Hello everyone ^-^ I've noticed that a lot of people have been giving information based on something they're well versed in or had previous experience and so here I am with my extensive gambling addi- I mean CF journey! Before I begin the guide, do note that despite how well you follow these steps, it's still a chance based game and so your success may vary. This is purely to help you maximize your chances as much as possible without leaving it too much to chance. The actual steps to this guide are very simple (in that there's only 2 steps). In any case, let's begin: Lose a lot. I don't mean go funnel all your money and lose it but understand that, while your wager amount can change, your cf chances still remain a constant 50/50. Thus, using some simple compound probability, we can try out best to lose multiple times in a row so that the chances of you winning in the next instance is maximized. Stick to one coin-side and don't for other peoples' flips. This kind of sounds odd but note that increasing variables to coinflips is a very easy way for things to get out of your control. The expected number of outcomes for coinflips is already 2^n where n is the number of coinflips. If you introduce different sides and other variables, it makes it even more difficult to predict how likely you are to win. Make it less complicated for yourself by just using either tails or heads permanently. Honestly, that's pretty much it. Coinflips are a very easy to way make and lose money so do take this guide with a grain (dare say even a pinch) of salt! Happy flipping!
Interesting guide. I've heard of this idea before but not in detail. I don't do CFs so I don't know how well it works. The idea seems a little strange to me since the results of different CFs are independent if CFs are random.
Compound probability of independent events takes into consideration just that. The expected outcome will definitely change regardless of how 'random' one individual event is. Coin flips are mutually exclusive events where the outcome is either tails or heads. Thus to get the probability of heads or tails, you'll just plug the formula 'P(A or B)=P(A)+P(B)' and you'd get your answer. While it's correct to say that CFs are random, it is also correct to say that consecutive heads will lead to a higher likelihood of tails and visa versa.
This just sounds like the gambler's fallacy to me. In your formula here P(A or B) = 1 since the result is either head or tail. I don't see how that's supporting your theory here. However, if there is solid evidence that this strategy did work very well, then it might be a good strategy for some unclear reasons.
Never done a coinflip, and I never will. It just doesn't seem like a fair way to get money to me. Nevertheless, good guide
i mean on prisons 1 there are players with 1.8billion win meaning they had to win 18 100mil cfs in a row, almost impossible there is a stratergy but i dont know it
