The answer seems to be 284 million rolls.
The question isn't: "how many rolls do we need so that I have a >50% chance of seeing a streak of length L or longer", or "how many rolls do we need so that the expected longest streak is of length L". The question is: "we have seen N rolls, what is my chance of seeing a streak of length L or longer?" Which is kind of the same thing, but in the opposite direction, and apparently much harder to calculate.
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Who did we scam?
Only time will tell. ![Tongue](https://bitcointalk.org/Smileys/default/tongue.gif) I totally agree with the first part of your post. He means that time will tell which of your victims end up losing and which get lucky - not that time will tell whether anyone loses or not. That is already a foregone conclusion.
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LiKaShing? Is there really how the owner of that site called himself? lol ![Cheesy](https://bitcointalk.org/Smileys/default/cheesy.gif) He was on Just-Dice today. He deposited 20 BTC to an account, and it was withdrawn shortly afterwards. He says he didn't withdraw it, and that there's no possible way his machine has malware on it, so it must be a Just-Dice bug. 22:39:45 (696742) <tasha> this website sucks balls 22:41:25 (696742) <tasha> the problem is this website, not my computer, trust me 22:55:08 (696742) <tasha> this website is a joke 22:56:17 (696742) <tasha> You know what ? this website is a joke. 22:56:43 (696742) <tasha> i am likashing 23:01:04 (696742) <tasha> i am a mac and linux user, i have many machines 23:01:31 (696742) <tasha> all macbooks and an imac 23:09:22 (1337) <LiKaShing> dooglus, absolutely this is not a slander attempt 23:10:49 (1337) <LiKaShing> for sure i am not trying to fuck you I understand he has a dice site of his own.
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It all boils down to this - if you wanna make money now or not. Money talks ... walks.
If you wanna make money now, invest with something that isn't run by a scammer. If not, there's always a new "double your money" scam. Once this one blows up another one will replace it.
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So , if you are betting in an attempt to win something , it is best to bet all you can afford to bet at once ?
Does this imply that the martingale strategy is worse than a normal strategy ?
Yes and yes. I hesitate to mention this, but if you carefully pick your martingale strategy it is more effective than a single large bet at achieving your goal (whatever that goal is).
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I've been getting steady payments back so I'm happy thus far. Good job!
I don't understand people who gets upset:
1. This is a gambling sub-forum - meaning, you gamble with your money - including in ponzi schemes, double your money and anything else. If you had a bad experience and want to warn others - great! open a thread about it.
2. Only experience leads to the right to pass judgement. So far this plan is making money.
Being righteous is fine if you got any ground to stand on. Not really here.
I'm not upset, I'm just pointing out that this is a scam. OP claims: Double your Bitcoin in four business days. Minimum amount 0.01 BTC. No upper limit. It doesn't go any simpler than that. - Send your deposit to the address below and get paid every hour 2% of the deposited amount.
- You will receive 100 payments altogether.
This isn't true. It can't be true. OP doesn't have enough coins to double any amount with no upper limit. This is "ground to stand on".
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I never tried it, but by using math I can tell you it will not work.
It can work for quite a long time if you're lucky enough. If you keep doing it long enough you'll lose, just like with any other strategy. But you can't say it will never work. If you want to gamble you may be better of making an educated guess on stocks or commodities and either long or short them. This will give you much better odds than gambling.
I'm not sure that's true. When you take into account the fees that your broker takes, and the fact that you're effectively competing against people with inside knowledge, you might find that you get better odds playing at a low edge casino than taking on the sharks at the stock exchange. I would say that for an inexperienced player the odds are worse picking stocks than they are rolling dice. But you said "educated". In that case it depends what kind of education you have. If you know which stock is about to move where, then sure...
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So far so good.. I don't see why so many people bail and scam hosting this?
The reason they all bail in the end is because there's no way they can keep up with the payments. The kinds of daily interest these schemes pay is impossible to keep up. The only way they pay you is from deposits made by new victims. And they need exponentially increasing levels of new investment to keep it going. Exponential growth isn't possible, especially when there is a fixed amount of BTC in the world, and so the scheme inevitably collapses. Even if the guy running the scheme plays by the rules, and only takes a small percentage for himself, he still won't be able to keep it going for long until he runs out of coins to pay you with. And as he has demonstrated by lying in his trust feedback about me, he doesn't play by the rules. I would advise you not to get involved.
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EDIT: Can you explain this in more detail? I'm told that the expected number of rolls before you see a 28 loss streak is around 514 million, but I don't know why.
No, not really, and apparently I'm misremembering anyway. I was told "The expected value for 28 or more losses is 410,427,273" without explanation. I've asked for the reasoning. ... and was given it: The expected number of rolls R(N) to get a streak of length N where each roll has probability p is: R(0) = 0 R(N) = (R(N-1)+1)/p I tested this via simulation and it does appear to be true. That gives these expected numbers of rolls for these streak lengths of losing 49.5% rolls (p = 0.505): 1 1.98 2 5.90 3 13.67 4 29.04 5 59.49 6 119.78 7 239.17 8 475.58 9 943.72 10 1870.74 11 3706.41 12 7341.40 13 14539.40 14 28792.88 15 57017.57 16 112908.07 17 223582.32 18 442739.24 19 876713.34 20 1736068.01 21 3437760.41 22 6807448.33 23 13480097.68 24 26693264.72 25 52857951.91 26 104669213.69 27 207265771.66 28 410427272.59
Also, using simulation, I tried to figure out the number of rolls you need to make to have a 50% chance of seeing a streak of length N. It looks to me like the number is about sqrt(2) times smaller than the above numbers, and so we need to have seen 410M/sqrt(2) = 290M rolls to have a 50% chance of seeing a streak of length 28. Since we've seen 357M rolls, we presumably have a greater than 50% chance of seeing such a streak. This is pretty low quality research I did using simulation. The sqrt(2) thing in particular is very dodgy.
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Issue not cleared up, site owner pmed a few times, however customer support is absolutely terrible, you litterally have to site in the irc chat room for hours before anyone decides to reply. Not Recommended
Waited for 2.5 hours for reply still nothing.
Try emailing support@coinroll.com
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What did you expect? No one here had any problems with us and some people sure did have some problems with you. What reaction did you expect? Just move along, really have neither time nor desire to discuss anything with you.
I didn't expect you to abuse the trust system by posting a groundless accusation as an act of revenge. In your libellous trust rating of me you used a different Ponzi scheme that I have called out as a reference. It is nothing to do with me. If you're going to keep accusing me of running a Ponzi scheme I am going to keep defending myself. I don't run a Ponzi scheme and never have, while you are running one in this very thread. If you have any evidence that your claims are true, please present it. But of course you won't, because there isn't any. I will continue to warn potential victims of the scam you are running here.
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OK, so let's give the casino a better chance. Each player starts with just $25, and has to flat-bet $25 over and over until they either bust or make 1000 bets.
OK, still too easy for the player. What if we don't let them cash out until they've made a million bets, and still only let them start with enough to make a single bet? Still no good. It takes a few more players before one goes to the moon, but it still happens, and when it does he breaks the bank: player 1 lost bet 1. balance = 0 player 1 bust after 1 bets player 2 won bet 1. balance = 50 player 2 won bet 2. balance = 75 player 2 won bet 3. balance = 100 [...] player 2 won bet 18. balance = 225 player 2 won bet 19. balance = 250 player 2 won bet 20. balance = 275 player 2 lost bet 21. balance = 250 player 2 lost bet 22. balance = 225 [...] player 2 lost bet 51. balance = 50 player 2 lost bet 52. balance = 25 player 2 lost bet 53. balance = 0 player 2 bust after 53 bets player 3 lost bet 1. balance = 0 player 3 bust after 1 bets player 4 won bet 1. balance = 50 player 4 lost bet 2. balance = 25 player 4 lost bet 3. balance = 0 player 4 bust after 3 bets player 5 won bet 1. balance = 50 player 5 lost bet 2. balance = 25 player 5 lost bet 3. balance = 0 player 5 bust after 3 bets player 6 lost bet 1. balance = 0 player 6 bust after 1 bets player 7 lost bet 1. balance = 0 player 7 bust after 1 bets player 8 won bet 1. balance = 50 player 8 lost bet 2. balance = 25 player 8 won bet 3. balance = 50 player 8 lost bet 4. balance = 25 player 8 won bet 5. balance = 50 player 8 lost bet 6. balance = 25 player 8 won bet 7. balance = 50 player 8 lost bet 8. balance = 25 player 8 lost bet 9. balance = 0 player 8 bust after 9 bets player 9 won bet 1. balance = 50 player 9 lost bet 2. balance = 25 player 9 won bet 3. balance = 50 player 9 lost bet 4. balance = 25 player 9 lost bet 5. balance = 0 player 9 bust after 5 bets player 10 lost bet 1. balance = 0 player 10 bust after 1 bets player 11 lost bet 1. balance = 0 player 11 bust after 1 bets player 12 won bet 1. balance = 50 player 12 won bet 2. balance = 75 player 12 won bet 3. balance = 100 player 12 won bet 4. balance = 125 player 12 lost bet 5. balance = 100 player 12 won bet 6. balance = 125 player 12 lost bet 7. balance = 100 player 12 won bet 8. balance = 125 player 12 won bet 9. balance = 150 player 12 won bet 10. balance = 175 player 12 won bet 11. balance = 200 player 12 won bet 12. balance = 225 player 12 won bet 13. balance = 250 player 12 lost bet 14. balance = 225 player 12 lost bet 15. balance = 200 player 12 lost bet 16. balance = 175 player 12 lost bet 17. balance = 150 player 12 lost bet 18. balance = 125 player 12 won bet 19. balance = 150 player 12 won bet 20. balance = 175 player 12 lost bet 21. balance = 150 player 12 lost bet 22. balance = 125 player 12 lost bet 23. balance = 100 player 12 won bet 24. balance = 125 player 12 won bet 25. balance = 150 player 12 lost bet 26. balance = 125 player 12 lost bet 27. balance = 100 player 12 lost bet 28. balance = 75 player 12 lost bet 29. balance = 50 player 12 lost bet 30. balance = 25 player 12 won bet 31. balance = 50 player 12 lost bet 32. balance = 25 player 12 won bet 33. balance = 50 player 12 lost bet 34. balance = 25 player 12 lost bet 35. balance = 0 player 12 bust after 35 bets player 13 lost bet 1. balance = 0 player 13 bust after 1 bets player 14 lost bet 1. balance = 0 player 14 bust after 1 bets player 15 lost bet 1. balance = 0 player 15 bust after 1 bets player 16 won bet 1. balance = 50 player 16 won bet 2. balance = 75 player 16 lost bet 3. balance = 50 player 16 lost bet 4. balance = 25 player 16 lost bet 5. balance = 0 player 16 bust after 5 bets player 17 lost bet 1. balance = 0 player 17 bust after 1 bets player 18 lost bet 1. balance = 0 player 18 bust after 1 bets player 19 lost bet 1. balance = 0 player 19 bust after 1 bets player 20 won bet 1. balance = 50 player 20 lost bet 2. balance = 25 player 20 won bet 3. balance = 50 player 20 lost bet 4. balance = 25 player 20 lost bet 5. balance = 0 player 20 bust after 5 bets player 21 lost bet 1. balance = 0 player 21 bust after 1 bets player 22 won bet 1. balance = 50 player 22 won bet 2. balance = 75 player 22 lost bet 3. balance = 50 player 22 won bet 4. balance = 75 player 22 lost bet 5. balance = 50 player 22 lost bet 6. balance = 25 player 22 won bet 7. balance = 50 player 22 won bet 8. balance = 75 player 22 lost bet 9. balance = 50 player 22 lost bet 10. balance = 25 player 22 won bet 11. balance = 50 player 22 lost bet 12. balance = 25 player 22 won bet 13. balance = 50 player 22 lost bet 14. balance = 25 player 22 lost bet 15. balance = 0 player 22 bust after 15 bets player 23 lost bet 1. balance = 0 player 23 bust after 1 bets player 24 won bet 1. balance = 50 player 24 lost bet 2. balance = 25 player 24 won bet 3. balance = 50 player 24 won bet 4. balance = 75 player 24 won bet 5. balance = 100 player 24 won bet 6. balance = 125 player 24 won bet 7. balance = 150 player 24 lost bet 8. balance = 125 player 24 lost bet 9. balance = 100 player 24 lost bet 10. balance = 75 player 24 lost bet 11. balance = 50 player 24 lost bet 12. balance = 25 player 24 lost bet 13. balance = 0 player 24 bust after 13 bets player 25 won bet 1. balance = 50 player 25 lost bet 2. balance = 25 player 25 lost bet 3. balance = 0 player 25 bust after 3 bets player 26 lost bet 1. balance = 0 player 26 bust after 1 bets player 27 lost bet 1. balance = 0 player 27 bust after 1 bets player 28 lost bet 1. balance = 0 player 28 bust after 1 bets player 29 lost bet 1. balance = 0 player 29 bust after 1 bets player 30 lost bet 1. balance = 0 player 30 bust after 1 bets player 31 won bet 1. balance = 50 player 31 won bet 2. balance = 75 player 31 won bet 3. balance = 100 player 31 won bet 4. balance = 125 player 31 lost bet 5. balance = 100 player 31 won bet 6. balance = 125 player 31 lost bet 7. balance = 100 player 31 lost bet 8. balance = 75 player 31 lost bet 9. balance = 50 player 31 lost bet 10. balance = 25 [...] player 31 lost bet 999991. balance = 502750 player 31 lost bet 999992. balance = 502725 player 31 lost bet 999993. balance = 502700 player 31 lost bet 999994. balance = 502675 player 31 lost bet 999995. balance = 502650 player 31 won bet 999996. balance = 502675 player 31 won bet 999997. balance = 502700 player 31 lost bet 999998. balance = 502675 player 31 won bet 999999. balance = 502700 player 31 lost bet 1000000. balance = 502675 player 31 made 1000000 bets without busting
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I coded a simulation, ran it 6 times. The first time I ran it the first player busted and the 2nd player made 1000 bets without busting. The other 5 times the first player made 1000 bets without busting:
OK, so let's give the casino a better chance. Each player starts with just $25, and has to flat-bet $25 over and over until they either bust or make 1000 bets. Now the casino is bound to win, right? Wrong: player 1 lost bet 1. balance = 0 player 1 bust after 1 bets player 2 lost bet 1. balance = 0 player 2 bust after 1 bets player 3 lost bet 1. balance = 0 player 3 bust after 1 bets player 4 lost bet 1. balance = 0 player 4 bust after 1 bets player 5 lost bet 1. balance = 0 player 5 bust after 1 bets player 6 won bet 1. balance = 50 player 6 lost bet 2. balance = 25 player 6 lost bet 3. balance = 0 player 6 bust after 3 bets player 7 won bet 1. balance = 50 player 7 lost bet 2. balance = 25 player 7 won bet 3. balance = 50 player 7 lost bet 4. balance = 25 player 7 won bet 5. balance = 50 player 7 won bet 6. balance = 75 player 7 lost bet 7. balance = 50 player 7 lost bet 8. balance = 25 player 7 lost bet 9. balance = 0 player 7 bust after 9 bets player 8 lost bet 1. balance = 0 player 8 bust after 1 bets player 9 won bet 1. balance = 50 player 9 won bet 2. balance = 75 player 9 won bet 3. balance = 100 player 9 won bet 4. balance = 125 player 9 lost bet 5. balance = 100 player 9 won bet 6. balance = 125 player 9 lost bet 7. balance = 100 player 9 won bet 8. balance = 125 player 9 won bet 9. balance = 150 player 9 won bet 10. balance = 175 player 9 lost bet 11. balance = 150 player 9 lost bet 12. balance = 125 player 9 lost bet 13. balance = 100 player 9 lost bet 14. balance = 75 player 9 lost bet 15. balance = 50 player 9 won bet 16. balance = 75 player 9 lost bet 17. balance = 50 player 9 lost bet 18. balance = 25 player 9 won bet 19. balance = 50 player 9 lost bet 20. balance = 25 player 9 lost bet 21. balance = 0 player 9 bust after 21 bets player 10 lost bet 1. balance = 0 player 10 bust after 1 bets player 11 won bet 1. balance = 50 player 11 lost bet 2. balance = 25 player 11 lost bet 3. balance = 0 player 11 bust after 3 bets player 12 won bet 1. balance = 50 player 12 won bet 2. balance = 75 player 12 lost bet 3. balance = 50 player 12 lost bet 4. balance = 25 player 12 won bet 5. balance = 50 player 12 lost bet 6. balance = 25 player 12 lost bet 7. balance = 0 player 12 bust after 7 bets player 13 lost bet 1. balance = 0 player 13 bust after 1 bets player 14 won bet 1. balance = 50 player 14 lost bet 2. balance = 25 player 14 won bet 3. balance = 50 player 14 won bet 4. balance = 75 player 14 won bet 5. balance = 100 player 14 won bet 6. balance = 125 player 14 won bet 7. balance = 150 player 14 won bet 8. balance = 175 player 14 lost bet 9. balance = 150 player 14 won bet 10. balance = 175 [...] player 14 won bet 224. balance = 125 player 14 lost bet 225. balance = 100 player 14 lost bet 226. balance = 75 player 14 won bet 227. balance = 100 player 14 won bet 228. balance = 125 player 14 lost bet 229. balance = 100 player 14 lost bet 230. balance = 75 player 14 lost bet 231. balance = 50 player 14 lost bet 232. balance = 25 player 14 lost bet 233. balance = 0 player 14 bust after 233 bets player 15 won bet 1. balance = 50 player 15 won bet 2. balance = 75 player 15 won bet 3. balance = 100 player 15 lost bet 4. balance = 75 player 15 won bet 5. balance = 100 player 15 won bet 6. balance = 125 player 15 lost bet 7. balance = 100 player 15 won bet 8. balance = 125 player 15 won bet 9. balance = 150 player 15 lost bet 10. balance = 125 [...] player 15 lost bet 991. balance = 850 player 15 lost bet 992. balance = 825 player 15 lost bet 993. balance = 800 player 15 won bet 994. balance = 825 player 15 won bet 995. balance = 850 player 15 won bet 996. balance = 875 player 15 won bet 997. balance = 900 player 15 lost bet 998. balance = 875 player 15 lost bet 999. balance = 850 player 15 lost bet 1000. balance = 825 player 15 made 1000 bets without busting
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Someone have a simulator to help me fully realize I'm wrong? I dunno how to create the formula for doing this quickly. 1,000 users have a $1,000 bankroll and must make 1,000 $25 bets with a 51% chance of 2x return, 49% chance of 0x return. The casino has an unlimited bankroll. The casino only loses if someone cashes out their winnings, which in this simulator, requires someone to make 1,000 $25 bets without their bankroll ever hitting $0. They get to keep whatever's left at the end of that.
I'll run that simulation and let you know how it goes. OK, maybe I misunderstood your specification, but here are the results: I coded a simulation, ran it 6 times. The first time I ran it the first player busted and the 2nd player made 1000 bets without busting. The other 5 times the first player made 1000 bets without busting: player 1 won bet 1. balance = 1025 player 1 won bet 2. balance = 1050 player 1 lost bet 3. balance = 1025 player 1 lost bet 4. balance = 1000 player 1 won bet 5. balance = 1025 player 1 lost bet 6. balance = 1000 player 1 lost bet 7. balance = 975 player 1 won bet 8. balance = 1000 player 1 won bet 9. balance = 1025 player 1 lost bet 10. balance = 1000 [...] player 1 won bet 991. balance = 2475 player 1 lost bet 992. balance = 2450 player 1 lost bet 993. balance = 2425 player 1 lost bet 994. balance = 2400 player 1 lost bet 995. balance = 2375 player 1 won bet 996. balance = 2400 player 1 lost bet 997. balance = 2375 player 1 won bet 998. balance = 2400 player 1 won bet 999. balance = 2425 player 1 won bet 1000. balance = 2450 player 1 made 1000 bets without busting Here's the simulation code: #!/usr/bin/env python
import random, sys
players = 1000 bets_per_player = 1000 starting_balance = 1000 stake = 25
def roll(): return random.random() < 0.51
player = 1 while player <= players: balance = starting_balance bets = 0 while True: bets += 1 if roll(): balance += stake print "player %4d won bet %4d. balance = %4d" % (player, bets, balance) else: balance -= stake print "player %4d lost bet %4d. balance = %4d" % (player, bets, balance) if balance < stake: print "player %d bust after %d bets" % (player, bets) break if bets == bets_per_player: print "player %d made %d bets without busting" % (player, bets) sys.exit(0)
player += 1
print "all the players busted"
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Someone have a simulator to help me fully realize I'm wrong? I dunno how to create the formula for doing this quickly. 1,000 users have a $1,000 bankroll and must make 1,000 $25 bets with a 51% chance of 2x return, 49% chance of 0x return. The casino has an unlimited bankroll. The casino only loses if someone cashes out their winnings, which in this simulator, requires someone to make 1,000 $25 bets without their bankroll ever hitting $0. They get to keep whatever's left at the end of that.
I'll run that simulation and let you know how it goes.
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Please don't mention the trust thing because it's ridiculous. Click on it to see who gave us this and what was our reaction.
It seems your reaction to me calling your Ponzi a Ponzi was to post this on my trust: This dude is shady as f*ck, and he has the nerve to post negative feedback to users who did not have any issues here at all. Besides, he's running a Ponzi scheme here. Are you claiming you aren't running a Ponzi? If so, how are you generating such amazing returns for your victims customers? Of course you have had "issues" on this account yet. That's how Ponzi schemes work. You pay out in the beginning, then stop when you can no longer afford the payouts. Then you make a new account and start again. Do you think people are stupid? And what makes you say I'm running a Ponzi? I can demonstrate the source of the profits my customers make. Can you?
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What does generally a pretty bad idea mean ? As far as I can understand , the house edge should be equal at all levels and that would just be a lot less fun (as you have no chance of winning something substantial) , with the same amount of risk.
Is my understanding wrong ?
If you want to win 1 BTC, you could: a) risk 0.1 BTC at 9% for an 11x payout, or you could b) risk 10 BTC at 90% for a 1.1x payout. In each case you expect to lose 1% of the amount you risk, so b) costs about 100 times more than a) in terms of the amount you expect to lose, while only having a 10 times better chance of success. That makes 90% seem like a bad deal compared to 9%, even though they both have a 1% edge. Does that make sense?
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no new gaming sites that employ a system like this should be avoided until they correct this obviously bad practice
I would suggest exactly the opposite. all new gaming sites that employ a system like this should be avoided until they correct this obviously bad practice
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If I could offer some criticism for off-chain provably fair systems in general, the use of a daily secret is unnecessary and counterproductive.
It's like this: PrimeDice: changes secret every roll - makes the user have to do much work to verify (too hot) CoinRoll: changes secret once per day - makes the user wait too long to verify (too cold) Just-Dice: changes secret when the user asks to change it (just right) It's like Goldilocks up in here.
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makes lots of sense. i guess the best way to calculate risk of ruin is to go through a bernoulli process then. Assuming a reasonal bankruptcy point > 0. maybe 30-40% of original bankroll. since going to 0 would be infinite time.
Maybe consider the risk of losing half the bankroll - a kind of a 'half life' thing. Also, what if someone came with enough coins to bet the maximum at 98% over and over. Each time they have a very good chance of winning 0.5% of the house bankroll. If they win 138 times in a row, they've won half the bankroll, and they can do so with 6% chance: >>> 0.995 ** 138 = 0.5007 >>> 0.98 ** 138 = 0.06154 If the max profit per roll was a full 1% of the bankroll, they only need to win 69 times in a row, and they can do so with 25% chance: >>> 0.99 ** 69 = 0.4998 >>> 0.98 ** 69 = 0.24808 So by cutting the max profit from 1% to 0.5% we've made it ~4 times harder to win half the bankroll by max-betting at 98%.
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