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suitedbroadwayace highconnector

AKs

67.2%
Equity vs one random hand — #8 of 169

A suited ace — nut-flush potential on top of top-pair equity.

Heads-up (1 opponent)
67.2% · #8
6-handed (5 opponents)
31.3% · #5
9-handed (8 opponents)
22.4% · #4
Chen score
12
Combos
4 / 1,326
Dealt frequency
0.3%
Favourite against
155 of 168 hands

AKs (ace-king suited) wins 67.2% of the time against a single random opponent, which places it 8th out of the 169 starting hands — the top 4.7% of the range. At a six-handed table (five opponents) its equity falls to 31.3% and its rank moves to 5; nine-handed (eight opponents) it holds 22.4% for rank 4. A suited ace — nut-flush potential on top of top-pair equity.

Its suited/offsuit twin AKo runs at 65.4% (rank 12), a gap of 1.8 points. Sharing a suit is worth exactly those 1.8 points here — nothing about the ranks changes. The hand directly above it in the ranking is 88 at 69.2%, and directly below is 77 at 66.3%, so three hands are packed into a band of 2.9 points.

Played heads-up against each of the other 168 hands, AKs is a favourite against 155 of them and an underdog against 13. Its best matchup is K2o at 78.4% and its worst is AA at 12.1% — a spread of 66.3 points, which is why calling AKs simply "strong" or "weak" says very little. 2 opponents land inside one point of a coinflip, the closest being 22 at 49.8%.

AKs dominates 8 hands that share one of its ranks, pushing hardest against K2o at 78.4%. A single kicker can move the number by tens of points, and the full table below lists every one of those opponents.

Within the 78 suited hands it comes 1 of 78. The strongest hand in that group, AKs, is 0 points away, and the weakest, 32s, sits 31.3 points below. Measured against the average equity of all 169 hands, 51%, AKs lands +16.2 points from the middle of the pack, and 7 hands in the full ranking are still ahead of it.

Adding players costs equity steadily: 67.2% against one opponent, 50.3% against two, 35.4% against four and 22.4% against eight. That last figure is 202% of an even nine-way share (11.1%). The Chen formula scores this hand at 12 points, and it arrives 0.3% of the time (4 of 1,326 combinations).

One caveat worth repeating: every number on this page assumes the opponent holds a completely random hand and that the pot goes to showdown. Real opponents hold ranges, and a range that has already put money in is stronger than random — which is exactly why AKs reads as 67.2% here but plays worse than that against a raise. Use the 168 rows in the table below to see which specific holdings are the problem, rather than treating the headline figure as a verdict on the hand.

By player count

Equity by opponent count

From 67.2% against one opponent down to 22.4% against eight. The x-axis is the number of opponents.

0%35%70%67.2150.3241.5335.4431.3527.8624.8722.48opponents
Flop odds

How often AKs hits the flop

Exact counts over all 19,600 flops and 2,118,760 five-card boards from the 50 cards left once your two are out — no simulation.

AKs pairs the board on the flop — at least one of its two ranks hits — 32.4% of the time, and flops top pair or better (the paired card is the highest on the board, or two pair and up) 32.4%. By the river it has made a pair or better 48.7% of the time.

For straights, the flop completes one 0.327% of the time (64 flops), gives an eight-out draw 0.0000% and a four-out gutshot 11.3%. By the river a straight using a hole card completes 3.09% of the time. For flushes, two or more of its suit land on the flop 11.8% of the time (a made flush 0.842%), and a flush is complete by the river 6.40%.

Put together, AKs flops a pair or better or a strong draw (a flush draw or an eight-out straight draw) 42.8% of the time — rank 77 of the 156 unpaired hands (tied with 1 other). The highest is JTs, T9s, 98s and 4 others at 50.6% and the lowest AKo, A2o at 32.8%.

OutcomeProbabilityCount / totalFrequencyOdds against
Flop a pair or better (either card hits)32.4%6,356 / 19,6001 in 3.12.1 to 1
top pair or better (highest card on board, or two pair and up)32.4%6,356 / 19,6001 in 3.12.1 to 1
two pair (both cards hit)2.02%396 / 19,6001 in 49.548.5 to 1
trips (one card hits twice)1.35%264 / 19,6001 in 74.273.2 to 1
Flop a made straight0.327%64 / 19,6001 in 306305 to 1
Flop an eight-out straight draw0.0000%0 / 19,6001 in ∞∞ to 1
Flop a four-out gutshot11.3%2,224 / 19,6001 in 8.87.8 to 1
Flop a made flush (three of your suit)0.842%165 / 19,6001 in 119118 to 1
Flop a flush draw (two of your suit)10.9%2,145 / 19,6001 in 9.18.1 to 1
Pair or better, or a strong draw (flush draw or eight-out straight draw) or better42.8%8,390 / 19,6001 in 2.31.3 to 1
Pair or better by the river48.7%1,032,752 / 2,118,7601 in 2.11.1 to 1
Straight by the river (using a hole card)3.09%65,456 / 2,118,7601 in 32.431.4 to 1
Flush by the river (both hole cards)6.40%135,597 / 2,118,7601 in 15.614.6 to 1
By flop texture

How the flop moves AKs's equity

Equity against one random hand with the flop out and the turn and river to come. Exact counts over every deal of the opponent's two cards and the board — no simulation.

Against one random hand, AKs goes from 67.0% before the flop up to 86.4% when either card pairs, and down to 57.8% when both miss. It connects 32.4% of the time (6,356 of 19,600 flops). Nothing ranks above A, so a miss never brings an overcard.

By board shape: rainbow 67.2%, two-tone 67.4%, monotone 62.6%. Two of your suit (a flush draw) gives 74.9% (10.9% of flops), and three of your suit (a made flush) 98.0% (0.842%). A paired board gives 68.8%, and a connected board (three ranks within five) 60.6%. The best row in the table is "Three of your suit (made flush)" at 98.0%, the worst "Neither card hits" at 57.8%.

The 67.2% at the top of the page is a 400,000-hand simulation; this table counts every deal of the opponent's two cards and the five-card board (2,097,572,400 per starting hand), which puts the pre-flop figure at 67.04% (a gap of 0.16 points). Each equity is taken with the flop out and the turn and river still to come.

FlopHow oftenFlops (of 19,600)AKs equityvs before the flop
Before the flop (average of every flop)100.0%19,60067.0%—
Either card hits (a matching rank on the flop)32.4%6,35686.4%+19.3pt
Neither card hits67.6%13,24457.8%−9.3pt
Rainbow (three different suits)39.7%7,77467.2%+0.1pt
Two-tone (two cards share a suit)55.1%10,80367.4%+0.3pt
Monotone (all three one suit)5.22%1,02362.6%−4.5pt
Three of your suit (made flush)0.842%16598.0%+31.0pt
Exactly two of your suit (flush draw)10.9%2,14574.9%+7.8pt
Paired board (two or more of a rank)17.2%3,36468.8%+1.8pt
Connected board (three ranks within five, A can play low)19.2%3,77260.6%−6.4pt
Matchups

Against all 168 other hands

200,000 simulated showdowns per pairing. Opponent names link to that hand's page; the shape column links to the matchup page where one exists.

Sort
AKs played heads-up against each of the other 168 hands
Opponent handOpp. rankAKs equityvs 50%Shape
AA112.1%-37.9PAIR VS CARDS
KK234.2%-15.8PAIR VS CARDS
QQ346.0%-4.0PAIR VS CARDS
JJ445.7%-4.3PAIR VS CARDS
TT545.9%-4.1PAIR VS CARDS
99647.4%-2.6PAIR VS CARDS
88747.5%-2.5PAIR VS CARDS
77947.7%-2.3PAIR VS CARDS
AQs1071.1%+21.1DOMINATING
AJs1170.9%+20.9DOMINATING
AKo1252.5%+2.5HIGH CARD
ATs1370.6%+20.6DOMINATING
AQo1475.5%+25.5DOMINATING
AJo1575.3%+25.3DOMINATING
KQs1671.4%+21.4DOMINATING
661747.7%-2.3PAIR VS CARDS
A9s1871.2%+21.2DOMINATING
ATo1974.8%+24.8DOMINATING
KJs2071.1%+21.1DOMINATING
A8s2170.9%+20.9DOMINATING
KTs2270.8%+20.8DOMINATING
KQo2375.5%+25.5DOMINATING
A7s2470.7%+20.7DOMINATING
A9o2575.4%+25.4DOMINATING
KJo2675.2%+25.2DOMINATING
552747.9%-2.1PAIR VS CARDS
QJs2863.5%+13.5HIGH CARD
A6s2970.8%+20.8DOMINATING
K9s3072.6%+22.6DOMINATING
A8o3175.0%+25.0DOMINATING
A5s3269.7%+19.7DOMINATING
KTo3375.0%+25.0DOMINATING
QTs3463.2%+13.2HIGH CARD
A4s3570.3%+20.3DOMINATING
A7o3674.9%+24.9DOMINATING
K8s3772.3%+22.3DOMINATING
A3s3870.6%+20.6DOMINATING
QJo3966.6%+16.6HIGH CARD
K9o4077.2%+27.2DOMINATING
Q9s4164.4%+14.4HIGH CARD
A5o4273.9%+23.9DOMINATING
A2s4371.2%+21.2DOMINATING
K7s4472.3%+22.3DOMINATING
A6o4575.2%+25.2DOMINATING
JTs4662.0%+12.0HIGH CARD
QTo4766.1%+16.1HIGH CARD
444848.4%-1.6PAIR VS CARDS
K6s4972.2%+22.2DOMINATING
A4o5074.5%+24.5DOMINATING
Q8s5165.2%+15.2HIGH CARD
K8o5276.8%+26.8DOMINATING
A3o5374.7%+24.7DOMINATING
K5s5472.6%+22.6DOMINATING
J9s5563.3%+13.3HIGH CARD
Q9o5667.4%+17.4HIGH CARD
JTo5764.6%+14.6HIGH CARD
K7o5876.5%+26.5DOMINATING
K4s5973.2%+23.2DOMINATING
A2o6075.2%+25.2DOMINATING
Q7s6166.3%+16.3HIGH CARD
K6o6276.6%+26.6DOMINATING
K3s6373.9%+23.9DOMINATING
J8s6463.9%+13.9HIGH CARD
T9s6562.2%+12.2HIGH CARD
Q8o6668.4%+18.4HIGH CARD
336749.2%-0.8COINFLIP
Q6s6865.8%+15.8HIGH CARD
K2s6974.1%+24.1DOMINATING
J9o7066.2%+16.2HIGH CARD
K5o7177.0%+27.0DOMINATING
Q5s7266.3%+16.3HIGH CARD
J7s7364.7%+14.7HIGH CARD
T8s7462.9%+12.9HIGH CARD
K4o7577.5%+27.5DOMINATING
Q7o7669.2%+19.2HIGH CARD
Q4s7766.4%+16.4HIGH CARD
J8o7866.9%+16.9HIGH CARD
T9o7964.7%+14.7HIGH CARD
K3o8078.1%+28.1DOMINATING
Q3s8166.8%+16.8HIGH CARD
Q6o8268.7%+18.7HIGH CARD
98s8362.7%+12.7HIGH CARD
T7s8463.7%+13.7HIGH CARD
J6s8565.7%+15.7HIGH CARD
K2o8678.4%+28.4DOMINATING
Q5o8769.0%+19.0HIGH CARD
228849.8%-0.2COINFLIP
Q2s8967.1%+17.1HIGH CARD
J5s9065.8%+15.8HIGH CARD
T8o9165.7%+15.7HIGH CARD
J7o9267.8%+17.8HIGH CARD
J4s9366.1%+16.1HIGH CARD
97s9462.7%+12.7HIGH CARD
Q4o9569.4%+19.4HIGH CARD
T6s9664.7%+14.7HIGH CARD
J3s9766.7%+16.7HIGH CARD
98o9865.8%+15.8HIGH CARD
T7o9966.6%+16.6HIGH CARD
Q3o10070.0%+20.0HIGH CARD
87s10161.4%+11.4HIGH CARD
J6o10268.8%+18.8HIGH CARD
J2s10366.9%+16.9HIGH CARD
96s10463.3%+13.3HIGH CARD
Q2o10570.3%+20.3HIGH CARD
J5o10668.7%+18.7HIGH CARD
T5s10765.8%+15.8HIGH CARD
T4s10865.7%+15.7HIGH CARD
97o10965.4%+15.4HIGH CARD
86s11062.2%+12.2HIGH CARD
J4o11169.4%+19.4HIGH CARD
T6o11267.5%+17.5HIGH CARD
T3s11366.3%+16.3HIGH CARD
95s11464.6%+14.6HIGH CARD
76s11561.0%+11.0HIGH CARD
J3o11669.5%+19.5HIGH CARD
87o11764.2%+14.2HIGH CARD
T2s11866.6%+16.6HIGH CARD
85s11963.4%+13.4HIGH CARD
96o12066.5%+16.5HIGH CARD
T5o12168.8%+18.8HIGH CARD
J2o12270.0%+20.0HIGH CARD
94s12365.8%+15.8HIGH CARD
75s12462.2%+12.2HIGH CARD
T4o12568.8%+18.8HIGH CARD
93s12666.0%+16.0HIGH CARD
86o12765.1%+15.1HIGH CARD
65s12860.8%+10.8HIGH CARD
95o12967.6%+17.6HIGH CARD
84s13064.6%+14.6HIGH CARD
T3o13169.1%+19.1HIGH CARD
92s13266.2%+16.2HIGH CARD
76o13363.8%+13.8HIGH CARD
74s13463.5%+13.5HIGH CARD
T2o13569.6%+19.6HIGH CARD
64s13662.2%+12.2HIGH CARD
85o13766.5%+16.5HIGH CARD
54s13861.4%+11.4HIGH CARD
83s13966.1%+16.1HIGH CARD
94o14069.0%+19.0HIGH CARD
75o14165.0%+15.0HIGH CARD
82s14265.8%+15.8HIGH CARD
73s14364.7%+14.7HIGH CARD
65o14464.0%+14.0HIGH CARD
93o14569.2%+19.2HIGH CARD
53s14662.6%+12.6HIGH CARD
63s14763.4%+13.4HIGH CARD
84o14867.8%+17.8HIGH CARD
92o14969.3%+19.3HIGH CARD
43s15063.0%+13.0HIGH CARD
74o15166.3%+16.3HIGH CARD
54o15264.1%+14.1HIGH CARD
72s15366.0%+16.0HIGH CARD
52s15463.8%+13.8HIGH CARD
64o15565.1%+15.1HIGH CARD
62s15665.0%+15.0HIGH CARD
83o15769.0%+19.0HIGH CARD
42s15864.0%+14.0HIGH CARD
82o15969.1%+19.1HIGH CARD
73o16067.9%+17.9HIGH CARD
53o16165.4%+15.4HIGH CARD
63o16266.7%+16.7HIGH CARD
32s16364.6%+14.6HIGH CARD
43o16466.0%+16.0HIGH CARD
72o16569.0%+19.0HIGH CARD
52o16667.1%+17.1HIGH CARD
62o16768.1%+18.1HIGH CARD
42o16867.2%+17.2HIGH CARD
32o16967.6%+17.6HIGH CARD

Showing 168 of 168 rows

Related

Nearby ranks
Suited / offsuit twin
AKo65.4%

FAQ

What is the equity of AKs?

67.2% against one random opponent, which ranks it 8 of 169. Six-handed (five opponents) it is 31.3%, and nine-handed (eight opponents) 22.4%.

How much better is AKs than AKo?

AKs is worth 67.2% and AKo 65.4%, a difference of 1.8 points — rank 8 versus rank 12.

How many of the 168 other hands does AKs beat?

It is a heads-up favourite over 155 hands and an underdog against 13. 2 opponents sit within one point of a 50/50 coinflip.

How often does AKs hit the flop?

A pair or better 32.4%, top pair or better 32.4%. A made straight 0.327% and an eight-out straight draw 0.0000%, a flush draw or better 11.8%. One of those happens 42.8% of the time (all 19,600 flops counted).

What is AKs worth when it misses the flop?

Against one random hand, 57.8% on a flop where neither card pairs (67.0% before the flop, 86.4% when it connects). Exact counts over every deal of the opponent's cards and the board.

426 words / 37 distinct figures — Method