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Long Range Hunting & Shooting
What is the quickest most foolproof windage method?
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<blockquote data-quote="Scot E" data-source="post: 607579" data-attributes="member: 10832"><p><img src="http://www.smithenterprise.com/imagesprod/TMR_Subtensions02.gif" alt="" class="fr-fic fr-dii fr-draggable " style="" /><img src="http://www.opticsbestbuy.com/Shared/Images/Leupold/Leupold-TMR-Reticle.gif" alt="" class="fr-fic fr-dii fr-draggable " style="" />Here ya go</p><p></p><p><img src="http://www.longrangehunting.com/forums/data:image/png;base64,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" alt="" class="fr-fic fr-dii fr-draggable " style="" /></p></blockquote><p></p>
[QUOTE="Scot E, post: 607579, member: 10832"] [IMG]http://www.smithenterprise.com/imagesprod/TMR_Subtensions02.gif[/IMG][IMG]http://www.opticsbestbuy.com/Shared/Images/Leupold/Leupold-TMR-Reticle.gif[/IMG]Here ya go [IMG]http://www.longrangehunting.com/forums/data:image/png;base64,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[/IMG] [/QUOTE]
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What is the quickest most foolproof windage method?
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