Math for "Who Wants To Be A Millionaire"

[SweFjorod]

This should be the math for the average win of each freespin type, when we assume you get a win on each spin on average.

0 spins -> 0 (duh)

8 spins -> 34,66 times the money.

10 spins -> 52,95 times the money.

12 spins -> 75,09 times the money.

14 spins -> 101,08 times the money.

16 spins -> 130,93 times the money.

18 spins -> 164,62 times the money.

20 spins -> 202,17 times the money.

22 spins -> 243,56 times the money.

25 spins -> 312,87 times the money.

30 spins -> 447,66 times the money.

40 spins -> 789,41 times the money.

50 spins -> 1227,44 times the money.

[SweFjorod]

And the %you need for each gamble for it to be +ev for the next step, this calculation is only to gamble ONE step, and not the potential of more gambles.

8->10: 76,38%

10->12: 0%

12->14: 32,05%

14->16: 38,57%

16->18: 42.64%

18->20: 45.32%

20->22: 0%

22->25: 22,73%

25->30: 39,23%

30->40: 65.59%

40->50: 64,94%

[RoaDnz]

Thanks for this ?

[Nicola]

Thanks for the info :)

Haven't played this game for real yet, maybe something for the weekend!

[TheScatterPirate]

basically if you hit the 2nd round, you get 10 spins.. but if you lose, you still get 10 spins.. so you get a free chance there, and at round 7 (20 spins) it's the same. Still feels pretty hard to get a bonus, and hard to get up to high number too.. but I'll keep hunting that haha! Imagine 50 spins trigger on bonaza!