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SFP Mil Dot Reticle Subtension Calculations

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Modern tactical scopes are very new to me, I dunno if my terminology is correct but here goes. 

 

If a sfp mil dot (or moa) reticle is only "correct" at it's highest magnification, for example a 4-12 is only correct at 12x, would it be safe to assume that two dots at 6x would be equal 1 mil?

It sounds like your asking if the value halves at half the power. Is that what your asking?

  • Author

It sounds like your asking if the value halves at half the power. Is that what your asking?

 

Yep.

Yes, BUT half may not be where its indicated on the power ring so its a good idea to test it and find out where half is and mark it on the power ring yourself.

  • Author

Okay, so let's assume my scope magnification values are actually 4-12 power, not the rounded off retail packaging values found on many scopes.. 

 

If I zero the scope at 100m on 12 power, then dial it back to 6, and move the target out to 200m and hold the crosshairs on center of target, where will the poi be?  Will it be one dot under the crosshairs?  one dot being 1 mrad which should equal 10 cm under the target center.

 

btw, the scope i'm currently looking at is a Leupold Mark AR 4-12x40AO.  Oddly enough, the actual power of the AO versions in this scope line are the actual power. 

 

Yanno...  the more i think about this the more i'm thinking i'm going to go with a moa/moa scope instead.  the conversions are killing me.

Okay, so let's assume my scope magnification values are actually 4-12 power, not the rounded off retail packaging values found on many scopes..

 

If I zero the scope at 100m on 12 power, then dial it back to 6, and move the target out to 200m and hold the crosshairs on center of target, where will the poi be? Will it be one dot under the crosshairs? one dot being 1 mrad which should equal 10 cm under the target center.

 

btw, the scope i'm currently looking at is a Leupold Mark AR 4-12x40AO. Oddly enough, the actual power of the AO versions in this scope line are the actual power.

 

Yanno... the more i think about this the more i'm thinking i'm going to go with a moa/moa scope instead. the conversions are killing me.

This question can't be answered without knowing the ballistics of the ammo used.

 

A mil is a meter wide at 1000 meters and one centimeter at 100 meters. You are not going to solve your problem with a moa scope. If you're using a mil dot scope think metric; if you're using a moa scope think English system. No conversions needed then.

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