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Nlh Poker Odds Calculator

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Nlh poker odds calculator omaha
  1. The probability of being dealt: Pocket aces = 220-to-1 (0.45%) MATH: =(52/4).(51/3) EXPLANATION: The odds of the first card being dealt to you being an Ace are 4 in 52. The odds of your second card being an Ace (given the fact that your first card was an Ace) are 3 in 51.
  2. Poker Odds - Calculating Hand Odds In Texas Hold'em Poker & Charts Learning how to properly count your outs and calculate poker odds is a fundamental requirement of Texas Hold'em. While the math used to calculate odds might sound scary and over the head of a new player, it really isn't as hard as it looks.
Nlh Poker Odds Calculator
Jeu: NL Hold'em, Multi Table
Joueurs: 313

A poker odds calculator is a piece of poker software that lets you run any scenario that you might see at a poker table. You can fill in your own hand and calculate the chances of you winning.

Prize pool: $28 610,40
Nlh Poker Odds Calculator

Poker Tournament Summary

Tournament winner whosyourdodd earned $7 295,65 for the win in this tournament, defeating jharvey14.

Poker Player Hits

  • whosyourdodd's place was 23 in previous poker tournament and whosyourdodd won $189,22.
  • The total number of players to cash in this tournament was 50.
  • The average cash in this tournament was $572,21.
  • Players on the final table cashed for $20 828,32, or 72,8 % of the $28 610,40 prize pool.
  • The top three finishers in this tournament won a combined 48,6 % of the prize pool.
  • jharvey14, who finished in second place, earned 14,5 % of the prize pool.
Rang Nom Prix
1 whosyourdodd$7,295.65
2 jharvey14$4,148.50
3 tc_ownz$2,460.49
4 doddyaika93$1,888.28
5 Stickyicky28$1,602.18
6 jmzit2u$1,316.07
7 LoveMy11Cats$1,001.36
8 Flawlessbink$658.03
9 bexel$457.76
10 LuckDuck$343.32
11 dudeguydrew$343.32
12 gabo697.$343.32
13 dbaba$343.32
14 TheNuts4612$343.32
15 KDtheGOAT35$343.32
16 Lokass27$257.49
17 stephhub31$257.49
18 boom81boom$257.49
19 dusty4$257.49
20 iGetLost$257.49
21 Hutch$171.66
22 rjack$171.66
23 bansman$171.66
24 LuckySpewy1$171.66
25 paymemymoney$171.66
26 superleonxlp$157.35
27 daddario1125$157.35
28 maemiller$157.35
29 Eddiegood598$157.35
30 acesfull32$157.35
31 MisterKK$151.63
32 Griff53$151.63
33 M.A.O.L.I.$151.63
34 Agrostis$151.63
35 SageGrouse$151.63
36 Babyfroncis$143.05
37 RedsoxNets5$143.05
38 ry_guy23$143.05
39 PocketProfit$143.05
40 breakbadrun$143.05
41 SnakePlisken$131.60
42 mick65$131.60
43 olmuggins$131.60
44 mooseman1710$131.60
45 mnrlaf04$131.60
46 propjoe$131.60
47 Roofus$131.60
48 leobabe888$131.60
49 carmelo123$131.60
50 zebra_debra$131.60
51 lasvegas17$0.00
52 OVERTHETOP$0.00
53 Omni27$0.00
54 Hagzzz021$0.00
55 nickpezz89$0.00
56 BIGWORM.NJ$0.00
57 Riverup16$0.00
58 Beastro$0.00
59 P_aire_146$0.00
60 scr_moya$0.00
61 Renoroy$0.00
62 echerf$0.00
63 YoelRomero$0.00
64 notyourfault$0.00
65 jonmon101$0.00
66 KD0322$0.00
67 dbk8826$0.00
68 FrankK$0.00
69 Noali$0.00
70 the_Great$0.00
71 babyfacejac$0.00
72 Mattyflushes$0.00
73 Rasta_Raf$0.00
74 LeftSid3$0.00
75 jonnycongo$0.00
76 buck609$0.00
77 ChromeKing$0.00
78 CANTBLUFTHIS$0.00
79 pokermaster8$0.00
80 sychosid$0.00
81 DonkyLuckBox$0.00
82 blinktwice$0.00
83 Mahi_Mahi$0.00
84 twosuits$0.00
85 Slomzz$0.00
86 centrfieldr$0.00
87 NJStella14$0.00
88 nj_10jqka$0.00
89 mike87ntks$0.00
90 GIFAFI$0.00
91 ace710$0.00
92 The_Razor$0.00
93 Goodycakes$0.00
94 redraider$0.00
95 p.roffmarc$0.00
96 PhilLaak$0.00
97 Jonesey14$0.00
98 philm69420$0.00
99 alreadyinuse$0.00
100 TartKart$0.00
Odds
  1. The probability of being dealt: Pocket aces = 220-to-1 (0.45%) MATH: =(52/4).(51/3) EXPLANATION: The odds of the first card being dealt to you being an Ace are 4 in 52. The odds of your second card being an Ace (given the fact that your first card was an Ace) are 3 in 51.
  2. Poker Odds - Calculating Hand Odds In Texas Hold'em Poker & Charts Learning how to properly count your outs and calculate poker odds is a fundamental requirement of Texas Hold'em. While the math used to calculate odds might sound scary and over the head of a new player, it really isn't as hard as it looks.
Jeu: NL Hold'em, Multi Table
Joueurs: 313

A poker odds calculator is a piece of poker software that lets you run any scenario that you might see at a poker table. You can fill in your own hand and calculate the chances of you winning.

Prize pool: $28 610,40

Poker Tournament Summary

Tournament winner whosyourdodd earned $7 295,65 for the win in this tournament, defeating jharvey14.

Poker Player Hits

  • whosyourdodd's place was 23 in previous poker tournament and whosyourdodd won $189,22.
  • The total number of players to cash in this tournament was 50.
  • The average cash in this tournament was $572,21.
  • Players on the final table cashed for $20 828,32, or 72,8 % of the $28 610,40 prize pool.
  • The top three finishers in this tournament won a combined 48,6 % of the prize pool.
  • jharvey14, who finished in second place, earned 14,5 % of the prize pool.
Rang Nom Prix
1 whosyourdodd$7,295.65
2 jharvey14$4,148.50
3 tc_ownz$2,460.49
4 doddyaika93$1,888.28
5 Stickyicky28$1,602.18
6 jmzit2u$1,316.07
7 LoveMy11Cats$1,001.36
8 Flawlessbink$658.03
9 bexel$457.76
10 LuckDuck$343.32
11 dudeguydrew$343.32
12 gabo697.$343.32
13 dbaba$343.32
14 TheNuts4612$343.32
15 KDtheGOAT35$343.32
16 Lokass27$257.49
17 stephhub31$257.49
18 boom81boom$257.49
19 dusty4$257.49
20 iGetLost$257.49
21 Hutch$171.66
22 rjack$171.66
23 bansman$171.66
24 LuckySpewy1$171.66
25 paymemymoney$171.66
26 superleonxlp$157.35
27 daddario1125$157.35
28 maemiller$157.35
29 Eddiegood598$157.35
30 acesfull32$157.35
31 MisterKK$151.63
32 Griff53$151.63
33 M.A.O.L.I.$151.63
34 Agrostis$151.63
35 SageGrouse$151.63
36 Babyfroncis$143.05
37 RedsoxNets5$143.05
38 ry_guy23$143.05
39 PocketProfit$143.05
40 breakbadrun$143.05
41 SnakePlisken$131.60
42 mick65$131.60
43 olmuggins$131.60
44 mooseman1710$131.60
45 mnrlaf04$131.60
46 propjoe$131.60
47 Roofus$131.60
48 leobabe888$131.60
49 carmelo123$131.60
50 zebra_debra$131.60
51 lasvegas17$0.00
52 OVERTHETOP$0.00
53 Omni27$0.00
54 Hagzzz021$0.00
55 nickpezz89$0.00
56 BIGWORM.NJ$0.00
57 Riverup16$0.00
58 Beastro$0.00
59 P_aire_146$0.00
60 scr_moya$0.00
61 Renoroy$0.00
62 echerf$0.00
63 YoelRomero$0.00
64 notyourfault$0.00
65 jonmon101$0.00
66 KD0322$0.00
67 dbk8826$0.00
68 FrankK$0.00
69 Noali$0.00
70 the_Great$0.00
71 babyfacejac$0.00
72 Mattyflushes$0.00
73 Rasta_Raf$0.00
74 LeftSid3$0.00
75 jonnycongo$0.00
76 buck609$0.00
77 ChromeKing$0.00
78 CANTBLUFTHIS$0.00
79 pokermaster8$0.00
80 sychosid$0.00
81 DonkyLuckBox$0.00
82 blinktwice$0.00
83 Mahi_Mahi$0.00
84 twosuits$0.00
85 Slomzz$0.00
86 centrfieldr$0.00
87 NJStella14$0.00
88 nj_10jqka$0.00
89 mike87ntks$0.00
90 GIFAFI$0.00
91 ace710$0.00
92 The_Razor$0.00
93 Goodycakes$0.00
94 redraider$0.00
95 p.roffmarc$0.00
96 PhilLaak$0.00
97 Jonesey14$0.00
98 philm69420$0.00
99 alreadyinuse$0.00
100 TartKart$0.00

Introduction

The following table ranks the top hands in a 6-player game. Gambling evanston wyoming. This table assumes that all players stay in until the end.

Explanation of column headings:
  • Cards: Initial two-card hand.
  • Probability of win: Probability that this hand will win, or tie for the win.
  • Average win: This is how much the player will win on average, including his own bets, if the player does win. This is less than 6 because sometimes the player will have to split the pot.
  • Expected value: This is how many units the player can expect to win (positive) or lose (negative) with this hand. For example if the player had a pair of aces and contibuted $1 to the pot then the player could expect to have a net win of $1.95.
  • Probability: Probability of getting this hand to begin with.
  • Additive probability: Probability of getting this hand or any stronger hand to begin with.

Initial Hold'em Hands in Rank Order for 6-Player Game

CardsProbability of WinAverage WinExpected ValueProbabilityAdditive Probability
Pair of A's49.51%5.961.95080.45%0.45%
Pair of K's43.32%5.951.57750.45%0.90%
Pair of Q's38.3%5.931.27290.45%1.36%
Pair of J's34.05%5.921.01420.45%1.81%
A/K suited32.15%5.80.86410.30%2.11%
Pair of T's30.44%5.890.79440.45%2.56%
A/Q suited30.56%5.760.75890.30%2.87%
K/Q suited29.55%5.760.70150.30%3.17%
A/J suited29.28%5.710.67230.30%3.47%
A/K unsuited28.96%5.770.67040.90%4.37%
K/J suited28.28%5.720.61670.30%4.68%
A/T suited28.27%5.670.60210.30%4.98%
Pair of 9's27.11%5.890.59780.45%5.43%
Q/J suited27.57%5.710.57370.30%5.73%
A/Q unsuited27.21%5.710.5550.90%6.64%
K/T suited27.32%5.680.55060.30%6.94%
Q/T suited26.64%5.670.51010.30%7.24%
K/Q unsuited26.28%5.720.50280.90%8.14%
J/T suited26.33%5.660.49040.30%8.45%
A/J unsuited25.79%5.660.45970.90%9.35%
A/9 suited25.75%5.620.44740.30%9.65%
Pair of 8's24.51%5.880.44160.45%10.11%
K/J unsuited24.88%5.670.40970.90%11.01%
K/9 suited24.73%5.640.39460.30%11.31%
A/8 suited24.98%5.580.39330.30%11.61%
A/T unsuited24.66%5.60.38170.90%12.52%
Q/J unsuited24.26%5.660.37210.90%13.42%
Q/9 suited24.07%5.640.35650.30%13.73%
A/7 suited24.27%5.540.34440.30%14.03%
T/9 suited23.9%5.620.34320.30%14.33%
J/9 suited23.82%5.630.34080.30%14.63%
K/T unsuited23.8%5.610.33560.90%15.54%
A/5 suited24.19%5.50.33090.30%15.84%
Pair of 7's22.35%5.870.31160.45%16.29%
Q/T unsuited23.2%5.610.30060.90%17.19%
A/4 suited23.63%5.50.30020.30%17.5%
A/6 suited23.5%5.510.29540.30%17.8%
J/T unsuited23.03%5.60.28950.90%18.7%
K/8 suited22.97%5.580.2830.30%19%
A/3 suited23.05%5.510.27050.30%19.31%
Q/8 suited22.24%5.590.24360.30%19.61%
K/7 suited22.37%5.550.24060.30%19.91%
A/2 suited22.39%5.520.23570.30%20.21%
T/8 suited22.12%5.580.23450.30%20.51%
J/8 suited22.01%5.590.22980.30%20.81%
9/8 suited21.72%5.60.21650.30%21.12%
A/9 unsuited21.93%5.530.21360.90%22.02%
Pair of 6's20.59%5.850.20540.45%22.47%
K/6 suited21.75%5.520.19960.30%22.78%
K/5 suited21.29%5.490.16920.30%23.08%
K/9 unsuited20.98%5.560.16590.90%23.98%
A/8 unsuited21.07%5.470.15330.90%24.89%
Q/7 suited20.65%5.540.14340.30%25.19%
K/4 suited20.75%5.50.14060.30%25.49%
8/7 suited20.39%5.570.13670.30%25.79%
Q/9 unsuited20.41%5.550.13340.90%26.7%
T/7 suited20.46%5.540.13330.30%27%
T/9 unsuited20.44%5.540.13220.90%27.9%
9/7 suited20.30%5.570.12990.30%28.21%
J/7 suited20.38%5.540.12930.30%28.51%
J/9 unsuited20.28%5.550.12480.90%29.41%
K/3 suited20.25%5.510.11540.30%29.71%
Pair of 5's19.05%5.840.11180.45%30.17%
Q/6 suited20.19%5.50.11090.30%30.47%
A/7 unsuited20.25%5.420.09810.90%31.37%
K/2 suited19.76%5.520.09090.30%31.67%
A/5 unsuited20.15%5.370.0830.90%32.58%
Q/5 suited19.72%5.480.08060.30%32.88%
7/6 suited19.31%5.560.07360.30%33.18%
8/6 suited19.11%5.540.0590.30%33.48%
Q/4 suited19.22%5.490.05470.30%33.79%
A/4 unsuited19.51%5.370.04840.90%34.69%
A/6 unsuited19.43%5.380.04580.90%35.6%
K/8 unsuited19.04%5.480.0430.90%36.5%
T/6 suited18.95%5.490.04070.30%36.8%
9/6 suited18.82%5.530.04020.30%37.1%
J/6 suited18.92%5.490.0380.30%37.41%
Pair of 4's17.76%5.840.03690.45%37.86%
Q/3 suited18.69%5.50.02810.30%38.16%
6/5 suited18.45%5.550.02330.30%38.46%
A/3 unsuited18.87%5.380.01480.90%39.37%
T/8 unsuited18.5%5.480.01380.90%40.27%
J/5 suited18.56%5.460.01310.30%40.57%
Q/8 unsuited18.43%5.480.01040.90%41.48%
Q/2 suited18.25%5.520.00630.30%41.78%
J/8 unsuited18.31%5.480.0040.90%42.68%
7/5 suited18.1%5.530.00070.30%42.99%
9/8 unsuited18.14%5.5-0.00130.90%43.89%
K/7 unsuited18.38%5.42-0.00360.90%44.8%
5/4 suited17.82%5.54-0.01250.30%45.1%
J/4 suited18.03%5.47-0.01390.30%45.4%
A/2 unsuited18.15%5.38-0.02350.90%46.3%
8/5 suited17.73%5.5-0.02440.30%46.61%
Pair of 3's16.69%5.85-0.02450.45%47.06%
J/3 suited17.57%5.48-0.03650.30%47.36%
T/5 suited17.62%5.44-0.0410.30%47.66%
9/5 suited17.41%5.48-0.04580.30%47.96%
K/6 unsuited17.72%5.38-0.0470.90%48.87%
6/4 suited17.17%5.54-0.04840.30%49.17%
J/2 suited17.11%5.5-0.05890.30%49.47%
T/4 suited17.19%5.44-0.06430.30%49.77%
Pair of 2's15.87%5.85-0.07080.45%50.23%
7/4 suited16.66%5.52-0.08090.30%50.53%
5/3 suited16.59%5.54-0.0810.30%50.83%
K/5 unsuited17.18%5.34-0.08290.90%51.73%
8/7 unsuited16.76%5.47-0.08410.90%52.64%
T/3 suited16.72%5.46-0.08710.30%52.94%
9/7 unsuited16.61%5.45-0.09530.90%53.85%
T/7 unsuited16.71%5.41-0.09620.90%54.75%
Q/7 unsuited16.7%5.4-0.0980.90%55.66%
J/7 unsuited16.51%5.41-0.10730.90%56.56%
8/4 suited16.25%5.49-0.10850.30%56.86%
T/2 suited16.27%5.48-0.10890.30%57.16%
K/4 unsuited16.59%5.34-0.1140.90%58.07%
4/3 suited15.9%5.56-0.11620.30%58.37%
9/4 suited16.05%5.46-0.12370.30%58.67%
6/3 suited15.77%5.54-0.1270.30%58.97%
Q/6 unsuited16.17%5.35-0.1350.90%59.88%
K/3 unsuited16.03%5.35-0.1420.90%60.78%
9/3 suited15.67%5.47-0.1430.30%61.09%
7/6 unsuited15.62%5.43-0.15120.90%61.99%
5/2 suited15.19%5.53-0.15930.30%62.29%
7/3 suited15.25%5.51-0.16050.30%62.59%
9/2 suited15.22%5.49-0.16440.30%62.9%
Q/5 unsuited15.66%5.31-0.16850.90%63.8%
K/2 unsuited15.49%5.36-0.16950.90%64.71%
8/6 unsuited15.35%5.41-0.16980.90%65.61%
8/3 suited14.94%5.47-0.18320.30%65.91%
4/2 suited14.68%5.56-0.18360.30%66.21%
9/6 unsuited15%5.38-0.1930.90%67.12%
T/6 unsuited15.06%5.33-0.19720.90%68.02%
Q/4 unsuited15.08%5.31-0.19870.90%68.93%
8/2 suited14.58%5.49-0.20.30%69.23%
6/5 unsuited14.71%5.41-0.20450.90%70.14%
J/6 unsuited14.94%5.32-0.20530.90%71.04%
6/2 suited14.37%5.53-0.20560.30%71.34%
3/2 suited14.02%5.58-0.21710.30%71.64%
Q/3 unsuited14.52%5.33-0.22670.90%72.55%
7/5 unsuited14.34%5.38-0.22890.90%73.45%
7/2 suited13.97%5.49-0.23310.30%73.76%
J/5 unsuited14.53%5.27-0.23390.90%74.66%
5/4 unsuited14.05%5.39-0.24180.90%75.57%
Q/2 unsuited14%5.34-0.25230.90%76.47%
8/5 unsuited13.87%5.34-0.25950.90%77.38%
J/4 unsuited13.96%5.28-0.26320.90%78.28%
6/4 unsuited13.34%5.39-0.28140.90%79.19%
9/5 unsuited13.48%5.3-0.28590.90%80.09%
T/5 unsuited13.63%5.24-0.28590.90%81%
J/3 unsuited13.42%5.29-0.28980.90%81.9%
T/4 unsuited13.16%5.23-0.31130.90%82.81%
J/2 unsuited12.92%5.3-0.31470.90%83.71%
5/3 unsuited12.71%5.38-0.31670.90%84.62%
7/4 unsuited12.78%5.34-0.31750.90%85.52%
T/3 unsuited12.62%5.25-0.33770.90%86.43%
8/4 unsuited12.29%5.29-0.350.90%87.33%
4/3 unsuited11.99%5.39-0.35370.90%88.24%
T/2 unsuited12.12%5.26-0.36230.90%89.14%
6/3 unsuited11.82%5.35-0.36720.90%90.05%
9/4 unsuited12.01%5.24-0.3710.90%90.95%
9/3 unsuited11.58%5.25-0.39270.90%91.86%
5/2 unsuited11.23%5.34-0.39980.90%92.76%
7/3 unsuited11.24%5.3-0.40460.90%93.67%
9/2 unsuited11.08%5.26-0.4170.90%94.57%
4/2 unsuited10.67%5.37-0.42670.90%95.48%
8/3 unsuited10.86%5.23-0.43140.90%96.38%
6/2 unsuited10.32%5.31-0.45190.90%97.29%
8/2 unsuited10.45%5.24-0.45220.90%98.19%
3/2 unsuited9.98%5.39-0.4620.90%99.1%
7/2 unsuited9.87%5.24-0.48330.90%100%
Total18.14%5.510100%0%

Top 20% of Hands in 6-Player Game

  • Pair of sevens or higher.
  • Suited A/7 or higher.
  • Suited A/5.
  • Any two suited cards both 9 or higher.
  • Unsuited A/T or higher.
  • Unsuited K/T or higher.
  • Unsuited Q/J.

Methodology

This table is the result of a random simulation and assumes all players stay in until the end of the hand. The movie casino quotes.

The following table shows my power rating for each initial 2-card hand in a 6-player game. The numbers are on a 0 to 40 scale. Use the top table if you have a pair, the middle table if your cards are suited, and the bottom table if your cards are unsuited. Except for a pair,look up your high card along the left and your low card along the top.

Inside Links


Nlh Poker Odds Calculator Omaha

Written by: Michael Shackleford



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