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offsuitace high

A9o

60.8%
Equity vs one random hand — #25 of 169

An ace-high hand — watch out for kicker trouble and domination.

Heads-up (1 opponent)
60.8% · #25
6-handed (5 opponents)
20.4% · #47
9-handed (8 opponents)
12.6% · #64
Chen score
5
Combos
12 / 1,326
Dealt frequency
0.9%
Favourite against
146 of 168 hands

A9o (ace-nine offsuit) wins 60.8% of the time against a single random opponent, which places it 25th out of the 169 starting hands — the top 14.8% of the range. At a six-handed table (five opponents) its equity falls to 20.4% and its rank moves to 47; nine-handed (eight opponents) it holds 12.6% for rank 64. An ace-high hand — watch out for kicker trouble and domination.

Its suited/offsuit twin A9s runs at 62.8% (rank 18), a gap of 2 points. Losing the shared suit costs 2 points of raw equity. The hand directly above it in the ranking is A7s at 60.9%, and directly below is KJo at 60.5%, so three hands are packed into a band of 0.4 points.

Played heads-up against each of the other 168 hands, A9o is a favourite against 146 of them and an underdog against 22. Its best matchup is 92o at 76.9% and its worst is AA at 6.1% — a spread of 70.8 points, which is why calling A9o simply "strong" or "weak" says very little.

A9o dominates 8 hands that share one of its ranks, pushing hardest against 92o at 76.9%. It is dominated by 8 hands in return, the worst of them AKs, which leaves A9o with only 24.6%. 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 offsuit hands it comes 6 of 78. The strongest hand in that group, AKo, is 4.6 points away, and the weakest, 32o, sits 28.5 points below. Measured against the average equity of all 169 hands, 51%, A9o lands +9.8 points from the middle of the pack, and 24 hands in the full ranking are still ahead of it.

Adding players costs equity steadily: 60.8% against one opponent, 41.6% against two, 24.4% against four and 12.6% against eight. That last figure is 114% of an even nine-way share (11.1%). The Chen formula scores this hand at 5 points, and it arrives 0.9% of the time (12 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 A9o reads as 60.8% 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 60.8% against one opponent down to 12.6% against eight. The x-axis is the number of opponents.

0%35%70%60.8141.6230.8324.4420.4517.0614.4712.68opponents
Flop odds

How often A9o 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.

A9o 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) 23.7%. By the river it has made a pair or better 48.7% of the time.

For straights, the flop completes one 0.0000% of the time (zero flops — the two cards are too far apart), gives an eight-out draw 1.31% and a four-out gutshot 5.22%. By the river a straight using a hole card completes 2.53% of the time.

Put together, A9o flops a pair or better or a strong draw (an eight-out straight draw) 33.7% of the time — rank 143 of the 156 unpaired hands (tied with 6 others). 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)23.7%4,652 / 19,6001 in 4.23.2 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 straight0.0000%0 / 19,6001 in ∞∞ to 1
Flop an eight-out straight draw1.31%256 / 19,6001 in 76.675.6 to 1
Flop a four-out gutshot5.22%1,024 / 19,6001 in 19.118.1 to 1
Pair or better, or a strong draw (eight-out straight draw) or better33.7%6,612 / 19,6001 in 3.02.0 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)2.53%53,504 / 2,118,7601 in 39.638.6 to 1
By flop texture

How the flop moves A9o'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, A9o goes from 60.8% before the flop up to 79.7% when either card pairs, and down to 51.7% 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 61.5%, two-tone 60.4%, monotone 59.1%. A monotone flop in one of your suits gives 68.8%. A paired board gives 63.6%, and a connected board (three ranks within five) 59.4%. The best row in the table is "Either card hits (a matching rank on the flop)" at 79.7%, the worst "Neither card hits" at 51.7%.

The 60.8% 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 60.77% (a gap of 0.03 points). Each equity is taken with the flop out and the turn and river still to come.

FlopHow oftenFlops (of 19,600)A9o equityvs before the flop
Before the flop (average of every flop)100.0%19,60060.8%—
Either card hits (a matching rank on the flop)32.4%6,35679.7%+18.9pt
Neither card hits67.6%13,24451.7%−9.1pt
Rainbow (three different suits)39.8%7,80061.5%+0.7pt
Two-tone (two cards share a suit)55.0%10,78860.4%−0.3pt
Monotone (all three one suit)5.16%1,01259.1%−1.6pt
Monotone in one of your suits2.24%44068.8%+8.0pt
Exactly two cards of one of your suits25.6%5,01660.5%−0.3pt
Paired board (two or more of a rank)17.2%3,36463.6%+2.8pt
Connected board (three ranks within five, A can play low)18.4%3,61659.4%−1.4pt
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.

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A9o played heads-up against each of the other 168 hands
Opponent handOpp. rankA9o equityvs 50%Shape
AA16.1%-43.9PAIR VS CARDS
KK228.5%-21.5PAIR VS CARDS
QQ328.1%-21.9PAIR VS CARDS
JJ427.9%-22.1PAIR VS CARDS
TT527.6%-22.4PAIR VS CARDS
99629.4%-20.6PAIR VS CARDS
88742.9%-7.1PAIR VS CARDS
AKs824.6%-25.4DOMINATED
77943.6%-6.4PAIR VS CARDS
AQs1025.3%-24.7DOMINATED
AJs1125.9%-24.1DOMINATED
AKo1225.8%-24.2DOMINATED
ATs1326.7%-23.3DOMINATED
AQo1426.3%-23.7DOMINATED
AJo1526.8%-23.2DOMINATED
KQs1654.8%+4.8HIGH CARD
661744.2%-5.8PAIR VS CARDS
A9s1847.5%-2.5HIGH CARD
ATo1928.0%-22.0DOMINATED
KJs2054.7%+4.7HIGH CARD
A8s2165.3%+15.3DOMINATING
KTs2254.7%+4.7HIGH CARD
KQo2358.1%+8.1HIGH CARD
A7s2465.0%+15.0DOMINATING
KJo2658.0%+8.0HIGH CARD
552745.0%-5.0PAIR VS CARDS
QJs2853.5%+3.5HIGH CARD
A6s2965.1%+15.1DOMINATING
K9s3070.0%+20.0DOMINATING
A8o3169.3%+19.3DOMINATING
A5s3263.4%+13.4DOMINATING
KTo3358.1%+8.1HIGH CARD
QTs3454.0%+4.0HIGH CARD
A4s3564.1%+14.1DOMINATING
A7o3669.0%+19.0DOMINATING
K8s3760.5%+10.5HIGH CARD
A3s3864.1%+14.1DOMINATING
QJo3957.0%+7.0HIGH CARD
K9o4074.2%+24.2DOMINATING
Q9s4168.5%+18.5DOMINATING
A5o4267.3%+17.3DOMINATING
A2s4364.5%+14.5DOMINATING
K7s4459.9%+9.9HIGH CARD
A6o4569.0%+19.0DOMINATING
JTs4652.6%+2.6HIGH CARD
QTo4757.0%+7.0HIGH CARD
444845.9%-4.1PAIR VS CARDS
K6s4959.3%+9.3HIGH CARD
A4o5067.8%+17.8DOMINATING
Q8s5159.4%+9.4HIGH CARD
K8o5264.3%+14.3HIGH CARD
A3o5367.9%+17.9DOMINATING
K5s5459.7%+9.7HIGH CARD
J9s5567.0%+17.0DOMINATING
Q9o5672.4%+22.4DOMINATING
JTo5755.9%+5.9HIGH CARD
K7o5863.6%+13.6HIGH CARD
K4s5960.0%+10.0HIGH CARD
A2o6068.5%+18.5DOMINATING
Q7s6160.1%+10.1HIGH CARD
K6o6263.4%+13.4HIGH CARD
K3s6360.0%+10.0HIGH CARD
J8s6458.0%+8.0HIGH CARD
T9s6565.6%+15.6DOMINATING
Q8o6662.9%+12.9HIGH CARD
336746.3%-3.7PAIR VS CARDS
Q6s6859.4%+9.4HIGH CARD
K2s6960.4%+10.4HIGH CARD
J9o7070.9%+20.9DOMINATING
K5o7163.3%+13.3HIGH CARD
Q5s7259.6%+9.6HIGH CARD
J7s7358.8%+8.8HIGH CARD
T8s7456.8%+6.8HIGH CARD
K4o7563.8%+13.8HIGH CARD
Q7o7663.8%+13.8HIGH CARD
Q4s7759.8%+9.8HIGH CARD
J8o7861.8%+11.8HIGH CARD
T9o7969.2%+19.2DOMINATING
K3o8063.9%+13.9HIGH CARD
Q3s8160.3%+10.3HIGH CARD
Q6o8263.1%+13.1HIGH CARD
98s8366.3%+16.3DOMINATING
T7s8457.9%+7.9HIGH CARD
J6s8559.8%+9.8HIGH CARD
K2o8664.4%+14.4HIGH CARD
Q5o8763.3%+13.3HIGH CARD
228847.2%-2.8PAIR VS CARDS
Q2s8960.4%+10.4HIGH CARD
J5s9059.4%+9.4HIGH CARD
T8o9160.4%+10.4HIGH CARD
J7o9262.5%+12.5HIGH CARD
J4s9359.8%+9.8HIGH CARD
97s9467.5%+17.5DOMINATING
Q4o9563.5%+13.5HIGH CARD
T6s9658.6%+8.6HIGH CARD
J3s9760.0%+10.0HIGH CARD
98o9870.1%+20.1DOMINATING
T7o9961.2%+11.2HIGH CARD
Q3o10063.8%+13.8HIGH CARD
87s10158.7%+8.7HIGH CARD
J6o10263.5%+13.5HIGH CARD
J2s10360.4%+10.4HIGH CARD
96s10468.7%+18.7DOMINATING
Q2o10564.3%+14.3HIGH CARD
J5o10663.1%+13.1HIGH CARD
T5s10759.9%+9.9HIGH CARD
T4s10859.9%+9.9HIGH CARD
97o10971.6%+21.6DOMINATING
86s11059.8%+9.8HIGH CARD
J4o11163.7%+13.7HIGH CARD
T6o11262.2%+12.2HIGH CARD
T3s11360.0%+10.0HIGH CARD
95s11470.5%+20.5DOMINATING
76s11558.7%+8.7HIGH CARD
J3o11663.8%+13.8HIGH CARD
87o11762.6%+12.6HIGH CARD
T2s11860.3%+10.3HIGH CARD
85s11961.1%+11.1HIGH CARD
96o12072.7%+22.7DOMINATING
T5o12163.4%+13.4HIGH CARD
J2o12264.1%+14.1HIGH CARD
94s12371.7%+21.7DOMINATING
75s12460.1%+10.1HIGH CARD
T4o12563.6%+13.6HIGH CARD
93s12672.0%+22.0DOMINATING
86o12763.5%+13.5HIGH CARD
65s12858.8%+8.8HIGH CARD
95o12974.6%+24.6DOMINATING
84s13062.5%+12.5HIGH CARD
T3o13163.7%+13.7HIGH CARD
92s13272.5%+22.5DOMINATING
76o13362.3%+12.3HIGH CARD
74s13461.3%+11.3HIGH CARD
T2o13564.1%+14.1HIGH CARD
64s13660.0%+10.0HIGH CARD
85o13764.8%+14.8HIGH CARD
54s13859.4%+9.4HIGH CARD
83s13963.9%+13.9HIGH CARD
94o14076.2%+26.2DOMINATING
75o14163.5%+13.5HIGH CARD
82s14263.9%+13.9HIGH CARD
73s14362.6%+12.6HIGH CARD
65o14462.2%+12.2HIGH CARD
93o14576.3%+26.3DOMINATING
53s14660.2%+10.2HIGH CARD
63s14761.3%+11.3HIGH CARD
84o14866.3%+16.3HIGH CARD
92o14976.9%+26.9DOMINATING
43s15060.6%+10.6HIGH CARD
74o15165.2%+15.2HIGH CARD
54o15262.6%+12.6HIGH CARD
72s15364.2%+14.2HIGH CARD
52s15461.2%+11.2HIGH CARD
64o15563.6%+13.6HIGH CARD
62s15662.7%+12.7HIGH CARD
83o15767.9%+17.9HIGH CARD
42s15861.7%+11.7HIGH CARD
82o15967.9%+17.9HIGH CARD
73o16066.6%+16.6HIGH CARD
53o16163.9%+13.9HIGH CARD
63o16265.0%+15.0HIGH CARD
32s16361.9%+11.9HIGH CARD
43o16464.2%+14.2HIGH CARD
72o16567.9%+17.9HIGH CARD
52o16665.1%+15.1HIGH CARD
62o16766.4%+16.4HIGH CARD
42o16865.8%+15.8HIGH CARD
32o16965.8%+15.8HIGH CARD

Showing 168 of 168 rows

Related

Nearby ranks
Suited / offsuit twin
A9s62.8%

FAQ

What is the equity of A9o?

60.8% against one random opponent, which ranks it 25 of 169. Six-handed (five opponents) it is 20.4%, and nine-handed (eight opponents) 12.6%.

How much better is A9o than A9s?

A9o is worth 60.8% and A9s 62.8%, a difference of 2 points — rank 25 versus rank 18.

How many of the 168 other hands does A9o beat?

It is a heads-up favourite over 146 hands and an underdog against 22. 0 opponents sit within one point of a 50/50 coinflip.

How often does A9o hit the flop?

A pair or better 32.4%, top pair or better 23.7%. A made straight 0.0000% and an eight-out straight draw 1.31%. One of those happens 33.7% of the time (all 19,600 flops counted).

What is A9o worth when it misses the flop?

Against one random hand, 51.7% on a flop where neither card pairs (60.8% before the flop, 79.7% when it connects). Exact counts over every deal of the opponent's cards and the board.

424 words / 42 distinct figures — Method