the end expected value for coin flipping is actually ruin not breakeven anyway
probability of ruin for 2 person coin flip game is bankroll divided by total of bankrolls or something like that. the point is if you have a fair game you still shouldn't play cause the house has a much larger bankroll and you will lose all your money.
and the 1-100 thing is misleading everyone. if you're choosing two, it's either larger or smaller. whether its larger by 1 or 25 makes no difference. in the case that they're random, this is still such a trivial problem.. and I fail to see any application to trading, but maybe that's why I can't trade for beans.
to make it even clearer look at it this way. say you somehow get two numbers, either by choosing or randomly or whatever. one is higher than the other. you either show the higher one or the lower one, and those are your two choices, it doesn't make any difference what the numbers are as long as they're not 1 or 100
probability of ruin for 2 person coin flip game is bankroll divided by total of bankrolls or something like that. the point is if you have a fair game you still shouldn't play cause the house has a much larger bankroll and you will lose all your money.
and the 1-100 thing is misleading everyone. if you're choosing two, it's either larger or smaller. whether its larger by 1 or 25 makes no difference. in the case that they're random, this is still such a trivial problem.. and I fail to see any application to trading, but maybe that's why I can't trade for beans.
to make it even clearer look at it this way. say you somehow get two numbers, either by choosing or randomly or whatever. one is higher than the other. you either show the higher one or the lower one, and those are your two choices, it doesn't make any difference what the numbers are as long as they're not 1 or 100
