Multi-player game search on 3 Player Hex
1Binary ScoreSafe Unbounded Max^n
Evaluation results
| Method | Links | |
|---|---|---|
| Safe Unbounded Max^nbatching=true, opponent=Max^n with batching2026.04 | 1 | |
| BRS+batching=true, opponent=Max^n with batching2026.04 | -1 | |
| Paranoidbatching=true, opponent=Max^n with batching2026.04 | -1 | |
| Unbounded Max^nbatching=true, opponent=Max^n with batching2026.04 | -2 | |
| k-best Max^nbatching=true, opponent=Max^n with batching, k=52026.04 | -2 | |
| k-best Max^nbatching=true, opponent=Max^n with batching, k=42026.04 | -2 | |
| k-best Max^nbatching=true, opponent=Max^n with batching, k=142026.04 | -3 | |
| k-best Max^nbatching=true, opponent=Max^n with batching, k=102026.04 | -3 | |
| k-best Max^nbatching=true, opponent=Max^n with batching, k=82026.04 | -3 | |
| k-best Max^nbatching=true, opponent=Max^n with batching, k=72026.04 | -3 | |
| k-best Max^nbatching=true, opponent=Max^n with batching, k=62026.04 | -3 | |
| Max^nbatching=true, opponent=Max^n with batching2026.04 | -4 | |
| k-best Max^nbatching=true, opponent=Max^n with batching, k=302026.04 | -4 | |
| k-best Max^nbatching=true, opponent=Max^n with batching, k=202026.04 | -4 | |
| k-best Max^nbatching=true, opponent=Max^n with batching, k=32026.04 | -4 | |
| k-best Max^nbatching=true, opponent=Max^n with batching, k=22026.04 | -6 |