Pure Math Question

[alphadawg]

Is there a resource that anyone knows of that lists the probabilities of hands being dealt? Specifically the two hole cards in NLHE. What I am after is the threshold or cummulative probability. We all know that Q7 is the median hand, is there a list of hands that say only come 30% of the time or 10% of the time?

I ask because let's say a guy is raising 3 times a lap on a ten handed table. I want to know approximately what range of hands he has.

[Kharlog]

Pokerstove has a hand selector where you can put 30% and it creates you a list of 30% top hands. Those hands are ranked according to cold preflop allin value so you may have to vary that list a bit according to postflop properties etc.

[Guthrie]

Not sure exactly what you're asking, but you might find it in here.

Columns are hand, % against a random hand, KS ranking, % range

"AA",0.852037,1,0.45
"KK",0.823957,2,0.90
"AKs",0.670446,3,1.21
"QQ",0.799252,4,1.66
"AK",0.653180,5,2.56
"JJ",0.774695,6,3.02
"AQs",0.662089,7,3.32
"TT",0.750118,8,3.77
"AQ",0.644298,9,4.68
"99",0.720573,10,5.13
"AJs",0.653927,11,5.43
"88",0.691630,12,5.88
"ATs",0.646024,13,6.18
"AJ",0.635612,14,7.09
"77",0.662360,15,7.54
"66",0.632847,16,7.99
"AT",0.627196,17,8.90
"A9s",0.627812,18,9.20
"55",0.603249,19,9.65
"A8s",0.619438,20,9.95
"KQs",0.634004,21,10.26
"44",0.570228,22,10.71
"A9",0.607708,23,11.61
"A7s",0.609840,24,11.92
"KJs",0.625673,25,12.22
"A5s",0.599229,26,12.52
"A8",0.598706,27,13.42
"A6s",0.599058,28,13.73
"A4s",0.590336,29,14.03
"33",0.536931,30,14.48
"KTs",0.617886,31,14.78
"A7",0.588392,32,15.69
"A3s",0.582203,33,15.99
"KQ",0.614538,34,16.89
"A2s",0.573789,35,17.19
"A5",0.576945,36,18.10
"A6",0.576804,37,19.00
"A4",0.567276,38,19.91
"KJ",0.605667,39,20.81
"QJs",0.602592,40,21.12
"A3",0.558426,41,22.02
"22",0.503340,42,22.47
"K9s",0.599885,43,22.78
"A2",0.549265,44,23.68
"KT",0.597369,45,24.59
"QTs",0.594676,46,24.89
"K8s",0.583123,47,25.19
"K7s",0.575377,48,25.49
"JTs",0.575279,49,25.79
"K9",0.578099,50,26.70
"K6s",0.566407,51,27.00
"QJ",0.581327,52,27.90
"Q9s",0.576643,53,28.21
"K5s",0.557929,54,28.51
"K8",0.560181,55,29.41
"K4s",0.548846,56,29.71
"QT",0.572887,57,30.62
"K7",0.551853,58,31.52
"K3s",0.540550,59,31.83
"K2s",0.532117,60,32.13
"Q8s",0.560177,61,32.43
"K6",0.542212,62,33.33
"J9s",0.556625,63,33.63
"K5",0.533119,64,34.54
"Q9",0.553584,65,35.44
"JT",0.552457,66,36.35
"K4",0.523254,67,37.25
"Q7s",0.543023,68,37.56
"T9s",0.540275,69,37.86
"Q6s",0.536126,70,38.16
"K3",0.514236,71,39.06
"J8s",0.540156,72,39.37
"Q5s",0.527694,73,39.67
"K2",0.505067,74,40.57
"Q8",0.535978,75,41.48
"Q4s",0.518553,76,41.78
"J9",0.532492,77,42.68
"Q3s",0.510192,78,42.99
"T8s",0.523344,79,43.29
"J7s",0.523248,80,43.59
"Q7",0.517636,81,44.49
"Q2s",0.501690,82,44.80
"Q6",0.510220,83,45.70
"98s",0.508008,84,46.00
"Q5",0.501180,85,46.91
"J8",0.514881,86,47.81
"T9",0.515296,87,48.72
"J6s",0.506059,88,49.02
"T7s",0.506390,89,49.32
"J5s",0.499868,90,49.62
"Q4",0.491256,91,50.53
"J4s",0.490705,92,50.83
"J7",0.496799,93,51.73
"Q3",0.482174,94,52.64
"97s",0.491177,95,52.94
"T8",0.497192,96,53.85
"J3s",0.482316,97,54.15
"T6s",0.489407,98,54.45
"Q2",0.472934,99,55.35
"J2s",0.473782,100,55.66
"87s",0.479363,101,55.96
"J6",0.478422,102,56.86
"98",0.480950,103,57.77
"T7",0.479061,104,58.67
"96s",0.474283,105,58.97
"J5",0.471789,106,59.88
"T5s",0.472163,107,60.18
"T4s",0.465305,108,60.48
"86s",0.462433,109,60.78
"J4",0.461843,110,61.69
"T6",0.460900,111,62.59
"97",0.462958,112,63.50
"T3s",0.456925,113,63.80
"76s",0.453718,114,64.10
"95s",0.457219,115,64.40
"J3",0.452735,116,65.31
"T2s",0.448395,117,65.61
"87",0.450488,118,66.52
"85s",0.445450,119,66.82
"96",0.444893,120,67.72
"T5",0.442489,121,68.63
"J2",0.443464,122,69.53
"75s",0.436755,123,69.83
"94s",0.438620,124,70.14
"T4",0.435021,125,71.04
"65s",0.431334,126,71.34
"86",0.432389,127,72.25
"93s",0.432643,128,72.55
"84s",0.427016,129,72.85
"95",0.426671,130,73.76
"T3",0.425925,131,74.66
"76",0.423207,132,75.57
"92s",0.424152,133,75.87
"74s",0.418493,134,76.17
"54s",0.414534,135,76.47
"T2",0.416663,136,77.38
"85",0.414255,137,78.28
"64s",0.413333,138,78.58
"83s",0.408735,139,78.88
"94",0.406690,140,79.79
"75",0.405099,141,80.69
"82s",0.402716,142,81.00
"73s",0.400359,143,81.30
"93",0.400175,144,82.20
"65",0.399423,145,83.11
"53s",0.396930,146,83.41
"63s",0.395336,147,83.71
"84",0.394448,148,84.62
"92",0.390959,149,85.52
"43s",0.386419,150,85.82
"74",0.385478,151,86.73
"72s",0.381559,152,87.03
"54",0.381532,153,87.93
"64",0.380084,154,88.84
"52s",0.378493,155,89.14
"62s",0.376690,156,89.44
"83",0.374818,157,90.35
"42s",0.368290,158,90.65
"82",0.368256,159,91.55
"73",0.366002,160,92.46
"53",0.362627,161,93.36
"63",0.360756,162,94.27
"32s",0.359844,163,94.57
"43",0.351438,164,95.48
"72",0.345816,165,96.38
"52",0.342826,166,97.29
"62",0.340731,167,98.19
"42",0.331977,168,99.10
"32",0.323012,169,100.00