Martingale: the maximum possible chain of continuous losses/profits - page 8
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15.... what is this figure? i too get a maximum of 15, rarely, very rarely get to 16-17. Explain why the boundary of the maximum continuous profit/loss chain is at 13-17?
In any case, if you're going to put a bounce in the system at 17, with entry at 11-12 (assuming the depo can handle another 5-6), you'll wait so long for such entry conditions that the system's returns will be below the plinth:)
Did you actually look around the forum or do you prefer to indulge in illusions?
There is no maximum series limit. If it were limited, it would be a piece of cake to make money. Even if it were just a big limit, you could work in a huddle by pooling deposits.
I looked, I couldn't find...
Are you talking about the monkey who, on the theory of probability, can type War and Peace on the keyboard?
I'm talking about more realistic things.
what is the maximum, continuous series of one colour falling out?
27 times black I remember exactly... because it was recently (half a year ago or so)... what was there before I don't know:)
Have you actually looked around the forum or do you prefer to indulge in illusions?
There is no maximum series limit. If it were limited, it would be a piece of cake to make money. Even if the limit was just a big one, you could work in a huddle by pooling deposits.
Martin is like a drug, a cruel thing.
In any case, if you're going to be setting the system to rebound at 17, with entry at 11-12 (assuming the depot can hold another 5-6), you'll be waiting so long for such entry conditions that the system's returns will be below the plinth:)
I wrote such an Expert Advisor once :)
The only solution, if you are itching to use martin - analyze equity of stable systems and enter with constant (working) lot on drawdowns. The lot, in principle, will be constant, but the illusion that the increase will be hovering in the air:))) ... Ludomanoman will be pleased to realize that his duty, he fulfilled ))))
27 times black I remember exactly... because it was recent (half a year ago or so)... what was there before I don't know:)
ah, that's a good one:) a bazooka, a ball, under a cup, won't do it a hundred times in a row:)
There is a number in the region of 13-14-15 continuous occurrence of one of the events, let 15 be an example, let the events be 0 and 1, and let them be equal probability (if not, then why this whole circus)
the probabilities of 11111111111111111 (15 units) and 11111111111111110 (14 units + 1 zero) are equal (=1/(2^15)) (as well as any other combination of 2^15 pieces)
After we "observe" 14 units in a row (oh, miracle! - probability = 1/(2^14) ), what is the probability of "1" in the 15th event and "0" ?
I work in a casino. The scoreboard on the wheel holds 15 digits. I work 12-hour shifts. Per shift I see at least 1 time when all the scoreboard is either the same colour or only big numbers, or even/odd. 1 hour = approximately 30 spins(games), 12 hours = 360 games. It turns out that for every 360 games there is at least one series of 15+ games "no ocata".
Forget the martin, take pity on yourself:)
Print out every trader's 48th bold and hang it above your monitor!
The martin and loco theme is as timeless as the market itself.
Print out every trader with the 48th bulldog and hang it above the monitor!
The topic of martin and loco is as eternal as the market itself.
99.99% of cooks should also print and hang a ban on fugo fish on their cooker, the same thing about traders using martin...