Run T-0068 rejected
· Evidence: SPRT Sequential probability ratio test. Games are played until the accumulated evidence reaches one of two bounds; then the test stops.
Hypothesis
If the main search at depth at most 3 omits materially losing captures, weakly contributing subtrees can be saved without touching the explicitly protected cases.
translated from German. Original: Wenn die Hauptsuche bei Tiefe höchstens 3 materiell verlierende Schlagzüge auslässt, können wenig tragende Teilbäume eingespart werden, ohne die ausdrücklich geschützten Fälle anzutasten.
Stages
| Field | short stage |
|---|---|
| Verdict | rejected |
| Elo Strength difference to the opponent, estimated from the games, with a 95-percent half-width where the oracle reported one. Never an absolute rating. | −7.07 ± 6.81 |
| nElo Normalised Elo: the Elo difference divided by the spread of the game results, so that the SPRT bounds mean the same at different time controls. | −8.98 ± 8.65 |
| Games | 6,196 |
| Wins / draws / losses | 2,022 / 2,026 / 2,148 |
| pentanomial Games are played in pairs with swapped colours; the five counts are the pairs scoring 0, ½, 1, 1½ and 2 points. | 349 / 657 / 1141 / 673 / 278 |
| LLR Log-likelihood ratio, the running evidence of an SPRT. It starts at 0; a stage passes at the upper bound (about +2.94) and fails at the lower one (about −2.94). | −2.95 |
| Bounds | −2.94 … +2.94 |
| SPRT Sequential probability ratio test. Games are played until the accumulated evidence reaches one of two bounds; then the test stops. | [0.0, 5.0] |
| Error rates α / β | 0.05 / 0.05 |
| Model | normalized |
| time control Base time plus increment per move in seconds, e.g. 8+0.08: eight seconds per game plus 0.08 seconds per move. | 8+0.08 |
| Book | A |
| Opponent | vs predecessor |
| Duration | 44 min |
Provenance
- Date
- 2026-09-04
- Started
- 2026-09-04 18:10:43 UTC
- Duration
- 44 min
- Author
- Agent B
- Epoch
- 3
- Gatekeeper
- passed
- Bench nodes
- 3,223
- Commit
07693f495904e0453658f6ebc45f97bac0b06bfc- SHA-256 A cryptographic hash. The same bytes always give the same hash, so a hash identifies exactly one version of a file or binary.
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