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Long Range Hunting & Shooting
what do you guys think about the scope ziess 4.5x14x44 z800
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<blockquote data-quote="Sperz208" data-source="post: 518396" data-attributes="member: 27519"><p>I would say everything looks good from where im at. Just develop your load anduse the zeiss. calculator <a href="http://www.zeiss.com/sports" target="_blank">Welcome to Carl Zeiss Optical, Inc.</a> this is what the cal looks like after you input all your data. </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="Sperz208, post: 518396, member: 27519"] I would say everything looks good from where im at. Just develop your load anduse the zeiss. calculator [url=http://www.zeiss.com/sports]Welcome to Carl Zeiss Optical, Inc.[/url] this is what the cal looks like after you input all your data. [IMG]http://www.longrangehunting.com/forums/data:image/png;base64,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[/IMG] 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what do you guys think about the scope ziess 4.5x14x44 z800
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