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What is the the most flat shooting cartridge yall can think of?

I was having a conversation with a fellow member here over "flat shooting cartridges" because I've been in search of a flat shooting cartridge/bullet combination for coyotes.

I'm currently shooting a 25-06 which gives me a MPBR on a 4" target of 298yds with a 115vld. I'm switching to an 80gr barnes ttsx to see what kind of speeds I can get and hopefully stretch that MPBR a little bit more. When this barrel goes south I will probably go back with a 25-06AI or 25sherman.

I know there are some wildcats out there that could possibly be "flat-er" and a realistic choice for coyotes and would like to hear yalls opinions.

I'm not looking to neck down a 308win to 17cal or run a 110vmax in a 300rum or anything wild like that. I'd like to keep powder consumption as low as possible. Barrel life isn't a huge concern but it like to get 800 rounds out of it.

What are yalls thoughts?
.243 Rhine. 7mm Mag necked down to.243. Quite the over bore.
A buddy had one, about 150 -200 rounds barrel life so make 'em count!
 
If you've got an adjustable stock or a chassis with 0 drop you could mount the scope way above the bore (2.5" or so) like is done with an AR and the rifle will appear to shoot flatter due to the extra ~1" between the center of the bore and center of the scope.
 
Backfire is wrong more than he's right lol

But I think he is correct here. For production non wildcat rounds like Allen's
Don't know anything flatter. But I don't know every cartridge out there

6.5x300 is definitely flat. 26noz or 28noz are in that bunch also along with 257wby

This has long been an interest of mine. Ballistics solutions and "flat" I include the subsonic transition. I was going to start a thread on the subject on this, no need, it's here. I have not read this entire thread, yet...

So, separate from this I had been looking at Ron Spomer's "Flattest". He has 3 videos and 2 blog posts that explains a lot more. He publishes bullet weight, fps and BC and of course drops in inches at yardage. 300, 500 and 1000. I was able to find the site Ron used for his ballistics calculation, I entered his numbers and get exact same solutions. Ron Spomer's data can be reviewed. I used my "favorite" ballistics calculator to compare to the one Rom Spomer used. They are pretty close and match "Applied Ballistics" solutions pretty close. The calculators I use are:

and

Backfire publishes only 500 yards, 1000 yards and the FPS but he doesn't publish bullet weight or BC. This makes it so the it Backfire's data can't be reviewed. His numbers seem inflated to me as I can find to bullet that gives the same results. "Spinning high B.C. bullets at faster speeds allows the projectile to get to the target sooner" is incorrect. Though spin and B.C. do influence the ballistics solution it does not "allow it to get there sooner" but we don't have his data to determine if it's true.

For both authors, they specify "production" cartridges though not necessarily production ammo. Both agree on couple things, speed does not equate to flat. The 6.5-300 Weatherby Magnum is the flattest at 1000 yards.

I have a something else that interests me. How time of flight indicates flat. In Ron Spomer's articles he adds the 240 Weatherby Magnum to the list. At 300 yards of this is flatter than the 6.5-300 Weatherby Magnum, not by much but a little. Numbers are numbers.
 
Twist rate could allow a bullet to get to 1,000 yards sooner. Too little twist can lower the BC. Lower BC would cause loss of bullet speed and the bullet would arrive latter. But not by much.

Flat is all about high muzzle velocity and bullet BC. Flattest will be the bullet that gets to distance in the least amount of time.

I would think that a 7 RUM could be as flat as a 6.5-300. Both are about the same overbore so could get the velocity. It's all going to depend on the bullet BC and velocity combination. The 7 RUM shooting a 180 Hornaday ELDM with about 0.4 G7 BC should have a chance against 6.5-300 shooting the highest BC 6.5 bullets. No 6.5 bullet that I've seen approaches 0.4 BC.
 
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