I'm not sure why arc length is being brought into this, seeing as the relation of arc length to radius is: arc length = radius * angle (in radians). Sure enough that the arc length of a sector with a 3600" radius and angle of one minute is .523599", but why would we be messing with an arc when we're measuring distance on a flat surface?
Aren't we talking of an angular deviation of the bullet impact to the point of aim? If so, then one minute at 100yds will give a circle with a ~1" radius.
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