You are correct :
If you want xBTC and you either get it with a martingale starting at x : x; 2x ;4x; 8x or a big bet of 15x at 1.067 you are better off playing the martingale
BUT
When you play a martingale you are usually looking for a bigger win than a single unit win, for exemple it is commun for martingales to wait to get 30% 50% or 100% before stopping
Right. The best way to play is to risk as little as possible. Running a single martingale sequence is a good way to do that. If you run it over and over again, you're increasing the amount you expect to lose. If you want to win more than a single unit, you need to redesign your martingale sequence such that you achieve your target in a single run...
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Haha.. while I don't entertain this, I truly appreciate your honesty in a way that you're clearly saying you'd give only 82% back if you fail.
This is the most legit Ponzi scheme I've seen so far: 1) it admits it's a Ponzi 2) it has a reasonable-sounding failure scenario So long as they make sure they always keep hold of enough coins to pay out 82% to everyone when it inevitably fails, this could even be considered as honest I guess! Details on the payouts would be helpful. It's currently very vague. Of course, it'll probably turn out to be just another scam, but at least in theory this one could be legit.
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I too would like to run the Linux client, but:
a) it's only available in binary format. I would much rather build it from source myself, so I can see what I'm running
b) it's not available for the version of Linux I'm using
Providing the source code would remove both of the above obstacles for me, as well as being a legal requirement for distributing the binaries they are already distributing.
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fedor that is correct for scamers 90% of the doubel site are scam
no need to talk about it you can track our wallet and lets talk next month You're nearly right. The correct number is 100. Let's use that number in a sentence shall we? 100% of the doubel site are scam. Anyone who invests in this obvious scam needs their head examined. Why would this guy want to borrow your coins at 100% interest to buy mining equipment when he could borrow them much cheaper elsewhere? The mining equipment would have to ROI itself twice over before he can give you your payment, and most miners have a hard time hitting ROI just once.
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BTW is JD affiliated with SwC?
There is a Seals affiliate link in a banner ad at the top of JD. I like SwC. But no.
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Sounds like your bet resolves early omaha - unless I'm missing something?
As I understood it, the bet was on the total profit over the whole month. If someone wins 3k BTC tomorrow, that changes the result of the bet completely. It's currently looking like the site will book decent profits this month, but it's by no means certain.
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Why can't someone just start a "scheme" more legit like have a max limit of "0.01" bitcoin that can be doubled, so no minimum, no maximum, just 0.01, doubled on the back of everyone else, take your cut and everyone wins because 0.01 is easy to fulfill where 1 BTC is a lot harder.
These schemes don't work. To double the first person's deposit, you need a 2nd person to join. The double the 2nd person's deposit, you need a 3rd and 4th person to join. To double those 2 deposits, you need 4 more people to join, making a total of 8. To double those 4 new deposits, you need 8 more people to join, making a total of 16. and so on. Each each step you need twice as many places as in the previous step. After 10 steps you need over 1000 players. After 20 steps you need over a million players. After 33 steps you need everyone in the world to be playing. Do you see now why these schemes always fail, and why you shouldn't get involved?
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Lovely idea for a promo! I haven't played on sealswithclubs for a long while, wonder what's changed.
Very little that I can notice. Other than: The site's busier than it used to be. Generally 300-400 people logged in at any time. You can play for fractions of a chip now, since 1 chip = 0.001 BTC ~= 60 cents is too big for microstakes play. There are binary executables available for Windows, Mac, and Linux, but I'm not brave enough to download them. There's also a .apk file for an Android client. But if you don't trust those you're stuck with the same clunky flash client they always had.
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3) I haven't seen Tawaka's individual bets last summer. I don't know if he was playing for profits above 250BTC by taking advantage of the 1% maximum bet.
This chart pretty closely follows the amount in the bankroll over time. It's actually showing how many coins the site was holding in offline cold storage over time, which also includes player balances, and doesn't include the flat that is kept on-site, but those two pretty much cancel each other out. So the bankroll was around 30k in mid July and around 40k in late September. Those are the two times nakowa played a lot. Here's a video somebody made of him playing on 20th September, when he was getting warming up for his 2nd attack on the house. https://www.youtube.com/watch?v=hjMnKtTWeKMNote the bankroll is 48k and the maximum profit per bet is 478 BTC. Almost all his large bets are for 100 or 200 BTC, so he's not betting more than 0.5% of the bankroll even though he could. Here's a table showing all nakowa's bets on account 2548 at 49.5% of 1 BTC or more: +------------+--------+----------+-------+ | bet | chance | result | count | +------------+--------+----------+-------+ | 1 | 49.5 | win | 14 | | 1 | 49.5 | lose | 18 | | 1.05381888 | 49.5 | win | 2 | | 1.05506816 | 49.5 | win | 2 | | 1.05506816 | 49.5 | lose | 2 | | 1.25 | 49.5 | lose | 3 | | 1.28 | 49.5 | win | 13 | | 1.28 | 49.5 | lose | 5 | | 1.34217728 | 49.5 | win | 2 | | 1.34217728 | 49.5 | lose | 3 | | 1.6 | 49.5 | win | 1 | | 2 | 49.5 | win | 40 | | 2 | 49.5 | lose | 51 | | 2.11013632 | 49.5 | win | 1 | | 2.11013632 | 49.5 | lose | 1 | | 2.5 | 49.5 | win | 1 | | 2.5 | 49.5 | lose | 2 | | 2.56 | 49.5 | win | 5 | | 2.56 | 49.5 | lose | 3 | | 2.68435456 | 49.5 | win | 1 | | 2.68435456 | 49.5 | lose | 1 | | 3 | 49.5 | win | 17 | | 3 | 49.5 | lose | 10 | | 3.34148464 | 49.5 | lose | 1 | | 4 | 49.5 | win | 10 | | 4 | 49.5 | lose | 8 | | 5 | 49.5 | win | 16 | | 5 | 49.5 | lose | 18 | | 5.12 | 49.5 | win | 7 | | 5.12 | 49.5 | lose | 8 | | 5.36870912 | 49.5 | win | 3 | | 6 | 49.5 | win | 2 | | 6 | 49.5 | lose | 3 | | 8 | 49.5 | win | 3 | | 8 | 49.5 | lose | 2 | | 10 | 49.5 | win | 116 | | 10 | 49.5 | lose | 118 | | 11 | 49.5 | win | 1 | | 11 | 49.5 | lose | 2 | | 12 | 49.5 | win | 2 | | 12 | 49.5 | lose | 5 | | 16 | 49.5 | lose | 1 | | 18 | 49.5 | lose | 1 | | 20 | 49.5 | win | 107 | | 20 | 49.5 | lose | 118 | | 22 | 49.5 | win | 2 | | 22 | 49.5 | lose | 4 | | 23 | 49.5 | lose | 1 | | 26 | 49.5 | win | 1 | | 30 | 49.5 | win | 9 | | 30 | 49.5 | lose | 11 | | 32 | 49.5 | win | 1 | | 32 | 49.5 | lose | 1 | | 33 | 49.5 | lose | 2 | | 40 | 49.5 | win | 22 | | 40 | 49.5 | lose | 33 | | 44 | 49.5 | lose | 1 | | 50 | 49.5 | win | 83 | | 50 | 49.5 | lose | 72 | | 60 | 49.5 | win | 9 | | 60 | 49.5 | lose | 3 | | 70 | 49.5 | win | 1 | | 80 | 49.5 | win | 10 | | 80 | 49.5 | lose | 8 | | 96 | 49.5 | win | 1 | | 100 | 49.5 | win | 75 | | 100 | 49.5 | lose | 91 | | 120 | 49.5 | win | 2 | | 120 | 49.5 | lose | 5 | | 140 | 49.5 | win | 2 | | 140 | 49.5 | lose | 2 | | 150 | 49.5 | win | 16 | | 150 | 49.5 | lose | 17 | | 160 | 49.5 | win | 4 | | 180 | 49.5 | win | 2 | | 180 | 49.5 | lose | 4 | | 200 | 49.5 | win | 77 | | 200 | 49.5 | lose | 59 | | 220 | 49.5 | win | 3 | | 220 | 49.5 | lose | 1 | | 240 | 49.5 | win | 1 | | 240 | 49.5 | lose | 1 | | 250 | 49.5 | win | 7 | | 250 | 49.5 | lose | 2 | | 280 | 49.5 | win | 1 | | 291 | 49.5 | win | 1 | | 295 | 49.5 | lose | 1 | | 296 | 49.5 | win | 2 | | 296 | 49.5 | lose | 1 | | 297 | 49.5 | win | 1 | | 298 | 49.5 | win | 2 | | 298 | 49.5 | lose | 4 | | 300 | 49.5 | win | 7 | | 300 | 49.5 | lose | 7 | | 303 | 49.5 | win | 1 | +------------+--------+----------+-------+ The biggest bet was for 303 BTC.
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2a) How does the chance of winning each bet affect Takawa's chances against the house?
2a) I am not sure I understand the question. I mean if nakowa flat bet at 9% for an 11x payout until he doubled or bust, what are his chances of success then? What is the optimal chance-per-bet to double your bankroll before busting, given a constant profit per bet? The equation we used assumes the random walk is taking equally large steps backwards and forwards, but in this case we aren't. The mathematics is an open question to anyone reading this post. People who claim to understand martingale should be able to figure out flat betting. If it was your casino what would you do?
I would definitely allow the betting to happen. Since the bankroll is crowd-funded, each individual would decide for themselves whether they wanted to take on the mighty nakowa. Historically it has been a losing proposition to do so, but even at the height of his power when he was kicking us all over the place, the vast majority of the crowd had faith in math and the house edge, and were quite vocal in protesting me reducing the maximum profit per bet to 0.25% of the bankroll. They wanted a rematch. They wanted their chance to take back what he had won from them. I'm sure most still feel the same way, that math will win in the end. I don't know if I would personally remain part of the bankroll myself. I couldn't help but take it personally when he won so much, like he was attacking me and the site. I know that's stupid, but it's how I felt. Not being a part of the bankroll made it a little better, and allowed me to sleep at night, so that's what I did.
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You have better odds doing a single bet than playing the martingale ie if you want to get 50% from your bankroll you have better odds of achieving it if you go maxbet/1.5payout than playing a martingale
You're saying that you have a higher chance to turn 10 into 15 if you bet it all on a single bet than if split the 10 into smaller pieces and bet them at a higher multiplier, smallest first, until you win one, and then quit? Because that seems obviously incorrect to me. Betting all your coins you expect to lose more than betting just some of them. An easier example: Suppose you have 7 coins and want to have 8. You could bet all 7 on a 1.125x bet. Or you could bet 1 at 2x, then 2 at 2x, then 4 at 2x, stopping if you win at any point. Is the single 7 or the 1,2,4 martingale better? What are the odds of success of each one? What's your expected return for each? Work it out. The 1,2,4 martingale is *better* than the single 7.
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What it motivated me to go ahead and "gamble" was that people here said he was paying, and other guy (maybe the same person, fake, not sure) claimed that he was scammed but the scammer gave it all back plus interest, so he gave it a second chance and reinvested.
Do at least a little research before trusting a stranger. Nobody can double your coins in 4 business days.
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You will be contacted. Alternatively you can continue game and get fun to members. Let's people gambling. ![Smiley](https://bitcointalk.org/Smileys/default/smiley.gif) So save your ass. Isn't ? The way the game works is he pays out old players with new players' deposits. He can't keep the game going because of math. The way not to lose money on these games is to stop playing them. By playing them you are only helping the scammer.
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theres your proof of JD profit for april and may
884 may
1581 april dooglus, can you confirm this so i know im doing right
so i see profits for month of june so far is
1165BTC
june 1 17550
june 16 18665 Here's a chart of the JD profits over the last 3 months or so: ![](https://ip.bitcointalk.org/?u=https%3A%2F%2Fi.imgur.com%2Fe1EOsvm.png&t=663&c=6tUO631GJoNqtQ) April is over 1500, May is under 1000, and June so far is around 1200. So your numbers look about right to me, yes. I think you should use the same time and date each month. If you start the month at 00:01 on 1st June, you should end it at 00:01 on 1st July (not 23:59 on 30th June) or you have a gap between months. It probably doesn't matter, but it's best to define these things exactly. For instance, say you'll take the 1st June data point on bitcoinproject from the 1st July data point to get the monthly profit.
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So OP is saying "I don't have your coins because I gave the cold wallet to one of the site's investors".
If it's true, what the fuck? Why would you give the site's cold wallet to anyone? The whole point of a cold wallet is that it keeps the coins safe. Don't give it to anyone, especially not an anonymous stranger you met on a forum!
And if it's false, what? OP still has the coins, is lying about it, and wants to keep them for himself?
So which is it? You gave the invested coins to a stranger, or you stole them? Neither one is acceptable. Did I miss a third possibility?
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Why is this thread so long?
Mostly because I hijacked it and use it as a place to post anecdotes of the Martingales that happen daily on my dice sites. Here's one from a few hours ago. In this case it didn't works: ![](https://ip.bitcointalk.org/?u=https%3A%2F%2Fi.imgur.com%2Fw3VkEc1.png&t=663&c=1SKoPTjwI4o0fA) Here's the tail end of the betting: ![](https://ip.bitcointalk.org/?u=https%3A%2F%2Fi.imgur.com%2F0ZoRE71.png&t=663&c=6sSBk12O9txHWQ)
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A good gambling operation is inherently "high touch". He defined that as a place where you can go where there is a buzz of human activity, and people pay attention to you if you are a flea or a whale. I try to treat everyone the same, no matter what their bankroll, to the point of making a point not to look at people's balances most of the time. That can lead to problems, with high rollers feeling snubbed because I don't go the extra mile to cater to them. One guy was upset that it took over an hour for me to manually process a large withdrawal that he requested on a Sunday afternoon. Another seems upset that I don't buy him steak dinners when he loses, though I think that is mostly tongue in cheek. I'm sure most whales recognise that all the "free stuff" they get at the big casinos is paid for by the large house edge on the games they play.
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Akio Nakowa Parameter 1.36% 1.00% Edge 30 40 Nstart 60 80 Nfinish 49.32% 49.50% p (win) 50.68% 50.50% q (lose) 97.32% 98.02% p/q 44.22% 44.93% P1=p/q^Ns 19.55% 20.19% P2=p/q^Nf 55.78% 55.07% Q1=1-P1 80.45% 79.81% Q2=1-P2 69.34% 69.00% Q2/Q1 30.66% 31.00% 1-Q2/Q1
You're using the equation found in section 12.2 of http://www.dartmouth.edu/~chance/teaching_aids/books_articles/probability_book/Chapter12.pdf![](https://ip.bitcointalk.org/?u=https%3A%2F%2Fi.imgur.com%2FqTbQeKk.png&t=663&c=WZjCcxcf5VSPKA) Briefly: >>> p = 0.495 >>> r = (1-p)/p >>> (r**40 - 1) / (r**80 - 1) 0.31002
>>> p = 0.4932 >>> r = (1-p)/p >>> (r**30 - 1) / (r**60 - 1) 0.3066 I hadn't see it before. Thanks. ![Smiley](https://bitcointalk.org/Smileys/default/smiley.gif)
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I'm not quite sure about that, but I assume you're correct. I thought the house edge was based on the number you gambled.
1% house edge means that in the long run you will lose 1% of everything you gamble. Your example of the $1.99 payout doesn't do that. Correct, most/all of the casinos have a very big bankroll.
You need your bankroll to be significantly bigger than your maximum payout. If you have a small bankroll you can avoid the risk of going bust by reducing your maximum bet. Research the "Kelly Criterion" for the gory details. http://en.wikipedia.org/wiki/Kelly_criterion
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