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LetsGiveItASpin

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59 minutes ago, LetsGiveItASpin said:

Thanks a lot for highlighting parts  @Whitey Did I really play 950 spins on Finn? Ripped worse than even on the stream :( 

Haha noooo, the guy from NetEnt told you, that there is a player outside, who played Fynn so much, that he allready got 950 times the freespins! With the Info that you usually need 180 spins to get the freespins, i calculated that the player played about 171000 spins. Not you!

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1 hour ago, Whitey said:

Haha noooo, the guy from NetEnt told you, that there is a player outside, who played Fynn so much, that he allready got 950 times the freespins! With the Info that you usually need 180 spins to get the freespins, i calculated that the player played about 171000 spins. Not you!

Oh, now I'm following! That's a crazy amount of spins, would be fun to know what bonus that guy picked most times :D 

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5 hours ago, Whitey said:

Haha noooo, the guy from NetEnt told you, that there is a player outside, who played Fynn so much, that he allready got 950 times the freespins! With the Info that you usually need 180 spins to get the freespins, i calculated that the player played about 171000 spins. Not you!

Not 180 spins, odds is 1/180 per spin to get the bonus. 

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12 hours ago, Whitey said:

Yes, so after nearly 1000 freespins it should be very near to every 180 spins, or not @CC.?

I am pretty tired, but I dont think so. In theory maybe, but in reality no. When all the spins the game is calculated on (billions and billions) it should have paid a bonus in 1 of 180 spins. But with the luck factor, the game is not going to pay a bonus every 180 spins, so you can´t really say that. 

It would be fun if someone from a Casino could do the math, what the probability is in real life, they sit on all the facts. I my be wrong, since math and probability is not really my thing.. 

The % should be something like this I think?

If the probability of hitting a bonus game is 1 in 180, then its 0,55% of hitting and 99,45% of not hitting the bonus in every spin. When you spin again the probability is the same, the game does not remember the past. Hitting a back to back bonus should then be  1/180 x 1/180 = 0,003025 % (99,996975% of not hitting back to back) in theory...

 


 

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