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Assuming 52 events per year with 11 fights gets us 572 fights.
There are currently 10 divisions. That means there are 150 fighters in the top 10.
Let's assume top 15 fighters only fight against each other, and we want fighters to fight 3 times per year. Well, that's 150 fighters x 3 = 450 fights, right? Wrong. You have to divide that number by half, because each fight has two fighters in it.
That means that each top 15 fighter can fight 3 times in a year against each other and it only takes up 225 fights. That leaves us with another 347 fights for non top 15 fighters.
Learn how to do math please.
That would seem more like 100 than 150 to me but???
No math to it, fact there are amazingly exactly 572 fighters on the UFC roster. That means there are 562 non champion UFC mma fighters needing three fights per year.
562 fighters/2 = 281 fights x 3 fights per year = 843 fights for the current roster.
OK, you beat me on the math, but when the real numbers are presented, my main point holds firm.
WC & # UFC fighters on roster:
HW = 34
LHW = 36
MW = 72
WW = 105
LW = 106
FTW = 72
BW = 63
WBW = 29
FLW = 37
WSW = 18
Total = 572!
We can't hope for much over ONE contest between top 15 fighters within a division with the need to find 80% of the UFC roster that is unranked fight slots in the Octagon throughout the year!
Hopefully a simple math conceptual error does not allow the basic premise to be dismissed so easily.