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wilbur

Plinko 1000x

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2 minutes ago, Zoltan said:

I don't think so, if it was like that, that would mean i can make bank on plinko ;)

Odds are around once every 13k bets, this is a quick guess though, i can't calculate it right now, need some thinking about it, but i think im close.

well yeah maybe I think so too zoltan. like 1 in a 50k bets chance to get it. but some really have that luck

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8 minutes ago, wilberthh said:

I dont really get it... Do u mind explain more? xDD

So... its like u got x1000 after 95.000 bets?

Sorry sorry haha

i think he means he had 5 hits at 1000x payout in 60k bets, and since then no hits until now, which means 35 k bets with no hit so far

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6 minutes ago, Zoltan said:

i think he means he had 5 hits at 1000x payout in 60k bets, and since then no hits until now, which means 35 k bets with no hit so far

Thanks for the explanation zoltan :D 5 hits in 60k bets was awesome.... I can't hit one even after 30k bets xD 

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well im at 313,253 plinko bets, 7BTC wagered in plinko alone. ive hit it a fairly good amount of times, surely more than two hands needed if i were to count. i cant say exactly how many times because i dont keep track. but ever since the last plinko challenge, the maintenance that we had going on afterwards i feel was to change the hit chance of x1000. i haven't hit it since then. and ive been playing plinko everyday, purely plinko. still no hit, not even with a 100 sat bet. i could be wrong about them changing the hit chance and my x1000 luck just ran out but, i just find it fits together fairly well on the timeline. Second plinko challenge stake held(i cant recall any other games having forum challenges for the second time)---------> Maintenance--------> Not hitting x1000 AT ALL. idk thats just what my thoughts are. regardless my ass still gonna play tf outta plinko haha:D

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Just now, Dan said:

Based on the fundamentals of Binomial Expansion, here is the probability of how likely you are to land in each of the outcomes listed on 16 pin Plinko.

1  •  16  •  120  •  560  •  1820  •  4368  •  8008  •  11440  •  12870  •  11440  •  8008  •  4368  •  1820  •  560  •  120  •  16  •  1

Total = 65536
Odds of 1000x = 2 / 65536 = 1 / 32768

thank you for this! 

 

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2 hours ago, Dan said:

Based on the fundamentals of Binomial Expansion, here is the probability of how likely you are to land in each of the outcomes listed on 16 pin Plinko.

1  •  16  •  120  •  560  •  1820  •  4368  •  8008  •  11440  •  12870  •  11440  •  8008  •  4368  •  1820  •  560  •  120  •  16  •  1

Total = 65536
Odds of 1000x = 2 / 65536 = 1 / 32768

Further information can be found here: https://en.wikipedia.org/wiki/Pascal's_triangle

Nice thankyou for the information dan :DD

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18 hours ago, Dan said:

Based on the fundamentals of Binomial Expansion, here is the probability of how likely you are to land in each of the outcomes listed on 16 pin Plinko.

1  •  16  •  120  •  560  •  1820  •  4368  •  8008  •  11440  •  12870  •  11440  •  8008  •  4368  •  1820  •  560  •  120  •  16  •  1

Total = 65536
Odds of 1000x = 2 / 65536 = 1 / 32768

Further information can be found here: https://en.wikipedia.org/wiki/Pascal's_triangle

Now i know

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so I think I get the gist of the plinko 1000x multiplier

imagine yourself having a coin. it's easy right?  after imagining the coin next is to imagine the coin with 1000 sides. 

it will take you 30 secs to imagine that. after that try flipping the coin . you definitely have the higher chance of getting 0.2x because there are more sides of 0.2x multiplier on that coin

one single side has 1000x 

so my point is. the 1000x is really a gem or a jackpot. it would be rare for some to hit it. but some would be lucky to flip the coin for 1600x and get that 1000x multiplier

@Dan did I explain it well?

Edited by wilbur

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20 minutes ago, wilbur said:

so I think I get the gist of the plinko 1000x multiplier

imagine yourself having a coin. it's easy right?  after imagining the coin next is to imagine the coin with 1000 sides. 

it will take you 30 secs to imagine that. after that try flipping the coin . you definitely have the higher chance of getting 0.2x because there are more sides of 0.2x multiplier on that coin

one single side has 1000x 

so my point is. the 1000x is really a gem or a jackpot. it would be rare for some to hit it. but some would be lucky to flip the coin for 1600x and get that 1000x multiplier

@Dan did I explain it well?

That's sort of how it works, yes.

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