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September 1st, 2017, 01:18 PM
#1
Windage adjustment
Thought I might adjust my rear sight to shoot a bit more to the right. I only moved it .005 inch. I don't know if this will make much of a difference.......................Daniel146_3660.jpg146_3661.jpg146_3662.jpg
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September 1st, 2017 01:18 PM
# ADS
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November 22nd, 2017, 09:48 AM
#2
Has too much time on their hands
Probably a little bit. I know that moving the windage on my 24"-barrelled Marlin (Williams peep) will change things about 4" at 100 yards when the sight moves about .020". I expect you're looking at about a 1" change.
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November 22nd, 2017, 10:06 AM
#3

Originally Posted by
Kilo Charlie
Probably a little bit. I know that moving the windage on my 24"-barrelled Marlin (Williams peep) will change things about 4" at 100 yards when the sight moves about .020". I expect you're looking at about a 1" change.
You can figure this out
Dx at impact = Dx at sight / ( sighting radius/distance to target)
Assuming a 24" sighting radius:
Dx at impact = 0.005 / ( 2/300)
Dx at impact = 0.75"
Or for KC's .020
Dx at impact = 0.020 / ( 2/300)
Dx at impact = 3"
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November 23rd, 2017, 07:57 AM
#4
Has too much time on their hands
You kill me with your knowledge...

Originally Posted by
werner.reiche
You can figure this out
Dx at impact = Dx at sight / ( sighting radius/distance to target)
Assuming a 24" sighting radius:
Dx at impact = 0.005 / ( 2/300)
Dx at impact = 0.75"
Or for KC's .020
Dx at impact = 0.020 / ( 2/300)
Dx at impact = 3"
Mark Snow, Leader Of The, Ontario Libertarian Party
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November 25th, 2017, 05:18 PM
#5

Originally Posted by
werner.reiche
You can figure this out
Dx at impact = Dx at sight / ( sighting radius/distance to target)
Assuming a 24" sighting radius:
Dx at impact = 0.005 / ( 2/300)
Dx at impact = 0.75"
Or for KC's .020
Dx at impact = 0.020 / ( 2/300)
Dx at impact = 3"
Werner, you are gonna hafta explain you formula a bit more for me. As in sight radius and wtf is Dx?????
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November 25th, 2017, 05:58 PM
#6
Sight radius is the distance between rear and front sights. Generally speaking, longer is more accurate, shorter is faster, so the optimum is to find that sweet spot between too long and too short.
Dx is basically the error/change of poi in relation to the other factors in the equation.
Cheers