• Match schedule, anlaysis, situation in Group G
  • Teams in Group G: Belgium, Panama, Tunisia, England
  • First match in Group G: June 18, 2018 15:00 UTC
  • Last matches in Group G: June 28, 2018 18:00 UTC
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2018 FIFA World Cup Group G Table

PosTeamPtsPldWDLGFGAGD
1 Belgium00000000
2 Panama00000000
3 Tunisia00000000
4 England00000000

All Matches of Group G

Your Time*


Local Time

June 18,2018
Monday
18:00 MSK

UTC Time

June 18,2018
Monday
15:00 UTC

Venue

Fisht Olympic Stadium
Sochi
UTC+3

 Belgium vs. Panama 
-:-
Match No. 13

Your Time*


Local Time

June 18,2018
Monday
21:00 MSK

UTC Time

June 18,2018
Monday
18:00 UTC

Venue

Volgograd Arena
Volgograd
UTC+3

 Tunisia vs. England 
-:-
Match No. 14

Your Time*


Local Time

June 23,2018
Saturday
15:00 MSK

UTC Time

June 23,2018
Saturday
12:00 UTC

Venue

Otkritie Arena
Moscow
UTC+3

 Belgium vs. Tunisia 
-:-
Match No. 29

Your Time*


Local Time

June 24,2018
Sunday
15:00 MSK

UTC Time

June 24,2018
Sunday
12:00 UTC

Venue

Nizhny Novgorod Stadium
Nizhny Novgorod
UTC+3

 England vs. Panama 
-:-
Match No. 30

Your Time*


Local Time

June 28,2018
Thursday
20:00 USZ1

UTC Time

June 28,2018
Thursday
18:00 UTC

Venue

Kaliningrad Stadium
Kaliningrad
UTC+2

 England vs. Belgium 
-:-
Match No. 45

Your Time*


Local Time

June 28,2018
Thursday
21:00 MSK

UTC Time

June 28,2018
Thursday
18:00 UTC

Venue

Mordovia Arena
Saransk
UTC+3

 Panama vs. Tunisia 
-:-
Match No. 46

Group G Analysis

This section will be available after 4 matches out of 6 have been completed.
TeamAfter 4 matches chances to:
AdvanceWinbe Runners-Up
 BelgiumUnknownUnknownUnknown
 PanamaUnknownUnknownUnknown
 TunisiaUnknownUnknownUnknown
 EnglandUnknownUnknownUnknown
How is the probability to advance calculated?
To measure the probability to advance (win, score 2nd place) after 4 matches have been played, we simulate all possible results of last two remaining matches. Assuming not more 5 goals can be scored by one team. So, we simulate results such as: 5:0, 5:1, 5:2, ... 0:0, ... 1:5, 0:5 for both remaining matches and we observe how many results (out of all) give chances to advance (win, be 2nd). Note, this is not very sophisticated algorithm (e.g. - we assume all results are equally probable regardless of teams skills) - do not use it for betting purposes.