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
Hunting
Long Range Hunting & Shooting
Which 6.5
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="Rockfish Dave" data-source="post: 1191989" data-attributes="member: 14257"><p>I get what you are saying, but I went down a similar path before going with my wildcat. </p><p></p><p>For me it is 'close enough' and the incremental costs associated for the roughly extra 200 fps just didn't work out for me. That extra 200 fps would only gain me another 150-175 yards before it bled off the extra velocity to match the 6.5 SLR velocity at the barrel. Minimal impact on wind holds, etc...</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="" /><u><u><u><a href="http://s120.photobucket.com/user/Rockfish_Dave/media/264win%20drop.jpg.html" target="_blank"><img src="http://i120.photobucket.com/albums/o185/Rockfish_Dave/264win%20drop.jpg" alt="" class="fr-fic fr-dii fr-draggable " style="" /></a></u></u></u></p><p>Source: <u><a href="http://jbmballistics.com/ballistics/calculators/calculators.shtml" target="_blank">JBM - Calculations</a></u></p><p></p><p>Clearly it does for you, it's nice to have options.</p></blockquote><p></p>
[QUOTE="Rockfish Dave, post: 1191989, member: 14257"] I get what you are saying, but I went down a similar path before going with my wildcat. For me it is 'close enough' and the incremental costs associated for the roughly extra 200 fps just didn't work out for me. That extra 200 fps would only gain me another 150-175 yards before it bled off the extra velocity to match the 6.5 SLR velocity at the barrel. Minimal impact on wind holds, etc... [IMG]http://www.longrangehunting.com/forums/data:image/png;base64,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[/IMG][U][U][U][URL="http://s120.photobucket.com/user/Rockfish_Dave/media/264win%20drop.jpg.html"][IMG]http://i120.photobucket.com/albums/o185/Rockfish_Dave/264win%20drop.jpg[/IMG][/URL][/U][/U][/U] Source: [U][URL="http://jbmballistics.com/ballistics/calculators/calculators.shtml"]JBM - Calculations[/URL][/U] Clearly it does for you, it's nice to have options. [/QUOTE]
Insert quotes…
Verification
Post reply
Forums
Hunting
Long Range Hunting & Shooting
Which 6.5
Top