This may be old news, but if my math is correct, I find it surprising at how little separation there is between an ACT 33 and an ACT 36.
I stumbled across this 2013 article about the percentage of students that receive a perfect 36 on the ACT.
I’m from California, so I focused on the numbers for that state, but the same approach can be applied anywhere, or using the overall percentages and you’d get to pretty much the same place.
According to the article, California produces 1 perfect score out of 1,075 test takers. If we round that number down to 1,000 to make the math easier, that’s 1 perfect-36 score out of every 1,000 test takers.
According to the official ACT site, the 99th percentile includes any one of the fourt top scores of 33, 34, 35 and 36:
Score Percentile
36 99
35 99
34 99
33 99
32 98
31 97
Etc.
http://www.actstudent.org/scores/norms1.html
So, here are the mathematical observations: (1) the 99th percentile includes anybody who got a 33 or higher; and (2) using simple math, the 99th percentile of 1,000 test takers only includes the top 10 students in that pool of 1,000.
That means… Of those top 10 out of 1,000, one got a 36, and the other 9 spots are shared by students who earned a 35, 34, or 33. That’s cutting it pretty thin.
If this is accurate, then a 33 is astoundingly close to a 36; separated by a proverbial hair.