Talk:Transcended Warrior/@comment-32630530-20170723031643/@comment-31651511-20170729014050

@YelloPlayz

Let's use real math

It's a 5% chance to get him, a 95% you don't. So the chance of you not getting him twice in a row is .95^2 which = .95 x .95 which = a 90.25% as you do it more and more often the chance of you not getting him gets much lower. Once you've done the event 14 times it's more likely that you've gotten him once than not at all.

.95^x = .5 (x is the point when getting him is a 50% chance.)

ln(.95^x) = ln(.5) (apply a natural log to get that x down from there)

x ln(.95) = ln(.5) (move the x in front of the log)

x = ln(.5)/ln(.95) (divide both sides to get x by itself)

x = 13.51... (plug into a calculator, try it at home)

but since you can't do the event half a time you round up to 14

So if you do the event 14 times in a row you are more likely to get him once than not at all.

Please use real math instead of that hocus pocus "logic" that you used.

TL;DR it's not 2.5% it's 5% and if you need to get the card, just grind for it.