I have always wondered about 20 MOA bases. Consider the following Bullet drops for a 308
Yards Drop in inches
100 0
200 -4.2
300 -15.1
With a 20 moa base, does it change they way you aim? Do you still have to hold 4.2 inches higher than you aim at 200 yards?
No, installing a 20moa base won't change the way you aim.
What will happen is this, you will find your scope aiming "down" 20MOA relative to where it would be pointing with a base without any slope to it. This means that at 100 yards, your crosshairs will be looking 20" lower than they otherwise would be. So if you then raise your rifle so that your crosshairs are pointing at the middle of the target, what you have done is made the barrel aim 20" higher. So if you were to fire a shot, it would strike 20" higher than you aimed it.
So then, in order to get your rifle to hit your your point of aim at 100y, you will need to turn your scope elevation adjustment DOWN by 20 MOA (hopefully you have that much "down" available!). In some scopes, you will be nearly at the scope's mechanical bottom range of motion. Then, this becomes your 100y zero. The good news is that if you want to shoot at longer distances, you now have 20MOA more "UP" elevation available to you before your scope runs out of elevations movement.
This has got me thinking. Thanx guys I never though of it like this with angled bases. As the scope is moved forwards it becomes closer to the bore this affects how high the RETICULE is above the bore (the important part of the equation). The reticule will need to be zeroed at say 100yards. Bringing it nearly to where it was before you moved the scope forwards. There is however the tinny bit the reticule had dropped which must be very very small on a 0.33* angle if you moved the reticule forwards say 1"
Neat O
If you raise your scope an inch higher, this is exactly the same as lowering your bore by an inch. So your shots will land one inch lower, at all distances, as a result of this.
A degree is a slope of about 1 in 60, so a third of a degree (20MOA = 20/60 = 1/3 degree) is a slope of about 1 in 180. So, sliding a scope forward one inch, will lower the scope 1/180", which is about five thousandths of an inch. So your bullet will strike five thou higher, at all distances, than it otherwise would have (in other words, you will *NEVER* see this difference...!)