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28 nosler
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<blockquote data-quote="breakshntr" data-source="post: 1280272" data-attributes="member: 93027"><p>From a manageable recoil stand point I can sure see a valid point, though somewhat of a waist of caliber potential. After all when a critter is laying down dead in the dirt its hard to wish you killed them even deader.</p><p> Anyway back on track a bit. I emailed Berger last night about load data specifically for their 195 EOL. Was hoping that the had done some messing around with longer throated 28 Nosler and would pass on some data, but as I figured they promptly got back to me and gave me their load data. Loaded to SAMMI specs understandably. </p><p> From Berger for what its worth.</p><p><img 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" alt="" class="fr-fic fr-dii fr-draggable " style="" /></p></blockquote><p></p>
[QUOTE="breakshntr, post: 1280272, member: 93027"] From a manageable recoil stand point I can sure see a valid point, though somewhat of a waist of caliber potential. After all when a critter is laying down dead in the dirt its hard to wish you killed them even deader. Anyway back on track a bit. I emailed Berger last night about load data specifically for their 195 EOL. Was hoping that the had done some messing around with longer throated 28 Nosler and would pass on some data, but as I figured they promptly got back to me and gave me their load data. Loaded to SAMMI specs understandably. From Berger for what its worth. [IMG]http://www.longrangehunting.com/forums/data:image/png;base64,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[/IMG] 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