4 chips on 1st dozen, 3rd dozen, column A, column C, and numbers 8, and 29
8 chips on numbers 14,23,16/19, and 18/21
12 chips on 4,6,31, and 33
14 chips on numbers 0, and 00
32 chips on 17/20
164 total 2,500 buy-in
Quote from: Norman Bates on January 14, 2011, 11:32:53 PM
Use the built-in buy-ins for these examples to avoid gamblers fallacy.
Norm,
One more time. What does that statement mean? How does one avoid gambler's fallacy with the buy-in?
That just doesn't make any sense (among other things).
AD
Hi ADelay. I didn't mean to neglect you, but I've been really busy working on this thing lately. I feel like I'm under constant pressure to finish up for you guys, and right now I just want to go to bed, and see if I can think straight. I'll let you know in the morning...OK. thanks
Yep, congratulations!
You have finally done it. Your best loser yet!
Well done.
I just lost 71,347 units in 10,000 spins on the low limit game.
You're a crack up Norman. :sarcastic:
From a mathematical point of view every system cannot beat the roulette on the long run.Bombus why do you do such test with 10000 spins.Which program do you use.Only a combined system and a strategy can beat the roulette.Are you still busy with my HG.Nobody have replied till yet.
whos finaly done what? :o ??? :-\ :blink: