Goon -
Glad to be of assistance, and I hope you (and anyone searching) can get some good use out of them
Incidentally I was very suprised that there really aren't more targets like this out there - it's not hard to make them, and alot better to just whip them up in Paint / Word and print them on 8.5x11 than buy them from letargets.com, which is where I started
Also, for anyone who feels a creative urge to make their own scaled targets (scaled to any range), here is the methodology for calculating scaled target size (and just add a head, lower torso and any scoring rings to your taste) -
1) The average human male stands approximately 19" across the shoulders. I believe the USMC uses an 18" target, so that's where I started.
2) Assuming you set your targets at 25m, you want them to be 1/4 of what they would be at 100m.
3) So a 100m target @ 25m stands 18"/4 across the shoulders - 4.5" (if you want to use a 20" target, that becomes a 5" base). Then, just divide that base number by the ratio of the intended range to 100m - here are some common examples:
150m = 150m/100m = 1.5; 4.5"/1.5 = 3"
200m = 200m/100m = 2.0; 4.5"/2.0 = 2.25"
250m = 250m/100m = 2.5; 4.5"/2.5 = 1.8"
300m = 300m/100m = 3.0; 4.5"/3.0 = 1.5"
400m = 400m/100m = 4.0; 4.5"/4.0 = 1.125"
500m = 500m/100m = 5.0; 4.5"/5.0 = 0.9"
600m = 600m/100m = 6.0; 4.5"/6.0 = 0.75"
And so forth.
Here is the simplified formula, with 2 examples:
(simulated target size/(simulated range/target range)) = scaled target size
(18"/(100m/25m)) = 4.5"
(20"/(600m/25m)) = 0.83"
4) To figure the simulated range of a scaled target you have that is designed to be placed at a known range, here is the formula with 2 examples:
((simulated target size/actual target size)* target range) = simulated range
((18"/0.9")*25m) = 500m
((20"/2.0")*25m) = 250m
Finally, let's work through one last example - you have a target that is 3" across the shoulders, and you know it is supposed to be placed at 25m. What range does that 3" target represent if you go with the 18" USMC measurement for a target? So here's what you've got -
((18" simulated target/3" actual target)*25m) = 150m simulated target size
I know this was a bit mathy but I hope it enlightens someone