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Topic: Just-Dice.com : now with added CLAMs : Play or Invest - page 116. (Read 454769 times)

sr. member
Activity: 378
Merit: 250
FURring bitcoin up since 1762
I really wonder what his background was. Early adopter? Invested a lot early? We probably will never know.

According to what he's said in chat and to others, the claim is that he has a mining rig that generates 300BTC/day.  I don't even know if that's possible, but that's the current rumor about him. 

Also worth noting is that in the days before that 2200 loss, he was up I believe somewhere between 1600-2000 (although I was told that he lost somewhere around 600-800 in the days before THAT, and after big wins he would give away a ton of BTC). 

He was def very interesting to watch play but I don't think he's been around much after that big loss.
legendary
Activity: 2198
Merit: 1014
Bitdice is scam scam scammmmmmmmmmmmmmmmmmmmmmmmmm
sr. member
Activity: 378
Merit: 250
https://sites.google.com/site/likalost2200btc/ This is why i don't gamble dice.
its a big win for dice but my investment is still in big -negative I am very upset about this


how are you in red after jd's profit bumping from 11500btc to 13113btc?
I never understand this because after investing I never been in green 
hero member
Activity: 854
Merit: 658
rgbkey.github.io/pgp.txt
I really wonder what his background was. Early adopter? Invested a lot early? We probably will never know.
sr. member
Activity: 406
Merit: 250
some one try all life but have nothing like this and this person lost all in just a hour I am still in shocked for him Wink
hero member
Activity: 952
Merit: 513
https://sites.google.com/site/likalost2200btc/ This is why i don't gamble dice.
its a big win for dice but my investment is still in big -negative I am very upset about this


how are you in red after jd's profit bumping from 11500btc to 13113btc?
legendary
Activity: 2156
Merit: 1131
sr. member
Activity: 378
Merit: 250
https://sites.google.com/site/likalost2200btc/ This is why i don't gamble dice.
its a big win for dice but my investment is still in big -negative I am very upset about this
full member
Activity: 126
Merit: 100
sr. member
Activity: 378
Merit: 250
FURring bitcoin up since 1762

Would you continue to martingale from this position?

Me personally, when I'm playing gambling games with a house edge > 0, I'm playing to gamble.  So yeah I'd martingale until I bust haha.  But, you know, mathematics wise...you're going to lose in the long run.  If you start with a very very small amount and have a very very large bankroll with a very very high max bet, it'll take (probably) a very long time for that long run to be reached...but every bet IS a losing bet.

assuming just-dice still keeps the same seed right?

I'll admit I know next to nothing about the seed stuff.  I would assume that the odds are the same no matter what the seed is, but again I really don't understand that side of btc.
sr. member
Activity: 602
Merit: 260

Would you continue to martingale from this position?

Me personally, when I'm playing gambling games with a house edge > 0, I'm playing to gamble.  So yeah I'd martingale until I bust haha.  But, you know, mathematics wise...you're going to lose in the long run.  If you start with a very very small amount and have a very very large bankroll with a very very high max bet, it'll take (probably) a very long time for that long run to be reached...but every bet IS a losing bet.

assuming just-dice still keeps the same seed right?
sr. member
Activity: 378
Merit: 250
FURring bitcoin up since 1762

Would you continue to martingale from this position?

Me personally, when I'm playing gambling games with a house edge > 0, I'm playing to gamble.  So yeah I'd martingale until I bust haha.  But, you know, mathematics wise...you're going to lose in the long run.  If you start with a very very small amount and have a very very large bankroll with a very very high max bet, it'll take (probably) a very long time for that long run to be reached...but every bet IS a losing bet.
sr. member
Activity: 602
Merit: 260


Mathematicians odds please  Cheesy


Let's see here...on any given bet, the player has a 26.1193% chance of losing and a 73.8807% chance of winning.

Over a sample of 12 rolls:

2.64% of the time the player will win all 12.
11.2% of the time the player will go 11-1
21.81% of the time the player will go 10-2
25.71% of the time the player will go 9-3
20.45% of the time the player will go 8-4
11.57% of the time the player will go 7-5
4.77% of the time the player will go 6-6
1.45% of the time the player will go 5-7
.32% of the time the player will go 4-8
.0502% of the time the player will go 3-9
.0053232% of the time the player will go 2-10
.0003422% of the time the player will go 1-11
.0000101% of the time the player will go 0-12

So if your question is "what are the odds that over 12 rolls you'd win 3 or fewer times", the answer would be .0558755% of the time.  Or once every 1790 sets of 12 rolls (on average).

Thanks, probability of at most 1 successes in 5 tries with p=0.9591 Probability of occurrence: 0.0000135337..

Again thanks, was wondering Smiley


No prob.  Any excuse for me to manually do a bunch of math I'll take.  Because I'm very cool.

Would you continue to martingale from this position?
sr. member
Activity: 378
Merit: 250
FURring bitcoin up since 1762


Mathematicians odds please  Cheesy


Let's see here...on any given bet, the player has a 26.1193% chance of losing and a 73.8807% chance of winning.

Over a sample of 12 rolls:

2.64% of the time the player will win all 12.
11.2% of the time the player will go 11-1
21.81% of the time the player will go 10-2
25.71% of the time the player will go 9-3
20.45% of the time the player will go 8-4
11.57% of the time the player will go 7-5
4.77% of the time the player will go 6-6
1.45% of the time the player will go 5-7
.32% of the time the player will go 4-8
.0502% of the time the player will go 3-9
.0053232% of the time the player will go 2-10
.0003422% of the time the player will go 1-11
.0000101% of the time the player will go 0-12

So if your question is "what are the odds that over 12 rolls you'd win 3 or fewer times", the answer would be .0558755% of the time.  Or once every 1790 sets of 12 rolls (on average).

Thanks, probability of at most 1 successes in 5 tries with p=0.9591 Probability of occurrence: 0.0000135337..

Again thanks, was wondering Smiley


No prob.  Any excuse for me to manually do a bunch of math I'll take.  Because I'm very cool.
sr. member
Activity: 602
Merit: 260


Mathematicians odds please  Cheesy


Let's see here...on any given bet, the player has a 26.1193% chance of losing and a 73.8807% chance of winning.

Over a sample of 12 rolls:

2.64% of the time the player will win all 12.
11.2% of the time the player will go 11-1
21.81% of the time the player will go 10-2
25.71% of the time the player will go 9-3
20.45% of the time the player will go 8-4
11.57% of the time the player will go 7-5
4.77% of the time the player will go 6-6
1.45% of the time the player will go 5-7
.32% of the time the player will go 4-8
.0502% of the time the player will go 3-9
.0053232% of the time the player will go 2-10
.0003422% of the time the player will go 1-11
.0000101% of the time the player will go 0-12

So if your question is "what are the odds that over 12 rolls you'd win 3 or fewer times", the answer would be .0558755% of the time.  Or once every 1790 sets of 12 rolls (on average).

Thanks, probability of at most 1 successes in 5 tries with p=0.9591 Probability of occurrence: 0.0000135337..

Again thanks, was wondering Smiley
sr. member
Activity: 378
Merit: 250
FURring bitcoin up since 1762


Mathematicians odds please  Cheesy


Let's see here...on any given bet, the player has a 26.1193% chance of losing and a 73.8807% chance of winning.

Over a sample of 12 rolls:

2.64% of the time the player will win all 12.
11.2% of the time the player will go 11-1
21.81% of the time the player will go 10-2
25.71% of the time the player will go 9-3
20.45% of the time the player will go 8-4
11.57% of the time the player will go 7-5
4.77% of the time the player will go 6-6
1.45% of the time the player will go 5-7
.32% of the time the player will go 4-8
.0502% of the time the player will go 3-9
.0053232% of the time the player will go 2-10
.0003422% of the time the player will go 1-11
.0000101% of the time the player will go 0-12

So if your question is "what are the odds that over 12 rolls you'd win 3 or fewer times", the answer would be .0558755% of the time.  Or once every 1790 sets of 12 rolls (on average).
sr. member
Activity: 602
Merit: 260

Thanks for that link, we need to get something like that. According to that page shouldn't the possibility of occurrence at most be .0005%? So the "law of probability"
 of this martingale in this run at most 3 successes in 11 tries with p=0.85 would be Probability of occurrence: 0.0000275524%

member
Activity: 112
Merit: 10
donator
Activity: 2058
Merit: 1007
Poor impulse control.
Mathematicians odds please  Cheesy


The listed bets wont be all the bets the player made. Do you have a copy of the actual series of bets?
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