKI/?tag=lrhmag19-20</a></p><p></p><p><img src="http://www.longrangehunting.com/forums/data:image/jpeg;base64,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" alt="" class="fr-fic fr-dii fr-draggable " style="" /></p></blockquote><p></p>
[QUOTE="CogburnR, post: 1059799, member: 29174"] I have thought about simply making a gauge to measure if the turret is on the correct revolution. It should be fairly easy to make a right angle gauge out of something and cut it so when the turret is set at zero on the correct revolution the gauge rests on top of the turret and scope tube. Something like a carburetor float gauge. [URL]http://www.amazon.com/dp/B004N0HSKI/?tag=lrhmag19-20[/URL] [IMG]http://www.longrangehunting.com/forums/data:image/jpeg;base64,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[/IMG] [/QUOTE]
Insert quotes…
Verification
Post reply
Forums
Rifles, Reloading, Optics, Equipment
Long Range Scopes and Other Optics
diy zero stop
Top