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#1
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player1 akhs
player2 aqss board ks,10h,js,9s |
#2
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Originally Posted by thrash1294
player1 ah kh player2 as ks board qs,10h,js,9h I BELIVE THIS IS IT.... |
#3
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player1 ah kh
player2 as ks board qs,10h,js,9h I BELIVE THIS IS IT.... SORRY I USED TRASHES AS A TEMPLATE IN LAST ONE |
#5
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What he said. Neither player is ahead here and both players have a chance to win.
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#7
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It's like deja vu, all over again. This can't be correct, because you are using the Ks twice.
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#8
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player1 qh kh
player2 ah ks board qs,10h,jh,9h |
#9
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![]() Player 1 has a straight flush. Somehow I don't see that losing (or tying) no matter what comes on the river. I am officially going to accept ONE MORE answer from you, and that's it. Please check your math before posting random guess after guess after guess. |
#10
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one more try:
2c2s vs. 5h6h board 3h4h3s4d NEVERMIND!!!!, 2 comes and it's boar over straight. Damn you TP!!! |
#11
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2c2s
5h6h board 3d4h3s4d |
#12
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This was your final guess and now it's like deja vu all over again and again!
Incorrect. If a 6 comes, the 56 (currently ahead) will have 66445 which will beat the 2s who will be palying the board, 44336. |
#14
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I think he just copied my incorrect answer from the post above. Not sure though.
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#15
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I need to log off for a while. I will let you guys grade each other's work for a bit and check back in later.
GL. Just for kicks - if the correct answer is posted by midnight, forum time (about 5 more minutes), I'll pony up the full $20 again. |
#16
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LOL! This is so great! You're not gonna sleep tonight until you get this, are you?
![]() I promise you that there is a correct answer here. And I'll also tell you that badblood's answers are currently "winning." Not that that's saying much, what with him putting different cards on the board than in people's hands and not creating strgiht flushes that are supposed to tie or lose after the river ![]() |
#17
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Ok i give up .......
ITS YOUR HOUSE ![]()
__________________
I like to get my money in when behind, that way I cant get drawn out ![]() |
#18
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IT must have str8 draws and flush draws in the problem that has to be true for that many outs
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__________________
I like to get my money in when behind, that way I cant get drawn out ![]() |
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