imagine you and me bet one euro each time to heads or tails

what are the chances of betting euro by euro to gain 8 euro betting always heads?

obviously, and this is the crux, the same chances i have to get 3 heads in a row

this is evident since i risk the same and win the same in both so it can only be this way

so i have the same chances to add up heads till 8 up as i have to get 3 heads in a row

now lets anazlize 3 consecutive trows, in the first i dont bet just extract info from

what are the chances i get 3 heads in the 3 rows? 1 out of 8

what are the chances i get 3 tails in a row? 1 out of 8

what are the chances i add up heads till 8 up?

1 out of 8

what are the chances i add tails till 8 up?

1 out of 8

so i know that out of eight games ill get 2 times 8 up of whatever side

this info is gold:

start the game, you dont bet only get the non local info, turns face up

you keep beting one by one always to face and eventually 2 times out of eight youll win 8 euro

while you lose 6 times out of 8 therefore two euro 6 times

so your expectations are to win 16 euro(minus the initial one euro investment in two games)14 euros

and your expectations to lose 12 euro 2 euros in 6 games

now combine this with quantum entanglement and you got an ansible

so theres been 7 heads in a row, does this rule allow me to know what will be next

not at all but you know statistically 1 out of 4 theres gonna be an 8 stair, a slope, and this slope is biased towards heads

so you know though not when that is probable the 8 slope is completed on heads

youve got non local extra info non 50% which allows you to win the game

a pattern in uncertainty that has to exist to keep uncertainty

like the sound of silence or the wave pattern of vaccum