If I can range a target at 1200 yrds put all the data into nightforce pull the trigger and hit that target why would I need G7?
BIGBUCK
If you can git-r-done with single shots at every abstract range out to 1200, you got no problems in my view. But it is still relative...
For one, your capability must be taken to cold hard moa of accuracy(not grouping).
Second, can you really maintain this accuracy at any range?(again, not group shooting)
Most shooters can not.
A ballistic challenge for us relates to use of a poor standard in drag curve(G1). It's poor because it doesn't match ANY of our bullets. This mismatch causes our true G1 BC to vary with velocity, just as it varies with air density.
Normally, you enter a single G1 BC and your software must assume this is correct for your entered muzzle velocity.
Is it? Possibly for you, never for me..
Now as the fired bullet drops in velocity, it's real world G1BC departs from what you entered, and what your software assumes, because this is all based on the G1 drag curve,
I believe Bryan(Berger) has made efforts to help us reduce the real world affects of the 'G1 problem' by averaging G1 BC over a likely velocity range. There is potential here to cut error in half.
Another solution to the 'G1 problem' is to switch to a 'G7 problem'. This curve more closely matches that of long range bullets we use. It ain't perfect, never will be, but a step in the right direction. If your software could reference a truly matching curve for each iteration downrange, your BC would be right on the money and it would not change at all.
With this, your accuracy might drop off with distance in a very predictable manner, instead of seemingly abstract.
For instance, if you set a 1moa target at each 100yd increment out to 1200, and fire single shots to center of mark, you might expect that 1/4moa of accuracy at 100 would turn into 1/2moa at 500, and 3/4moa at 1000, etc. It gets tougher and tougher.
But using G1 BC, you might find that 1/4moa at 100 turns into 2moa at 1000, or just opposite(depending on where you zero'd).
I'm not talking about moa of grouping here. I'm talking moa of accuracy.
This is where all the interest in use of G7 comes from.