What is the maths probability of this? dozen to sleep 12 times?

[Spike!]

does the ball have an equal chance of falling into any of the pockets?>>

All except the ones I crammed with putty and ghewing gum..

[Number Six]

does the ball have an equal chance of falling into any of the pockets?>>

All except the ones I crammed with putty and ghewing gum..

HA!!, that's it, right? The whole hoax exposed. You are great, spike.  

Sometimes I, personally, just empty the dust outta the bottom of my trouser pockets....that usually is enough to sway the EC's into my favour by 24%. Though, I do LOVE putty. I might try that one. Man, I was about to stick on donnie brasco.....I'd rather keep this going.

does the ball have an equal chance of falling into any of the pockets?

Yes, I think so. Clearly sticking putty into pockets is not a viable strategy. Let's not get into a debate about pockets...could get ugly. And, besides, I don't really want to know where you  like to stick your "putty". I saw that picture of Noble Savage....

[Spike!]

does the ball have an equal chance of falling into any of the pockets?>>

The fact that the wheel is fair is why it can be beaten. Thats a fact, not a contradiction..

[Number Six]

Simple yes or no answer...maybe?? Either it does or it doesn't. We're talking about a game of physical boundaries.

If it does, the maths is solid and can't be superseded, ever. If not, literally, it's because you put chuddy in 10 pockets on each spin and got away with not being seen- and that's the only method by which you could ever hope to have a consistent .72 proba of winning on even money.

[Spike!]

If it does, the maths is solid and can't be superseded, ever. >>>

Unless you get the edge, then all the maths apply to you and not the casino.

[Spike!]

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