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FA Cup · Saturday, 7 November, (UTC+3)

Crewe Alexandra — AFC Wimbledon

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Model prediction for 7 November

Crewe Alexandra26%
Draw26%
AFC Wimbledon48%
Model estimate at (UTC+3)

In short

AFC Wimbledon are clear favourites: 48% against 26% for the opponent, draw 26%.

The model expects few goals: 2.8 in total, against a competition average of 3.3.

Over 2.5 goals — 53%, both teams to score — 56%.

Why

  • By the strength ratings AFC Wimbledon are about 0.5 goals per match stronger.

Probabilities

Expected goals: Crewe Alexandra — AFC Wimbledon What is xG?1.2–1.6
Crewe Alexandra not to lose52%
AFC Wimbledon not to lose74%
No draw74%
Both teams to score: yes56%
Both teams to score: no44%
Total over 2.553%
Total under 2.547%

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All totals and handicaps, team totals, corners and cards, the score grid, every factor and how the estimate moved before kick-off.

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  • Handicap Crewe Alexandra
  • Crewe Alexandra goals
  • AFC Wimbledon goals
  • Corners and cards
  • Full score grid
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Team news

No news on injuries, suspensions or lineups yet. It usually comes 1–3 days before the match, the lineups about an hour before; this page updates every 15 minutes.

The teams in their last matches

StatCrewe AlexandraAFC Wimbledon
Goals scored per match1.70.3
Goals conceded per match2.02.0
xG per match1.270.38
Opponents’ xG1.151.52
Shots12.310.3
On target4.73.7
Corners3.35.7
Cards0.01.0
Possession, %4444

Averages per match: Crewe Alexandra — the last 3, AFC Wimbledon — the last 3 matches in all competitions.

Form

Crewe Alexandra

  • 25.08away · Barnsley2:3
  • 08.08Accrington Stanley2:1
  • 01.11Doncaster Rovers1:2
  • 12.08away · Stockport County1:3
  • 02.11Dagenham & Redbridge0:1

AFC Wimbledon

  • 27.08away · Fulham0:3
  • 08.08Newport County1:1
  • 01.11Gateshead FC0:2
  • 26.08away · Reading1:2
  • 12.08away · Gillingham1:1

Head to head

No previous meetings in the data.

FA Cup on the same day

This is the model’s statistical estimate, not a recommendation. An outcome at 48% will not happen in roughly 52 matches out of 100. How to read probabilities →