What does it even mean?
It means that your strategy does not provide any advantage. What exactly do you not understand?
You have to distribuite it on multiple bets, for example let's say you bet on green trends
The game results are unpredictable and don't influence one another. Waiting for a number of favorable results before betting does not increase or decrease your chances of winning at all.
Again: Regardless of how you structure your wagers, every single one of them has a negative expected value. You are virtually guaranteed to lose your entire bankroll after a sufficient number of wagers.
When you lose X on position N
Where N is the stack limit of the trend and where the series of E[V(T)+randomized] where V is the vector of redistribution recovers up to the point of covering every bet
Where N is the stack limit of the trend and where the series of E[V(T)+randomized] where V is the vector of redistribution recovers up to the point of covering every bet
I have no idea what any of this is supposed to mean, but perhaps you'll educate me. It sounds like what a layman thinks a mathematician would say. In particular I'd like to know what the "stack limit of the trend" and the "vector of redistribution" are.
Reality is, there is a whole math sector and physics sector covering probability, are all those fools? Or maybe you can limit the loses if you are smart?
The ones that aren't fools will certainly tell you that combining many wagers with negative expected values still results in a negative expected value.