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Re: Math proof that roulette cannot be beaten

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C'mon General, you're just pulling out the standard template again! Give me some credit!  ;D

For starters, 1 & 2 are irrelevant to independence/dependence, 3. is true, but your conclusion in 4. doesn't necessarily follow from the fact that the number of pockets remains the same from one spin to the next. Like I said before, there are other ways dependence can arise. Your analysis is too crude.

Also, you're assuming that I'm committing the gambler's fallacy by using past spins as a guide to future spins. I'm not.

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The free mode offered by many of the online casinos/cellphones/games sometimes contain program code that's designed to fool people into believing that they can beat the game. 

You may be right. However, not at the casinos I play at.

And this thread is in danger of wandering off course. I think we should let Priyanka have the floor.

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