Optional this week
Wildcard in FPL Gameweek 1 (2026/27)
Wildcard: Optional this week. Best projected window: GW4 and GW6. Playing it this week is worth +18.6 projected points immediately, against a historical +28.5 in better windows.
Cutoff 14 Aug 2026, 15:30 UTCIllustrative samplesha256:8f4c2e9a…ef01Download snapshotSettledIllustrative sample
- If played this week
- +18.6 xP
- Typical good window
- +28.5 xP
- Cost of playing now
- -9.9 xP
Should I play Wildcard this week?
Deploying Wildcard in GW3 generates +18.6 xP aggregate lift over a 5-week horizon by immediately accessing Liverpool/Arsenal fixture swings. However, waiting until GW4 allows assimilation of full summer transfer window data and international break injury flags.
The first Wildcard must expire before the mid-season reset (Gameweek 19). The optimal model-derived deployment window is GW4–GW6 to capitalize on confirmed starting lineups and transfer deadline acquisitions.
When to play it
Projected value if Wildcard is used in each window.
| Gameweek | Context | Double GW | Chip EV | Net | Call |
|---|---|---|---|---|---|
| GW1 · this week | GW1 Initial Setup | No | 0.0 | +0.0 | Hold |
| GW2 | GW2 Kneejerk Window | No | 81.2 | +5.3 | Weaker |
| GW3 | GW3 Pre-International Break Restructure | No | 86.4 | +18.6 | Weaker |
| GW4 | GW4 Post-Deadline & International Break Optimum | No | 94.2 | +28.2 | Best window |
| GW6 | GW6 Arsenal Fixture Turn (LEI, SOU, BOU) | No | 92.8 | +24.7 | Best window |
Players the solver prefers under Wildcard
| Player | Club | Pos | Fixture | £m | xP |
|---|---|---|---|---|---|
| Raya | ARS | GKP | BHA (H) | 5.5 | 4.62 |
| Alexander-Arnold | LIV | DEF | MUN (A) | 7.0 | 5.85 |
| Salah | LIV | MID | MUN (A) | 12.6 | 8.10 |
| Haaland | MCI | FWD | WHU (A) | 15.2 | 8.85 |
How to verify
Wildcard in FPL Gameweek 1 (2026/27) was written to a JSON snapshot at 31 Aug 2026, 08:00 UTC and hashed with SHA-256 (sha256:7c92b7a2d488e3fa0895c32b567b489ef0c239458e0a29367d5668b02ea6f381). Download the snapshot to inspect the frozen inputs. The freeze rule is described in Methods.