My friend refuses to shuffle, but rather cuts his deck 2 times, because 2 is closest to the golden number. When I showed him this, he said he thinks it's **** because he doesn't understand math. How should I help him?
That's so obviously wrong I'm not sure how he can't see it, but this is the simplest way I can think to explain it:
Ask him if he would agree that a random shuffle could produce any sequence of cards. (If he disagrees here, I'd just give up - At that point I'm not sure he understands what the point of shuffling is at all.)
If he does agree, give him four cards numbered 1, 2, 3, and 4 stacked in that order and ask him to use his method to put them in reverse order. A real shuffle could theoretically produce that result, but there is no way for his 'shuffle' to do so, therefore it must not be a real shuffle. (If he says 'Well if I cut
three times I could get there, add another card and have him do it again. Repeat until he gets the point that you can't just cut a low number of times to shuffle a stack of 60 cards)