My programming (historically) has been better than my math. So, when I got a new scope with mildot ranging, I sat down and started to work up a spreadsheet to help me with ranging. The scope is 4-16x50 and the reticle is called a "wire mildot" which I think is proprietary, or at least non-standard.
The good news is that it comes with some diagrams that explains the MOAs at different magnifications for the BDC.
At 16x, the dots below center are at (MOA):
1.4
4.3
7.2
10.4
15
At 4x, the BDC drops are (MOA):
5.6
17.2
28.8
41.6
60
I've figured out (I think) the progression for the first dot across the different levels of magnification [sqrt(2)*(16/zoom)] but I can't sort out the math for the progression of dots along the BDC. The scope came with handy reference stickers for the inside of the eye piece, but I want to have it programmed so I enter the zoom, the dots, and the estimated height, and get a range.
Anyone have an easy answer for that?
The good news is that it comes with some diagrams that explains the MOAs at different magnifications for the BDC.
At 16x, the dots below center are at (MOA):
1.4
4.3
7.2
10.4
15
At 4x, the BDC drops are (MOA):
5.6
17.2
28.8
41.6
60
I've figured out (I think) the progression for the first dot across the different levels of magnification [sqrt(2)*(16/zoom)] but I can't sort out the math for the progression of dots along the BDC. The scope came with handy reference stickers for the inside of the eye piece, but I want to have it programmed so I enter the zoom, the dots, and the estimated height, and get a range.
Anyone have an easy answer for that?