Test your decision making skill based on historical FPL data to see if you could get the highest score possible if you knew all returns in advance!
In this game, you are trying to find the highest FPL points you can collect for an FPL team over 4 GWs.
You start with a team with 15 players, a certain amount in the bank and 1 free transfer.
FPL rules apply:
Max 3 players per team
You cannot exceed your budget
You can roll your transfer (up to 2 free transfers)
However, you cannot take hits.
So, you need to find the optimal transfers (up to 4) that will maximize total points.
Lineup and captaincy will be picked automatically that will maximize GW score.
After each try, you will see color boxes on top, indicating where your submission is compared to the optimal.
🟩: Your GW score is optimal, but it doesn't guarantee that the transfer is optimal.
🟨: Your GW score is below optimal.
🟪: Your GW score is above optimal. This could happen if you collect more points on a GW, at the cost of dropping your GW points in other GWs.
Game ends either when
you reach optimal score,
you use all your 6 tries.
For each player, you will see their name, team, their price (stays constant), and how many points they have received (actual FPL points).