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My Range Card

Below is a picture of my range card. I am posting it to show it to you guys and am experimenting on posting pics at the same time so I'm killing two birds with one pellet you could say 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 This is for my Benjamin Discovery I got the calculations off of Sterlok and chairgun. I made it off of Office suite X with card stock and then laminated it. I got the idea from " AirArmshuntingsa" so i can't take all the credit.
Leo :)
 
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I did the same thing for my FX Royale 400. I shoot mainly two pellets: JSB 8gr and 10gr. I only use the middle setting on the power wheel so I chronied the rifle using those two pellets. I set my zero for 30 yards and put the info into Chairgun. So if I am shooting the 10grs and I run out, all I have to do is rezero with the 8grs and I'm back in busines. No more guessing on "Holdover." 

Keith.
 
Hi
I shoot FT and this is my ckicking chart, it takes a few hours to figure out on the range. Oh this is for my Steyr LG 110 FT and the scope is a Nikko Stirling Diamond.

One thing I do like is that all my distances does not even move out of the 0 minute.10m - 10m - 0.8.3 11m - 0.8.0 12m - 0.6.0 13m - 0.4.4 14m - 0.3.5 15m - 0.2.4 16m - 0.2.4 17m - 0.1.5 18m - 0.1.5 19m - 0.1.3 20m - 0.0.5 21m - 0.0.5 22m - 0.0.5 23m - 0.0.0 24m - 0.0.0 25m - 0.0.0 27m - 0.0.0 29m - 0.0.2 33m - 0.0.2 37m - 0.0.4 42m - 0.1.7 46m - 0.3.3 50m - 0.4.1 52m - 0.4.2
 
"spysir" I used to like the chairgun program before it got to complicated, printed out nice charts that fit into the rear flip up scope cover, very hanide.:




John
I also use chairgun for that (scope caps). Actually I used chairgun for the reticle in my range card.....(and all the inputted data is via chairgun).

Chairgun: 

Strelok Pro: 

 
KY, a little tip to simplify your process. I notice that your range card includes multiple elevation angle hold-offs. May I suggest that you obtain a tilt-technology rangefinder? Such an instrument returns true horizontal distance per se (regardless of the inclination / declination angle). In geometric terms, the distance is always the x-axis, not the hypotenuse. This way, you can simply use the zero angle numbers all the time!

https://www.amazon.com/Simmons-Tilt-Intelligence-laser-Rangefinder/dp/B006U0Z1JY
 
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