Premier League · England · Regular Season - 3

Ipswich–Liverpool

0–2

HT 0–2

Kick-off: Friday, 4 September 2026 at 19:00
Status: Match Finished

What the model said, and what happened

Prediction correct

This verdict goes into the public record unchanged; we do not filter out the ones we get wrong. The model's track record

Goals and red cards

6'LiverpoolA. Isak (assist: C. Gakpo)
9'LiverpoolA. Isak (assist: C. Gakpo)

Match statistics

Match statistics
Ipswich		Liverpool
14	Shots	10
5	Shots on target	7
4	Shots inside the box	5
5	Goalkeeper saves	5
4	Corners	3
5	Offsides	4
45%	Possession	55%
428	Passes	531
357	Accurate passes

What we expected, and what happened

Expected goals before kick-off: Ipswich 1.15 · Liverpool 2.14. On the pitch: 0-2.
Shots Ipswich 14 · Liverpool 10; on target 5 and 7.
Liverpool kept the ball more (55%).

Unavailable players

Ipswich

A. Matusiwaout · Muscle Injury
J. Philogeneout · Ankle Injury
J. Taylorout · Knee Injury
Florentinodoubtful · not in squad

Liverpool

B. Barcolaout · not in squad
C. Bradleyout · Knee Injury
F. Chiesaout · Back Injury
G. Leoniout · Knee Injury
H. Ekitikeout · Achilles Tendon Injury
J. Gomezout · Muscle Injury
S. Bajceticout · Hamstring Injury

Provider data — may change until the line-ups are announced. Last updated: Thursday, 17 September 2026 at 06:11.

Referee

D. England→

4.46

yellows per match

0.14

reds per match

matches of data

Model prediction

Why this prediction?

The model puts the most likely outcome at 63.4%: “Liverpool to win”. Second comes “a draw” at 20.3%.
Behind that distribution are the expected goals: 1.14 for Ipswich, 2.28 for Liverpool.
The highest double chance value is 83.8% (X2 — draw or Liverpool win).
These values were computed from 1,540 past matches.

This is a prediction, not a guarantee; a probability is not a certainty.

These sentences are built by a fixed template; every number in them comes straight from the model's computation, none invented while the text was written.

Ipswich to win16.2%

Draw20.3%

Liverpool to win63.4%

When the model has said 60–65% in the past, 847 of 1,354 predictions were correct (62.6%). Accuracy record →

6	Fouls	13

1	Yellow cards	3

0	Red cards	0

The measurements our data provider sent for this match. A row that was not measured shows “—”; writing 0 into an empty field would claim we measured it and found none.

When the model has said 60–65% in the past, 1,567 of 2,553 predictions were correct (61.4%). Accuracy record →

Double chance

1X — Ipswich win or draw36.6%

12 — any result other than a draw79.7%

X2 — draw or Liverpool win83.8%

These three values add up to 200%, not 100% — and that is not a mistake. The options are not mutually exclusive; every outcome is counted in two of them. For the same reason 1X plus X2 exceeds 100% by exactly the probability of a draw (20.3%).

First half

Actual: 0–2

Ipswich lead at half-time23.5%

Level at half-time39.6%

Liverpool lead at half-time37.0%

First-half double chance

1X — Ipswich ahead or level63.0%

12 — not level at half-time60.4%

X2 — level or Liverpool ahead76.5%

These values are not a fraction of the full-match prediction; they come from a separate model trained on the first-half scores of 1540 matches. Its edge over the base rate is markedly smaller than the full-match model's — the measured figure is on the accuracy record. Read them more cautiously. First-half goal markets are not published because they failed to beat the base rate.

Expected fouls and corners

Fouls

Ipswich: at least 10Actual: 6
Liverpool: at least 9Actual: 13

Corners

Ipswich: at least 3Actual: 4
Liverpool: at least 6Actual: 3

These figures are set to hold in at least 60% of matches; in the rest the count comes in below them. No upper bound is stated — we make no "at most" claim. Yellow cards were measured and are not published: there our model did not beat the historical average.

Goals market

3+ goals67.7%

When the model has said 65–70% in the past, 699 of 988 predictions were correct (70.7%). Accuracy record →

The league's historical "3+ goals" rate is 57.2%. For this match the model gives a value above that baseline — and in backtesting the model's edge was confirmed only in this direction.

What these probabilities rest on

Expected goals comes out of a team's attack weighed against its opponent's defence. A strong attack is damped when it meets a strong defence — which is why comparing the ratings on their own is misleading.

How many goals Ipswich score1.15

Attack: Ipswich score close to the league average.

Opponent's defence: Liverpool's defence is close to the league average (0.94×), so it doesn't move the expectation much.

Result: These two effects give an expectation of 1.15 goals (including home advantage).

How many goals Liverpool score2.14

Attack: Liverpool score above the league average (24% more).

Opponent's defence: Ipswich concede 49% more than the league average — the defence is the weakest link in this match.

Result: These two effects give an expectation of 2.14 goals (including the away penalty).

Most likely scorelines

1–210.7%1–19.4%0–28.6%

A single scoreline is always less likely than an outcome: “home win” is the sum of 1-0, 2-0, 2-1 and dozens more. So the most likely single score can be a draw while the most likely outcome is a home win; the two do not contradict each other.

Ratings were computed from 1540 matches played in this league before kick-off; the team with fewer has 40 matches. No data from after the match was used. The model's track record is published unfiltered.

Week 3 of the season. This prediction was computed from previous seasons. Summer transfers, budget changes and squad rebuilds aren't in the ratings yet — the model can only see that a team has been rebuilt once new results come in.

We measured this: the bias is only pronounced in the opening week. In this week the model's overall accuracy does not separate from the rest of the season — that is, we found no measurable flaw. The one tendency across all opening weeks is that home wins are called slightly too often (said 43.0%, got 41.9%; n=583).

This sample is small and not statistically established, which is why we do not correct the model for it. The correction we tried (pulling probabilities toward the league average) didn't win on holdout, so it wasn't added. Read opening-week predictions with a little more caution.