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I believe Anosmic raised a bet of 7 (by 14) to 21. Then he got min-re-raised 14 to 35.
When a flush flops, no-one will believe that you hit it. I think you should play this like the nuts and if the board doesn't pair, or another club doesn't come get it all-in on the river.
If that makes you uncomfortable, then like you said, don't play suited connectors. At low stakes, I've pushed over the re-raise and been called by 2 pair. That's gratifying.
If you're going to post your results white them out, my thought process may have been compromised.
As for the math:
Given:
You have suited hand, and the flop was three equal suited cards. There are now 47 cards left in the deck, 8 cards of the same suit and we need to deal x hands. I'm using x = 9 for the example.
Prob one specific person has a matching suited hand (out of 9 people):
total hands: (47, 9*2) * (9*2 - 1)!! = 1.57e20
total hands with one suited: (8, 2) * (47-2, (9-1)*2) * ((9-1)*2 - 1)!! = 3.67e19
3.67e19 / 1.57e20 = 0.233 => 23.3%
# Other Players, prob someone else has flush, odds of another flush
9, 23.3, 1:3.3
8, 20.7, 1:3.8
7, 18.1, 1:4.5
6, 15.5, 1:5.4
5, 13.0, 1:6.7
4, 10.4, 1:8.7
3, 7.8, 1:11.9
2, 5.2, 1:18.3
1, 2.6, 1:37.6
Haha, so it's a straight line. I'm not solving the algebra above (although fairly simple), but it's appx:
2.6% * x
Note: this is the probability that at least one person has a flush. It's less likely, but possible there are 2+.
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