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In a nutshell

PSG: In a nutshell
Position2nd
Chance to be champion 22%
Chance to qualify for the Champions League 99%
Chance to qualify for the Euro League < 1%
Chance of relegation 0%


Points gained 68
Matches played 30
Victories 21
Ties 5
Defeats 4
Goals pro 60
Goals against 21
Goal difference 39
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Probability of finishing the round of Mar, 31 in each position
Probability of finishing the championship in each position

Forthcoming matches

Forthcoming matches
Date Victory Tie Victory
Apr, 09 PSG 63% 25% 13% Guingamp
Apr, 14 Angers 29% 35% 36% PSG
Apr, 18 Metz 30% 35% 34% PSG
Apr, 22 PSG 56% 27% 17% Montpellier
- Nice 45% 31% 24% PSG
- PSG 45% 31% 24% Bastia
- PSG 45% 31% 24% Caen
- Saint-Etienne 45% 31% 24% PSG

  • Click on teams names for more information

Results

Results
Date
Mar, 19 PSG 2 X 1 Lyon
Mar, 12 Lorient 1 X 2 PSG
Mar, 04 PSG 1 X 0 Nancy
Feb, 26 Olympique 1 X 5 PSG
Feb, 19 PSG 0 X 0 Toulouse
Feb, 10 Bordeaux 0 X 3 PSG
Feb, 07 PSG 2 X 1 Lille
Feb, 04 Dijon 1 X 3 PSG
Jan, 29 PSG 1 X 1 Monaco
Jan, 21 Nantes 0 X 2 PSG
Jan, 14 Rennes 0 X 1 PSG
Dec, 21 PSG 5 X 0 Lorient
Dec, 17 Guingamp 2 X 1 PSG
Dec, 11 PSG 2 X 2 Nice
Dec, 03 Montpellier 3 X 0 PSG
Nov, 30 PSG 2 X 0 Angers
Nov, 27 Lyon 1 X 2 PSG
Nov, 19 PSG 2 X 0 Nantes
Nov, 06 PSG 4 X 0 Rennes
Oct, 28 Lille 0 X 1 PSG
Oct, 23 PSG 0 X 0 Olympique
Oct, 15 Nancy 1 X 2 PSG
Oct, 01 PSG 2 X 0 Bordeaux
Sep, 23 Toulouse 2 X 0 PSG
Sep, 20 PSG 3 X 0 Dijon
Sep, 16 Caen 0 X 6 PSG
Sep, 09 PSG 1 X 1 Saint-Etienne
Aug, 28 Monaco 3 X 1 PSG
Aug, 21 PSG 3 X 0 Metz
Aug, 12 Bastia 0 X 1 PSG

  • Click on teams names for more information


Quiz

Which of these brands are more strongly associated with this site´s theme?
Options
Nike
Adidas
Reebok
Diadora
Coca-Cola
Pepsi
Budweiser
Heineken

Important information

Although the prognostics in this website are based on sophisticated calculations, its purpose is purely recreational, and its use as a basis for bets is not recommended.

The calculation algorithms work within reasonable parameters of approximation and the results must be understood under this perspective. Too small probabilities, below 0.005%, for example, can be represented by 0%.


Footnotes

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