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POKER STATISTICS / TEXAS HOLD'EM

TABLE B4: Flops For Selected Hold'em Hands

SELECTION C: You hold    (For related Flops, see Selection A)


The probability that the Flop will be... Expressed in percent (%) is... The odds against it are... NOTE
Q - Q - Q or J - J - J
0.01 9,799 to 1 Makes 4-Queens or 4-Jacks
Q - Q - J or J - J - Q
0.09 1,088 to 1 Full House: Q - Q - J is better (2,177 to 1)
A - K - 10
0.33 305 to 1 Makes Ace-high Straight -- 3.13% of these will also be four parts of a Straight-Flush
K - 10 - 9 or 10 - 9 - 8
0.65 152 to 1 Makes Straight -- 3.13% of these will also be four parts of a Straight-Flush
ANY Straight when combined with your hand 0.98 101 to 1 A - K - 10, K - 10 - 9 or 10 - 9 - 8
K - 10 and any other card, or 10 - 9 and any other card (No Straight)
6.04 15.6 to 1 Open-end Straight -- 16.22% of these include a Pair of Jacks or Queens, 8.11% include a cold Pair
Three suited cards (your suits)
2.24 43.5 to 1 Four parts of a Flush or Straight-Flush -- 0.03% of these already make Straights, 25% include a Pair of Queens or Jacks
Q - Q - Other, or J - J - Other, (not Full House) 1.35 73.2 to 1 Makes Three-of-a-kind
ANY Flop without an Ace or King 58.57 0.71 to 1 Sometimes helpful, but often hopeless
ANY Flop without an Ace
77.45 0.29 to 1 Generally helpful
Queens or Jack with smaller pair 1.65 59.5 to 1 Queens-up or Jacks-up
ANY Flop without a Queen or Jack 67.57 0.48 to 1 Not good unless a Straight, four-Straight or four-Flush
A - A or K - K with a Queen or Jack 0.37 271 to 1 Makes a very unfavourable Aces-up or Kings-up


Total Number of Flops: 19,600
 
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