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Remember you are shooting a point blank range shot when it's directly under your stand. Wisconsindeer is right, aim lower b/c you aren't 10, 15, 20 yds away.

I'm betting you are missing high, right?

If the deer is directly below your stand and you're in a 20 ft stand then you are approx. 6-7 yards away!

Also practice real life situations. If your shooting from a tree stand, your basic "flatlander" stance will not be the same. The tree is close, buck fever, additional clothing, etc. All those variables will come into play.

Dress in you hunt gear when practicing. Be sure the clothing doesn't hinder your shot. Get used to how it feels.

I see a lot of guys "practice" in a t-shirt during the summer, then wonder why the shots off when they're wearing a big coat and hat, etc. Gloves really change my ability to work the release properly.

I've strapped my stand to a tree before, and shot some practice rounds. You can keep it low to the ground and shoot down a hill. But practicing from the small platform will acclimate you to the different body mechanics needed to shoot properly from the stand.

Buck fever..well that's a different story. Can't help that much.

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Angle shooting, or "slope dope" as many

Now, let us take a look at the old school way of what is happening here. Generally, when you estimate range to a target, MOST of the time you will use a Mil-dot reticule, your naked eyes, or even a laser range finder. All of these methods measure the distance directly to your target in a straight line. The trick is that gravity only acts on the bullet while it is traveling along the horizontal axis, which will be shorter than the straight line distance from you to the target when shooting at an angle. How about a picture?

Now, some of you that are not too far removed from school may notice that this all looks a bit like Geometry class (or was it Trig?). As we can tell, the important distance to know is the distance along the ground, or the x-axis, because this is the distance at which gravity acts on

Well, it so happens that the formula we are looking for is:

So, let us look at that picture again with some numbers put in for an example.

So, filling in the variables to figure

Doing the math we get 459 meters as the distance we should dial in for our range on the scope to hit dead on. Now, I know that everyone can compute the cosines of any degree in their head, right? Well, neither can I, so here is a precompiled table for you.

Now, you can use the above data (or a scientific calculator) to build a precompiled table with degree angle across the top, and range in 100m increments down the side and fill in all the data so you have a quick reference look up chart... in fact, most

Of course, this is all fine and dandy on paper, but in the field, things can get tricky, especially trying to compute the angle to the target. Of course, you can always guess, which will get you closer than making no adjustment at all. Then there is the method of having the spotter put a protractor along the barrel of the rifle while the shooter aims, with a dangling piece of string with a weight on it attached to the middle of the protractor, and then read the angle that the string passes. Or you can actually do the math if you know how high or low the target is from you, or you can buy one of the "cosine" indicators that attaches to your scope base. The most common one out there, and the one sold by Badger Ordnance, is the one made by

Notice that it does not tell you the angle, but tells you the cosine of the angle (hence the name of the item being the cosine tool). These are the same numbers that correspond to the chart I provided above of cosine values. Do these tools work? Yep, they do. They are also somewhat bulky and can get in the way, but are probably the best solution out there for determining slope dope. Simply estimate the straight line range using your eye, mil-dots, LRF and then multiply it by the number indicated on the cosine tool (with a decimal at the front, don't forget), dial in that dope (and any other adjustments) and engage.

Now, the above mentioned way has been taught for many years and generally gets you pretty close. But it was determined that it is not totally accurate, and some research was done. Now let us just get one thing clear right now, there is no totally exact science here, and NOTHING can replace data that you gather yourself for your particular rifle. That is why log books are so important.

The idea with the new method is that you do not want to be applying the cosine modifier to the range, you want to be applying it to the total drop of your particular load. So, instead of taking the .87 for the cosine in the above example and multiplying it by the range, you want to multiply it by the TOTAL drop of your bullet at the estimated range (530m in the above example). So, at 530m, the M118 has a total drop (from the muzzle) of about 116" in normal conditions. So, multiply that by the cosine (.87) and you get 101", or a change of about 15" that you will need to aim low on the target. This is the equivalent of right about 500m or horizontal range, which is significantly different than the 459m we calculated using the old school method above (its rought about a 20" difference on target... that is a LOT!).

With the new method, you need to insure that you are applying that value to the total drop, and not the drop from 100m or a different zero, etc. The best thing to probably do is make up a chart for your log book for your particular load indicating the amount of adjustment you need to make at 100m increments in 5 or even 10 degree increments. The chart the US Army uses is actually in MOA adjustments, making it even a bit easier. This new method is the current taught method in most sniper schools and is considered to be the more accurate method to use.

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