Weee, 222

[villaridge]

Hiya Folks, here's a couple of back to back hands for your enjoyment

[tking888]

hmmmm. deja vue.

[madjek]

I had to try and figure the odds of this happening. There are 132,600 possible flops, taking the order into consideration, since they were both even in the same order, i.e., I'm counting flops different even if they are same cards in different order. So the odds of hitting exact same flop twice are 1 in 132,600 X 132,600 or 1 in 17,582,760,000. I don't have my calculator handy so hopefully I did that right. Pretty unbelievable.

Of course, I guess I should mention, The odds are the same for any 2 particular flops that you would pick. In other words, there are that many possible 2 flop combinations. Not that any of this really matters.

[kingmotan]

Mad, can u please calculate the chances of hitting quad 8's at the same time on 2 diff tables (holding 88).

[madjek]

Mad, can u please calculate the chances of hitting quad 8's at the same time on 2 diff tables (holding 88).

depends how much you are willing to pay for it?

[kingmotan]

I'll let you watch me play a session

[madjek]

I see WAY TOO much of you already

Any way, "exact same time" can't be part of equation. But to get pocket 8's twice while playing on 2 tables close to same time would be 1 in 1326X1326 or 1 in 1,758,276. Now to hit Quads on both . . . Wsit a minute, you don't really care

[PLAYFUL1]

yAH those odds are incredible..butt you gotta luv the flock of river chickens in back 2 back hands villa