Path A · honest holdout
Choose on selection
- Frozen choice
- Feature 0 · inverse
- Selection score
- 129/256 · 50.39%
- Independent test
- 125/256 · 48.83%
Interactive evidence lesson · 15 minutes
When the test set
joins the search.
Every feature is noise. Search enough of them on the test split, though, and one can look surprisingly accurate—on the very data that chose it.
Executed
Artifact checked
Two exact same-environment trials and a distinct self-asserted agent artifact check. Not independent reproduction, replication, peer review, external attestation, authenticated identity, safety certification, or human approval.
- Noise features
- 1,024
- Declared seeds
- 32
- Largest search
- 2,048 feature-polarity pairs
- Sealed audit
- 1,024 examples per seed
60.85% mean test-guided reported test accuracy
50.19% same frozen choices on sealed audit
32 retained seeds · K=1,024 · counts, not a rerun
01 · The setup
A holdout only works if it stays out of the decisions.
The frozen protocol generated balanced labels and 1,024 independent binary noise features for separate selection, test, and audit splits. An honest path chose a feature and polarity on the selection split, then measured it on test. A test-guided path chose the winner on test and reported that same test score.
Both choices were frozen before the audit was attached. The audit is disclosed once and retired. In this page, “locked” is teaching sequence—not secrecy: every retained value is already embedded below.
02 · Evidence explorer
Make the choice. Predict. Then break the seal.
The complete recorded evidence is available below. Interactive controls remain disabled until the local projection passes its schema and pin checks.
Path B · test-guided
Choose on test
- Frozen choice
- Feature 0 · positive
- Reported test
- 131/256 · 51.17%
- Gap vs honest test
- 2.34 pp
Warning: the same test split chose this candidate and reports its score.
Accuracy, exact retained observation
Seal broken · audit retired
The sealed audit gives a separate retained measurement.
Test-guided audit490/1024 · 47.85%
Honest-choice audit534/1024 · 52.15%
Optimism gap3.32 pp
Deterministic local JSON. No timestamp, upload, account, cookie, or browser storage.
03 · Underlying counts
Nothing hides behind the interaction.
Percentages are display aids. The retained integer counts and exact generated projection remain the source for every view.
32-seed aggregate at every predeclared K
| K features | Pairs | Honest test | Test-guided test | Honest audit | Test-guided audit | Test gap | Optimism | Leaky > honest |
|---|---|---|---|---|---|---|---|---|
| 1 | 2 | 49.77% | 52.43% | 50.21% | 49.62% | 2.66 pp | 2.81 pp | 17/32 |
| 2 | 4 | 50.85% | 53.75% | 50.16% | 49.33% | 2.89 pp | 4.42 pp | 18/32 |
| 4 | 8 | 51.68% | 54.77% | 50.27% | 49.72% | 3.09 pp | 5.06 pp | 24/32 |
| 8 | 16 | 50.68% | 55.58% | 49.91% | 49.85% | 4.90 pp | 5.73 pp | 29/32 |
| 16 | 32 | 51.10% | 56.71% | 49.74% | 49.90% | 5.62 pp | 6.81 pp | 30/32 |
| 32 | 64 | 50.46% | 57.20% | 49.40% | 50.03% | 6.74 pp | 7.17 pp | 32/32 |
| 64 | 128 | 49.93% | 57.87% | 49.51% | 50.24% | 7.95 pp | 7.64 pp | 32/32 |
| 128 | 256 | 49.90% | 58.87% | 50.11% | 50.35% | 8.97 pp | 8.52 pp | 32/32 |
| 256 | 512 | 50.01% | 59.77% | 49.70% | 50.50% | 9.75 pp | 9.27 pp | 32/32 |
| 512 | 1,024 | 50.84% | 60.35% | 50.26% | 50.27% | 9.51 pp | 10.08 pp | 32/32 |
| 1,024 | 2,048 | 50.45% | 60.85% | 50.14% | 50.19% | 10.40 pp | 10.66 pp | 32/32 |
All 352 retained seed-by-K observations
| Seed | K | Pairs | Honest choice | Selection | Honest test | Test-guided choice | Reported test | Honest audit | Test-guided audit | Test gap | Optimism |
|---|---|---|---|---|---|---|---|---|---|---|---|
| 1 | 1 | 2 | 0 / inverse | 129/256 (50.39%) | 125/256 (48.83%) | 0 / positive | 131/256 (51.17%) | 534/1024 (52.15%) | 490/1024 (47.85%) | 2.34 pp | 3.32 pp |
| 1 | 2 | 4 | 0 / inverse | 129/256 (50.39%) | 125/256 (48.83%) | 1 / inverse | 136/256 (53.12%) | 534/1024 (52.15%) | 472/1024 (46.09%) | 4.30 pp | 7.03 pp |
| 1 | 4 | 8 | 3 / positive | 135/256 (52.73%) | 140/256 (54.69%) | 2 / inverse | 143/256 (55.86%) | 521/1024 (50.88%) | 527/1024 (51.46%) | 1.17 pp | 4.39 pp |
| 1 | 8 | 16 | 6 / inverse | 138/256 (53.91%) | 133/256 (51.95%) | 2 / inverse | 143/256 (55.86%) | 485/1024 (47.36%) | 527/1024 (51.46%) | 3.91 pp | 4.39 pp |
| 1 | 16 | 32 | 9 / positive | 144/256 (56.25%) | 142/256 (55.47%) | 2 / inverse | 143/256 (55.86%) | 470/1024 (45.90%) | 527/1024 (51.46%) | 0.39 pp | 4.39 pp |
| 1 | 32 | 64 | 9 / positive | 144/256 (56.25%) | 142/256 (55.47%) | 25 / inverse | 145/256 (56.64%) | 470/1024 (45.90%) | 508/1024 (49.61%) | 1.17 pp | 7.03 pp |
| 1 | 64 | 128 | 56 / inverse | 150/256 (58.59%) | 137/256 (53.52%) | 25 / inverse | 145/256 (56.64%) | 526/1024 (51.37%) | 508/1024 (49.61%) | 3.12 pp | 7.03 pp |
| 1 | 128 | 256 | 56 / inverse | 150/256 (58.59%) | 137/256 (53.52%) | 67 / inverse | 151/256 (58.98%) | 526/1024 (51.37%) | 515/1024 (50.29%) | 5.47 pp | 8.69 pp |
| 1 | 256 | 512 | 189 / inverse | 152/256 (59.38%) | 124/256 (48.44%) | 67 / inverse | 151/256 (58.98%) | 514/1024 (50.20%) | 515/1024 (50.29%) | 10.55 pp | 8.69 pp |
| 1 | 512 | 1,024 | 483 / inverse | 155/256 (60.55%) | 126/256 (49.22%) | 507 / inverse | 152/256 (59.38%) | 528/1024 (51.56%) | 516/1024 (50.39%) | 10.16 pp | 8.98 pp |
| 1 | 1,024 | 2,048 | 483 / inverse | 155/256 (60.55%) | 126/256 (49.22%) | 614 / positive | 155/256 (60.55%) | 528/1024 (51.56%) | 491/1024 (47.95%) | 11.33 pp | 12.60 pp |
| 2 | 1 | 2 | 0 / positive | 146/256 (57.03%) | 117/256 (45.70%) | 0 / inverse | 139/256 (54.30%) | 510/1024 (49.80%) | 514/1024 (50.20%) | 8.59 pp | 4.10 pp |
| 2 | 2 | 4 | 0 / positive | 146/256 (57.03%) | 117/256 (45.70%) | 0 / inverse | 139/256 (54.30%) | 510/1024 (49.80%) | 514/1024 (50.20%) | 8.59 pp | 4.10 pp |
| 2 | 4 | 8 | 0 / positive | 146/256 (57.03%) | 117/256 (45.70%) | 0 / inverse | 139/256 (54.30%) | 510/1024 (49.80%) | 514/1024 (50.20%) | 8.59 pp | 4.10 pp |
| 2 | 8 | 16 | 0 / positive | 146/256 (57.03%) | 117/256 (45.70%) | 0 / inverse | 139/256 (54.30%) | 510/1024 (49.80%) | 514/1024 (50.20%) | 8.59 pp | 4.10 pp |
| 2 | 16 | 32 | 0 / positive | 146/256 (57.03%) | 117/256 (45.70%) | 10 / positive | 144/256 (56.25%) | 510/1024 (49.80%) | 525/1024 (51.27%) | 10.55 pp | 4.98 pp |
| 2 | 32 | 64 | 0 / positive | 146/256 (57.03%) | 117/256 (45.70%) | 10 / positive | 144/256 (56.25%) | 510/1024 (49.80%) | 525/1024 (51.27%) | 10.55 pp | 4.98 pp |
| 2 | 64 | 128 | 0 / positive | 146/256 (57.03%) | 117/256 (45.70%) | 41 / inverse | 150/256 (58.59%) | 510/1024 (49.80%) | 525/1024 (51.27%) | 12.89 pp | 7.32 pp |
| 2 | 128 | 256 | 120 / positive | 147/256 (57.42%) | 132/256 (51.56%) | 87 / positive | 153/256 (59.77%) | 527/1024 (51.46%) | 516/1024 (50.39%) | 8.20 pp | 9.38 pp |
| 2 | 256 | 512 | 208 / inverse | 148/256 (57.81%) | 124/256 (48.44%) | 87 / positive | 153/256 (59.77%) | 512/1024 (50.00%) | 516/1024 (50.39%) | 11.33 pp | 9.38 pp |
| 2 | 512 | 1,024 | 382 / positive | 150/256 (58.59%) | 127/256 (49.61%) | 87 / positive | 153/256 (59.77%) | 505/1024 (49.32%) | 516/1024 (50.39%) | 10.16 pp | 9.38 pp |
| 2 | 1,024 | 2,048 | 589 / positive | 157/256 (61.33%) | 125/256 (48.83%) | 544 / inverse | 155/256 (60.55%) | 529/1024 (51.66%) | 534/1024 (52.15%) | 11.72 pp | 8.40 pp |
| 3 | 1 | 2 | 0 / inverse | 138/256 (53.91%) | 126/256 (49.22%) | 0 / positive | 130/256 (50.78%) | 524/1024 (51.17%) | 500/1024 (48.83%) | 1.56 pp | 1.95 pp |
| 3 | 2 | 4 | 1 / inverse | 141/256 (55.08%) | 111/256 (43.36%) | 1 / positive | 145/256 (56.64%) | 505/1024 (49.32%) | 519/1024 (50.68%) | 13.28 pp | 5.96 pp |
| 3 | 4 | 8 | 1 / inverse | 141/256 (55.08%) | 111/256 (43.36%) | 1 / positive | 145/256 (56.64%) | 505/1024 (49.32%) | 519/1024 (50.68%) | 13.28 pp | 5.96 pp |
| 3 | 8 | 16 | 1 / inverse | 141/256 (55.08%) | 111/256 (43.36%) | 7 / positive | 150/256 (58.59%) | 505/1024 (49.32%) | 498/1024 (48.63%) | 15.23 pp | 9.96 pp |
| 3 | 16 | 32 | 8 / inverse | 147/256 (57.42%) | 124/256 (48.44%) | 7 / positive | 150/256 (58.59%) | 517/1024 (50.49%) | 498/1024 (48.63%) | 10.16 pp | 9.96 pp |
| 3 | 32 | 64 | 16 / positive | 150/256 (58.59%) | 129/256 (50.39%) | 7 / positive | 150/256 (58.59%) | 514/1024 (50.20%) | 498/1024 (48.63%) | 8.20 pp | 9.96 pp |
| 3 | 64 | 128 | 16 / positive | 150/256 (58.59%) | 129/256 (50.39%) | 7 / positive | 150/256 (58.59%) | 514/1024 (50.20%) | 498/1024 (48.63%) | 8.20 pp | 9.96 pp |
| 3 | 128 | 256 | 16 / positive | 150/256 (58.59%) | 129/256 (50.39%) | 7 / positive | 150/256 (58.59%) | 514/1024 (50.20%) | 498/1024 (48.63%) | 8.20 pp | 9.96 pp |
| 3 | 256 | 512 | 145 / inverse | 151/256 (58.98%) | 140/256 (54.69%) | 188 / inverse | 153/256 (59.77%) | 515/1024 (50.29%) | 513/1024 (50.10%) | 5.08 pp | 9.67 pp |
| 3 | 512 | 1,024 | 145 / inverse | 151/256 (58.98%) | 140/256 (54.69%) | 429 / inverse | 157/256 (61.33%) | 515/1024 (50.29%) | 501/1024 (48.93%) | 6.64 pp | 12.40 pp |
| 3 | 1,024 | 2,048 | 775 / inverse | 155/256 (60.55%) | 128/256 (50.00%) | 429 / inverse | 157/256 (61.33%) | 508/1024 (49.61%) | 501/1024 (48.93%) | 11.33 pp | 12.40 pp |
| 4 | 1 | 2 | 0 / positive | 131/256 (51.17%) | 131/256 (51.17%) | 0 / positive | 131/256 (51.17%) | 505/1024 (49.32%) | 505/1024 (49.32%) | 0.00 pp | 1.86 pp |
| 4 | 2 | 4 | 1 / positive | 135/256 (52.73%) | 135/256 (52.73%) | 1 / positive | 135/256 (52.73%) | 498/1024 (48.63%) | 498/1024 (48.63%) | 0.00 pp | 4.10 pp |
| 4 | 4 | 8 | 2 / positive | 144/256 (56.25%) | 126/256 (49.22%) | 1 / positive | 135/256 (52.73%) | 505/1024 (49.32%) | 498/1024 (48.63%) | 3.52 pp | 4.10 pp |
| 4 | 8 | 16 | 2 / positive | 144/256 (56.25%) | 126/256 (49.22%) | 7 / inverse | 138/256 (53.91%) | 505/1024 (49.32%) | 495/1024 (48.34%) | 4.69 pp | 5.57 pp |
| 4 | 16 | 32 | 2 / positive | 144/256 (56.25%) | 126/256 (49.22%) | 11 / inverse | 150/256 (58.59%) | 505/1024 (49.32%) | 512/1024 (50.00%) | 9.38 pp | 8.59 pp |
| 4 | 32 | 64 | 26 / positive | 150/256 (58.59%) | 133/256 (51.95%) | 11 / inverse | 150/256 (58.59%) | 507/1024 (49.51%) | 512/1024 (50.00%) | 6.64 pp | 8.59 pp |
| 4 | 64 | 128 | 26 / positive | 150/256 (58.59%) | 133/256 (51.95%) | 11 / inverse | 150/256 (58.59%) | 507/1024 (49.51%) | 512/1024 (50.00%) | 6.64 pp | 8.59 pp |
| 4 | 128 | 256 | 26 / positive | 150/256 (58.59%) | 133/256 (51.95%) | 11 / inverse | 150/256 (58.59%) | 507/1024 (49.51%) | 512/1024 (50.00%) | 6.64 pp | 8.59 pp |
| 4 | 256 | 512 | 161 / inverse | 151/256 (58.98%) | 116/256 (45.31%) | 11 / inverse | 150/256 (58.59%) | 484/1024 (47.27%) | 512/1024 (50.00%) | 13.28 pp | 8.59 pp |
| 4 | 512 | 1,024 | 323 / inverse | 152/256 (59.38%) | 130/256 (50.78%) | 11 / inverse | 150/256 (58.59%) | 499/1024 (48.73%) | 512/1024 (50.00%) | 7.81 pp | 8.59 pp |
| 4 | 1,024 | 2,048 | 963 / inverse | 156/256 (60.94%) | 127/256 (49.61%) | 790 / positive | 153/256 (59.77%) | 502/1024 (49.02%) | 505/1024 (49.32%) | 10.16 pp | 10.45 pp |
| 5 | 1 | 2 | 0 / inverse | 131/256 (51.17%) | 121/256 (47.27%) | 0 / positive | 135/256 (52.73%) | 528/1024 (51.56%) | 496/1024 (48.44%) | 5.47 pp | 4.30 pp |
| 5 | 2 | 4 | 1 / positive | 143/256 (55.86%) | 148/256 (57.81%) | 1 / positive | 148/256 (57.81%) | 523/1024 (51.07%) | 523/1024 (51.07%) | 0.00 pp | 6.74 pp |
| 5 | 4 | 8 | 1 / positive | 143/256 (55.86%) | 148/256 (57.81%) | 1 / positive | 148/256 (57.81%) | 523/1024 (51.07%) | 523/1024 (51.07%) | 0.00 pp | 6.74 pp |
| 5 | 8 | 16 | 1 / positive | 143/256 (55.86%) | 148/256 (57.81%) | 1 / positive | 148/256 (57.81%) | 523/1024 (51.07%) | 523/1024 (51.07%) | 0.00 pp | 6.74 pp |
| 5 | 16 | 32 | 1 / positive | 143/256 (55.86%) | 148/256 (57.81%) | 1 / positive | 148/256 (57.81%) | 523/1024 (51.07%) | 523/1024 (51.07%) | 0.00 pp | 6.74 pp |
| 5 | 32 | 64 | 31 / inverse | 145/256 (56.64%) | 125/256 (48.83%) | 1 / positive | 148/256 (57.81%) | 510/1024 (49.80%) | 523/1024 (51.07%) | 8.98 pp | 6.74 pp |
| 5 | 64 | 128 | 33 / positive | 146/256 (57.03%) | 140/256 (54.69%) | 1 / positive | 148/256 (57.81%) | 505/1024 (49.32%) | 523/1024 (51.07%) | 3.12 pp | 6.74 pp |
| 5 | 128 | 256 | 33 / positive | 146/256 (57.03%) | 140/256 (54.69%) | 1 / positive | 148/256 (57.81%) | 505/1024 (49.32%) | 523/1024 (51.07%) | 3.12 pp | 6.74 pp |
| 5 | 256 | 512 | 135 / inverse | 147/256 (57.42%) | 121/256 (47.27%) | 154 / positive | 154/256 (60.16%) | 489/1024 (47.75%) | 514/1024 (50.20%) | 12.89 pp | 9.96 pp |
| 5 | 512 | 1,024 | 320 / inverse | 153/256 (59.77%) | 132/256 (51.56%) | 154 / positive | 154/256 (60.16%) | 500/1024 (48.83%) | 514/1024 (50.20%) | 8.59 pp | 9.96 pp |
| 5 | 1,024 | 2,048 | 320 / inverse | 153/256 (59.77%) | 132/256 (51.56%) | 154 / positive | 154/256 (60.16%) | 500/1024 (48.83%) | 514/1024 (50.20%) | 8.59 pp | 9.96 pp |
| 6 | 1 | 2 | 0 / positive | 141/256 (55.08%) | 123/256 (48.05%) | 0 / inverse | 133/256 (51.95%) | 512/1024 (50.00%) | 512/1024 (50.00%) | 3.91 pp | 1.95 pp |
| 6 | 2 | 4 | 0 / positive | 141/256 (55.08%) | 123/256 (48.05%) | 0 / inverse | 133/256 (51.95%) | 512/1024 (50.00%) | 512/1024 (50.00%) | 3.91 pp | 1.95 pp |
| 6 | 4 | 8 | 0 / positive | 141/256 (55.08%) | 123/256 (48.05%) | 0 / inverse | 133/256 (51.95%) | 512/1024 (50.00%) | 512/1024 (50.00%) | 3.91 pp | 1.95 pp |
| 6 | 8 | 16 | 0 / positive | 141/256 (55.08%) | 123/256 (48.05%) | 4 / inverse | 148/256 (57.81%) | 512/1024 (50.00%) | 518/1024 (50.59%) | 9.77 pp | 7.23 pp |
| 6 | 16 | 32 | 0 / positive | 141/256 (55.08%) | 123/256 (48.05%) | 4 / inverse | 148/256 (57.81%) | 512/1024 (50.00%) | 518/1024 (50.59%) | 9.77 pp | 7.23 pp |
| 6 | 32 | 64 | 19 / positive | 145/256 (56.64%) | 132/256 (51.56%) | 4 / inverse | 148/256 (57.81%) | 500/1024 (48.83%) | 518/1024 (50.59%) | 6.25 pp | 7.23 pp |
| 6 | 64 | 128 | 62 / inverse | 148/256 (57.81%) | 126/256 (49.22%) | 4 / inverse | 148/256 (57.81%) | 511/1024 (49.90%) | 518/1024 (50.59%) | 8.59 pp | 7.23 pp |
| 6 | 128 | 256 | 102 / inverse | 156/256 (60.94%) | 133/256 (51.95%) | 4 / inverse | 148/256 (57.81%) | 517/1024 (50.49%) | 518/1024 (50.59%) | 5.86 pp | 7.23 pp |
| 6 | 256 | 512 | 102 / inverse | 156/256 (60.94%) | 133/256 (51.95%) | 151 / positive | 154/256 (60.16%) | 517/1024 (50.49%) | 490/1024 (47.85%) | 8.20 pp | 12.30 pp |
| 6 | 512 | 1,024 | 102 / inverse | 156/256 (60.94%) | 133/256 (51.95%) | 151 / positive | 154/256 (60.16%) | 517/1024 (50.49%) | 490/1024 (47.85%) | 8.20 pp | 12.30 pp |
| 6 | 1,024 | 2,048 | 102 / inverse | 156/256 (60.94%) | 133/256 (51.95%) | 151 / positive | 154/256 (60.16%) | 517/1024 (50.49%) | 490/1024 (47.85%) | 8.20 pp | 12.30 pp |
| 7 | 1 | 2 | 0 / positive | 129/256 (50.39%) | 122/256 (47.66%) | 0 / inverse | 134/256 (52.34%) | 539/1024 (52.64%) | 485/1024 (47.36%) | 4.69 pp | 4.98 pp |
| 7 | 2 | 4 | 1 / positive | 141/256 (55.08%) | 131/256 (51.17%) | 0 / inverse | 134/256 (52.34%) | 529/1024 (51.66%) | 485/1024 (47.36%) | 1.17 pp | 4.98 pp |
| 7 | 4 | 8 | 1 / positive | 141/256 (55.08%) | 131/256 (51.17%) | 3 / positive | 142/256 (55.47%) | 529/1024 (51.66%) | 536/1024 (52.34%) | 4.30 pp | 3.12 pp |
| 7 | 8 | 16 | 1 / positive | 141/256 (55.08%) | 131/256 (51.17%) | 3 / positive | 142/256 (55.47%) | 529/1024 (51.66%) | 536/1024 (52.34%) | 4.30 pp | 3.12 pp |
| 7 | 16 | 32 | 12 / inverse | 148/256 (57.81%) | 131/256 (51.17%) | 3 / positive | 142/256 (55.47%) | 511/1024 (49.90%) | 536/1024 (52.34%) | 4.30 pp | 3.12 pp |
| 7 | 32 | 64 | 25 / inverse | 158/256 (61.72%) | 135/256 (52.73%) | 3 / positive | 142/256 (55.47%) | 510/1024 (49.80%) | 536/1024 (52.34%) | 2.73 pp | 3.12 pp |
| 7 | 64 | 128 | 25 / inverse | 158/256 (61.72%) | 135/256 (52.73%) | 58 / positive | 150/256 (58.59%) | 510/1024 (49.80%) | 503/1024 (49.12%) | 5.86 pp | 9.47 pp |
| 7 | 128 | 256 | 25 / inverse | 158/256 (61.72%) | 135/256 (52.73%) | 58 / positive | 150/256 (58.59%) | 510/1024 (49.80%) | 503/1024 (49.12%) | 5.86 pp | 9.47 pp |
| 7 | 256 | 512 | 25 / inverse | 158/256 (61.72%) | 135/256 (52.73%) | 239 / positive | 155/256 (60.55%) | 510/1024 (49.80%) | 521/1024 (50.88%) | 7.81 pp | 9.67 pp |
| 7 | 512 | 1,024 | 25 / inverse | 158/256 (61.72%) | 135/256 (52.73%) | 239 / positive | 155/256 (60.55%) | 510/1024 (49.80%) | 521/1024 (50.88%) | 7.81 pp | 9.67 pp |
| 7 | 1,024 | 2,048 | 25 / inverse | 158/256 (61.72%) | 135/256 (52.73%) | 239 / positive | 155/256 (60.55%) | 510/1024 (49.80%) | 521/1024 (50.88%) | 7.81 pp | 9.67 pp |
| 8 | 1 | 2 | 0 / positive | 135/256 (52.73%) | 117/256 (45.70%) | 0 / inverse | 139/256 (54.30%) | 522/1024 (50.98%) | 502/1024 (49.02%) | 8.59 pp | 5.27 pp |
| 8 | 2 | 4 | 1 / positive | 136/256 (53.12%) | 140/256 (54.69%) | 1 / positive | 140/256 (54.69%) | 493/1024 (48.14%) | 493/1024 (48.14%) | 0.00 pp | 6.54 pp |
| 8 | 4 | 8 | 1 / positive | 136/256 (53.12%) | 140/256 (54.69%) | 1 / positive | 140/256 (54.69%) | 493/1024 (48.14%) | 493/1024 (48.14%) | 0.00 pp | 6.54 pp |
| 8 | 8 | 16 | 1 / positive | 136/256 (53.12%) | 140/256 (54.69%) | 1 / positive | 140/256 (54.69%) | 493/1024 (48.14%) | 493/1024 (48.14%) | 0.00 pp | 6.54 pp |
| 8 | 16 | 32 | 9 / inverse | 138/256 (53.91%) | 136/256 (53.12%) | 12 / inverse | 158/256 (61.72%) | 517/1024 (50.49%) | 512/1024 (50.00%) | 8.59 pp | 11.72 pp |
| 8 | 32 | 64 | 29 / inverse | 147/256 (57.42%) | 134/256 (52.34%) | 12 / inverse | 158/256 (61.72%) | 510/1024 (49.80%) | 512/1024 (50.00%) | 9.38 pp | 11.72 pp |
| 8 | 64 | 128 | 48 / inverse | 151/256 (58.98%) | 133/256 (51.95%) | 12 / inverse | 158/256 (61.72%) | 534/1024 (52.15%) | 512/1024 (50.00%) | 9.77 pp | 11.72 pp |
| 8 | 128 | 256 | 48 / inverse | 151/256 (58.98%) | 133/256 (51.95%) | 12 / inverse | 158/256 (61.72%) | 534/1024 (52.15%) | 512/1024 (50.00%) | 9.77 pp | 11.72 pp |
| 8 | 256 | 512 | 48 / inverse | 151/256 (58.98%) | 133/256 (51.95%) | 12 / inverse | 158/256 (61.72%) | 534/1024 (52.15%) | 512/1024 (50.00%) | 9.77 pp | 11.72 pp |
| 8 | 512 | 1,024 | 320 / inverse | 157/256 (61.33%) | 141/256 (55.08%) | 12 / inverse | 158/256 (61.72%) | 540/1024 (52.73%) | 512/1024 (50.00%) | 6.64 pp | 11.72 pp |
| 8 | 1,024 | 2,048 | 320 / inverse | 157/256 (61.33%) | 141/256 (55.08%) | 12 / inverse | 158/256 (61.72%) | 540/1024 (52.73%) | 512/1024 (50.00%) | 6.64 pp | 11.72 pp |
| 9 | 1 | 2 | 0 / positive | 132/256 (51.56%) | 128/256 (50.00%) | 0 / positive | 128/256 (50.00%) | 492/1024 (48.05%) | 492/1024 (48.05%) | 0.00 pp | 1.95 pp |
| 9 | 2 | 4 | 1 / inverse | 133/256 (51.95%) | 122/256 (47.66%) | 1 / positive | 134/256 (52.34%) | 500/1024 (48.83%) | 524/1024 (51.17%) | 4.69 pp | 1.17 pp |
| 9 | 4 | 8 | 3 / inverse | 140/256 (54.69%) | 128/256 (50.00%) | 1 / positive | 134/256 (52.34%) | 508/1024 (49.61%) | 524/1024 (51.17%) | 2.34 pp | 1.17 pp |
| 9 | 8 | 16 | 3 / inverse | 140/256 (54.69%) | 128/256 (50.00%) | 5 / positive | 139/256 (54.30%) | 508/1024 (49.61%) | 522/1024 (50.98%) | 4.30 pp | 3.32 pp |
| 9 | 16 | 32 | 11 / inverse | 144/256 (56.25%) | 122/256 (47.66%) | 12 / inverse | 144/256 (56.25%) | 510/1024 (49.80%) | 502/1024 (49.02%) | 8.59 pp | 7.23 pp |
| 9 | 32 | 64 | 17 / positive | 147/256 (57.42%) | 131/256 (51.17%) | 31 / inverse | 145/256 (56.64%) | 479/1024 (46.78%) | 505/1024 (49.32%) | 5.47 pp | 7.32 pp |
| 9 | 64 | 128 | 17 / positive | 147/256 (57.42%) | 131/256 (51.17%) | 63 / inverse | 149/256 (58.20%) | 479/1024 (46.78%) | 529/1024 (51.66%) | 7.03 pp | 6.54 pp |
| 9 | 128 | 256 | 84 / positive | 157/256 (61.33%) | 131/256 (51.17%) | 63 / inverse | 149/256 (58.20%) | 539/1024 (52.64%) | 529/1024 (51.66%) | 7.03 pp | 6.54 pp |
| 9 | 256 | 512 | 84 / positive | 157/256 (61.33%) | 131/256 (51.17%) | 129 / positive | 156/256 (60.94%) | 539/1024 (52.64%) | 527/1024 (51.46%) | 9.77 pp | 9.47 pp |
| 9 | 512 | 1,024 | 84 / positive | 157/256 (61.33%) | 131/256 (51.17%) | 129 / positive | 156/256 (60.94%) | 539/1024 (52.64%) | 527/1024 (51.46%) | 9.77 pp | 9.47 pp |
| 9 | 1,024 | 2,048 | 84 / positive | 157/256 (61.33%) | 131/256 (51.17%) | 129 / positive | 156/256 (60.94%) | 539/1024 (52.64%) | 527/1024 (51.46%) | 9.77 pp | 9.47 pp |
| 10 | 1 | 2 | 0 / inverse | 134/256 (52.34%) | 124/256 (48.44%) | 0 / positive | 132/256 (51.56%) | 509/1024 (49.71%) | 515/1024 (50.29%) | 3.12 pp | 1.27 pp |
| 10 | 2 | 4 | 0 / inverse | 134/256 (52.34%) | 124/256 (48.44%) | 1 / inverse | 133/256 (51.95%) | 509/1024 (49.71%) | 490/1024 (47.85%) | 3.52 pp | 4.10 pp |
| 10 | 4 | 8 | 3 / inverse | 144/256 (56.25%) | 132/256 (51.56%) | 2 / inverse | 150/256 (58.59%) | 506/1024 (49.41%) | 484/1024 (47.27%) | 7.03 pp | 11.33 pp |
| 10 | 8 | 16 | 3 / inverse | 144/256 (56.25%) | 132/256 (51.56%) | 2 / inverse | 150/256 (58.59%) | 506/1024 (49.41%) | 484/1024 (47.27%) | 7.03 pp | 11.33 pp |
| 10 | 16 | 32 | 3 / inverse | 144/256 (56.25%) | 132/256 (51.56%) | 2 / inverse | 150/256 (58.59%) | 506/1024 (49.41%) | 484/1024 (47.27%) | 7.03 pp | 11.33 pp |
| 10 | 32 | 64 | 3 / inverse | 144/256 (56.25%) | 132/256 (51.56%) | 17 / positive | 152/256 (59.38%) | 506/1024 (49.41%) | 516/1024 (50.39%) | 7.81 pp | 8.98 pp |
| 10 | 64 | 128 | 56 / inverse | 146/256 (57.03%) | 132/256 (51.56%) | 17 / positive | 152/256 (59.38%) | 495/1024 (48.34%) | 516/1024 (50.39%) | 7.81 pp | 8.98 pp |
| 10 | 128 | 256 | 90 / positive | 148/256 (57.81%) | 124/256 (48.44%) | 121 / inverse | 156/256 (60.94%) | 493/1024 (48.14%) | 544/1024 (53.12%) | 12.50 pp | 7.81 pp |
| 10 | 256 | 512 | 182 / positive | 154/256 (60.16%) | 134/256 (52.34%) | 121 / inverse | 156/256 (60.94%) | 489/1024 (47.75%) | 544/1024 (53.12%) | 8.59 pp | 7.81 pp |
| 10 | 512 | 1,024 | 416 / inverse | 164/256 (64.06%) | 129/256 (50.39%) | 121 / inverse | 156/256 (60.94%) | 521/1024 (50.88%) | 544/1024 (53.12%) | 10.55 pp | 7.81 pp |
| 10 | 1,024 | 2,048 | 416 / inverse | 164/256 (64.06%) | 129/256 (50.39%) | 121 / inverse | 156/256 (60.94%) | 521/1024 (50.88%) | 544/1024 (53.12%) | 10.55 pp | 7.81 pp |
| 11 | 1 | 2 | 0 / positive | 129/256 (50.39%) | 125/256 (48.83%) | 0 / inverse | 131/256 (51.17%) | 497/1024 (48.54%) | 527/1024 (51.46%) | 2.34 pp | -0.29 pp |
| 11 | 2 | 4 | 1 / inverse | 136/256 (53.12%) | 120/256 (46.88%) | 1 / positive | 136/256 (53.12%) | 542/1024 (52.93%) | 482/1024 (47.07%) | 6.25 pp | 6.05 pp |
| 11 | 4 | 8 | 3 / inverse | 139/256 (54.30%) | 133/256 (51.95%) | 2 / positive | 137/256 (53.52%) | 543/1024 (53.03%) | 507/1024 (49.51%) | 1.56 pp | 4.00 pp |
| 11 | 8 | 16 | 3 / inverse | 139/256 (54.30%) | 133/256 (51.95%) | 7 / positive | 138/256 (53.91%) | 543/1024 (53.03%) | 511/1024 (49.90%) | 1.95 pp | 4.00 pp |
| 11 | 16 | 32 | 13 / positive | 141/256 (55.08%) | 126/256 (49.22%) | 8 / positive | 140/256 (54.69%) | 518/1024 (50.59%) | 524/1024 (51.17%) | 5.47 pp | 3.52 pp |
| 11 | 32 | 64 | 13 / positive | 141/256 (55.08%) | 126/256 (49.22%) | 20 / positive | 144/256 (56.25%) | 518/1024 (50.59%) | 493/1024 (48.14%) | 7.03 pp | 8.11 pp |
| 11 | 64 | 128 | 51 / positive | 143/256 (55.86%) | 122/256 (47.66%) | 37 / inverse | 145/256 (56.64%) | 507/1024 (49.51%) | 506/1024 (49.41%) | 8.98 pp | 7.23 pp |
| 11 | 128 | 256 | 112 / positive | 149/256 (58.20%) | 129/256 (50.39%) | 85 / positive | 146/256 (57.03%) | 501/1024 (48.93%) | 507/1024 (49.51%) | 6.64 pp | 7.52 pp |
| 11 | 256 | 512 | 249 / inverse | 155/256 (60.55%) | 134/256 (52.34%) | 244 / inverse | 150/256 (58.59%) | 515/1024 (50.29%) | 528/1024 (51.56%) | 6.25 pp | 7.03 pp |
| 11 | 512 | 1,024 | 398 / positive | 159/256 (62.11%) | 133/256 (51.95%) | 275 / inverse | 152/256 (59.38%) | 539/1024 (52.64%) | 519/1024 (50.68%) | 7.42 pp | 8.69 pp |
| 11 | 1,024 | 2,048 | 585 / positive | 162/256 (63.28%) | 136/256 (53.12%) | 275 / inverse | 152/256 (59.38%) | 530/1024 (51.76%) | 519/1024 (50.68%) | 6.25 pp | 8.69 pp |
| 12 | 1 | 2 | 0 / positive | 134/256 (52.34%) | 127/256 (49.61%) | 0 / inverse | 129/256 (50.39%) | 497/1024 (48.54%) | 527/1024 (51.46%) | 0.78 pp | -1.07 pp |
| 12 | 2 | 4 | 1 / positive | 139/256 (54.30%) | 136/256 (53.12%) | 1 / positive | 136/256 (53.12%) | 513/1024 (50.10%) | 513/1024 (50.10%) | 0.00 pp | 3.03 pp |
| 12 | 4 | 8 | 3 / inverse | 143/256 (55.86%) | 134/256 (52.34%) | 1 / positive | 136/256 (53.12%) | 518/1024 (50.59%) | 513/1024 (50.10%) | 0.78 pp | 3.03 pp |
| 12 | 8 | 16 | 3 / inverse | 143/256 (55.86%) | 134/256 (52.34%) | 7 / inverse | 140/256 (54.69%) | 518/1024 (50.59%) | 516/1024 (50.39%) | 2.34 pp | 4.30 pp |
| 12 | 16 | 32 | 3 / inverse | 143/256 (55.86%) | 134/256 (52.34%) | 9 / inverse | 145/256 (56.64%) | 518/1024 (50.59%) | 513/1024 (50.10%) | 4.30 pp | 6.54 pp |
| 12 | 32 | 64 | 30 / inverse | 149/256 (58.20%) | 127/256 (49.61%) | 9 / inverse | 145/256 (56.64%) | 514/1024 (50.20%) | 513/1024 (50.10%) | 7.03 pp | 6.54 pp |
| 12 | 64 | 128 | 30 / inverse | 149/256 (58.20%) | 127/256 (49.61%) | 9 / inverse | 145/256 (56.64%) | 514/1024 (50.20%) | 513/1024 (50.10%) | 7.03 pp | 6.54 pp |
| 12 | 128 | 256 | 112 / inverse | 150/256 (58.59%) | 128/256 (50.00%) | 115 / positive | 150/256 (58.59%) | 516/1024 (50.39%) | 520/1024 (50.78%) | 8.59 pp | 7.81 pp |
| 12 | 256 | 512 | 250 / positive | 151/256 (58.98%) | 127/256 (49.61%) | 115 / positive | 150/256 (58.59%) | 515/1024 (50.29%) | 520/1024 (50.78%) | 8.98 pp | 7.81 pp |
| 12 | 512 | 1,024 | 369 / positive | 156/256 (60.94%) | 133/256 (51.95%) | 115 / positive | 150/256 (58.59%) | 479/1024 (46.78%) | 520/1024 (50.78%) | 6.64 pp | 7.81 pp |
| 12 | 1,024 | 2,048 | 369 / positive | 156/256 (60.94%) | 133/256 (51.95%) | 847 / positive | 154/256 (60.16%) | 479/1024 (46.78%) | 535/1024 (52.25%) | 8.20 pp | 7.91 pp |
| 13 | 1 | 2 | 0 / inverse | 134/256 (52.34%) | 134/256 (52.34%) | 0 / inverse | 134/256 (52.34%) | 520/1024 (50.78%) | 520/1024 (50.78%) | 0.00 pp | 1.56 pp |
| 13 | 2 | 4 | 0 / inverse | 134/256 (52.34%) | 134/256 (52.34%) | 1 / positive | 135/256 (52.73%) | 520/1024 (50.78%) | 499/1024 (48.73%) | 0.39 pp | 4.00 pp |
| 13 | 4 | 8 | 0 / inverse | 134/256 (52.34%) | 134/256 (52.34%) | 1 / positive | 135/256 (52.73%) | 520/1024 (50.78%) | 499/1024 (48.73%) | 0.39 pp | 4.00 pp |
| 13 | 8 | 16 | 0 / inverse | 134/256 (52.34%) | 134/256 (52.34%) | 4 / positive | 136/256 (53.12%) | 520/1024 (50.78%) | 509/1024 (49.71%) | 0.78 pp | 3.42 pp |
| 13 | 16 | 32 | 8 / inverse | 141/256 (55.08%) | 143/256 (55.86%) | 10 / positive | 147/256 (57.42%) | 529/1024 (51.66%) | 501/1024 (48.93%) | 1.56 pp | 8.50 pp |
| 13 | 32 | 64 | 25 / inverse | 142/256 (55.47%) | 121/256 (47.27%) | 10 / positive | 147/256 (57.42%) | 516/1024 (50.39%) | 501/1024 (48.93%) | 10.16 pp | 8.50 pp |
| 13 | 64 | 128 | 53 / inverse | 146/256 (57.03%) | 129/256 (50.39%) | 59 / positive | 151/256 (58.98%) | 495/1024 (48.34%) | 509/1024 (49.71%) | 8.59 pp | 9.28 pp |
| 13 | 128 | 256 | 96 / positive | 149/256 (58.20%) | 130/256 (50.78%) | 59 / positive | 151/256 (58.98%) | 530/1024 (51.76%) | 509/1024 (49.71%) | 8.20 pp | 9.28 pp |
| 13 | 256 | 512 | 96 / positive | 149/256 (58.20%) | 130/256 (50.78%) | 59 / positive | 151/256 (58.98%) | 530/1024 (51.76%) | 509/1024 (49.71%) | 8.20 pp | 9.28 pp |
| 13 | 512 | 1,024 | 96 / positive | 149/256 (58.20%) | 130/256 (50.78%) | 345 / inverse | 158/256 (61.72%) | 530/1024 (51.76%) | 499/1024 (48.73%) | 10.94 pp | 12.99 pp |
| 13 | 1,024 | 2,048 | 797 / inverse | 154/256 (60.16%) | 116/256 (45.31%) | 345 / inverse | 158/256 (61.72%) | 520/1024 (50.78%) | 499/1024 (48.73%) | 16.41 pp | 12.99 pp |
| 14 | 1 | 2 | 0 / inverse | 129/256 (50.39%) | 146/256 (57.03%) | 0 / inverse | 146/256 (57.03%) | 519/1024 (50.68%) | 519/1024 (50.68%) | 0.00 pp | 6.35 pp |
| 14 | 2 | 4 | 1 / positive | 133/256 (51.95%) | 128/256 (50.00%) | 0 / inverse | 146/256 (57.03%) | 547/1024 (53.42%) | 519/1024 (50.68%) | 7.03 pp | 6.35 pp |
| 14 | 4 | 8 | 3 / positive | 148/256 (57.81%) | 139/256 (54.30%) | 0 / inverse | 146/256 (57.03%) | 511/1024 (49.90%) | 519/1024 (50.68%) | 2.73 pp | 6.35 pp |
| 14 | 8 | 16 | 3 / positive | 148/256 (57.81%) | 139/256 (54.30%) | 0 / inverse | 146/256 (57.03%) | 511/1024 (49.90%) | 519/1024 (50.68%) | 2.73 pp | 6.35 pp |
| 14 | 16 | 32 | 3 / positive | 148/256 (57.81%) | 139/256 (54.30%) | 0 / inverse | 146/256 (57.03%) | 511/1024 (49.90%) | 519/1024 (50.68%) | 2.73 pp | 6.35 pp |
| 14 | 32 | 64 | 3 / positive | 148/256 (57.81%) | 139/256 (54.30%) | 0 / inverse | 146/256 (57.03%) | 511/1024 (49.90%) | 519/1024 (50.68%) | 2.73 pp | 6.35 pp |
| 14 | 64 | 128 | 3 / positive | 148/256 (57.81%) | 139/256 (54.30%) | 0 / inverse | 146/256 (57.03%) | 511/1024 (49.90%) | 519/1024 (50.68%) | 2.73 pp | 6.35 pp |
| 14 | 128 | 256 | 72 / inverse | 152/256 (59.38%) | 133/256 (51.95%) | 67 / inverse | 156/256 (60.94%) | 532/1024 (51.95%) | 528/1024 (51.56%) | 8.98 pp | 9.38 pp |
| 14 | 256 | 512 | 72 / inverse | 152/256 (59.38%) | 133/256 (51.95%) | 67 / inverse | 156/256 (60.94%) | 532/1024 (51.95%) | 528/1024 (51.56%) | 8.98 pp | 9.38 pp |
| 14 | 512 | 1,024 | 416 / positive | 153/256 (59.77%) | 122/256 (47.66%) | 67 / inverse | 156/256 (60.94%) | 497/1024 (48.54%) | 528/1024 (51.56%) | 13.28 pp | 9.38 pp |
| 14 | 1,024 | 2,048 | 601 / inverse | 155/256 (60.55%) | 132/256 (51.56%) | 67 / inverse | 156/256 (60.94%) | 480/1024 (46.88%) | 528/1024 (51.56%) | 9.38 pp | 9.38 pp |
| 15 | 1 | 2 | 0 / inverse | 134/256 (52.34%) | 132/256 (51.56%) | 0 / inverse | 132/256 (51.56%) | 530/1024 (51.76%) | 530/1024 (51.76%) | 0.00 pp | -0.20 pp |
| 15 | 2 | 4 | 1 / positive | 136/256 (53.12%) | 133/256 (51.95%) | 1 / positive | 133/256 (51.95%) | 516/1024 (50.39%) | 516/1024 (50.39%) | 0.00 pp | 1.56 pp |
| 15 | 4 | 8 | 1 / positive | 136/256 (53.12%) | 133/256 (51.95%) | 3 / inverse | 140/256 (54.69%) | 516/1024 (50.39%) | 507/1024 (49.51%) | 2.73 pp | 5.18 pp |
| 15 | 8 | 16 | 7 / positive | 142/256 (55.47%) | 126/256 (49.22%) | 4 / inverse | 141/256 (55.08%) | 512/1024 (50.00%) | 518/1024 (50.59%) | 5.86 pp | 4.49 pp |
| 15 | 16 | 32 | 7 / positive | 142/256 (55.47%) | 126/256 (49.22%) | 9 / positive | 145/256 (56.64%) | 512/1024 (50.00%) | 485/1024 (47.36%) | 7.42 pp | 9.28 pp |
| 15 | 32 | 64 | 21 / positive | 143/256 (55.86%) | 115/256 (44.92%) | 9 / positive | 145/256 (56.64%) | 502/1024 (49.02%) | 485/1024 (47.36%) | 11.72 pp | 9.28 pp |
| 15 | 64 | 128 | 21 / positive | 143/256 (55.86%) | 115/256 (44.92%) | 9 / positive | 145/256 (56.64%) | 502/1024 (49.02%) | 485/1024 (47.36%) | 11.72 pp | 9.28 pp |
| 15 | 128 | 256 | 64 / positive | 147/256 (57.42%) | 130/256 (50.78%) | 89 / positive | 149/256 (58.20%) | 524/1024 (51.17%) | 511/1024 (49.90%) | 7.42 pp | 8.30 pp |
| 15 | 256 | 512 | 164 / positive | 151/256 (58.98%) | 129/256 (50.39%) | 130 / inverse | 150/256 (58.59%) | 499/1024 (48.73%) | 514/1024 (50.20%) | 8.20 pp | 8.40 pp |
| 15 | 512 | 1,024 | 164 / positive | 151/256 (58.98%) | 129/256 (50.39%) | 507 / positive | 152/256 (59.38%) | 499/1024 (48.73%) | 516/1024 (50.39%) | 8.98 pp | 8.98 pp |
| 15 | 1,024 | 2,048 | 806 / positive | 158/256 (61.72%) | 134/256 (52.34%) | 995 / positive | 155/256 (60.55%) | 542/1024 (52.93%) | 502/1024 (49.02%) | 8.20 pp | 11.52 pp |
| 16 | 1 | 2 | 0 / positive | 135/256 (52.73%) | 113/256 (44.14%) | 0 / inverse | 143/256 (55.86%) | 509/1024 (49.71%) | 515/1024 (50.29%) | 11.72 pp | 5.57 pp |
| 16 | 2 | 4 | 1 / positive | 137/256 (53.52%) | 137/256 (53.52%) | 0 / inverse | 143/256 (55.86%) | 500/1024 (48.83%) | 515/1024 (50.29%) | 2.34 pp | 5.57 pp |
| 16 | 4 | 8 | 1 / positive | 137/256 (53.52%) | 137/256 (53.52%) | 3 / inverse | 148/256 (57.81%) | 500/1024 (48.83%) | 541/1024 (52.83%) | 4.30 pp | 4.98 pp |
| 16 | 8 | 16 | 1 / positive | 137/256 (53.52%) | 137/256 (53.52%) | 3 / inverse | 148/256 (57.81%) | 500/1024 (48.83%) | 541/1024 (52.83%) | 4.30 pp | 4.98 pp |
| 16 | 16 | 32 | 15 / inverse | 142/256 (55.47%) | 141/256 (55.08%) | 3 / inverse | 148/256 (57.81%) | 525/1024 (51.27%) | 541/1024 (52.83%) | 2.73 pp | 4.98 pp |
| 16 | 32 | 64 | 18 / positive | 152/256 (59.38%) | 122/256 (47.66%) | 25 / positive | 151/256 (58.98%) | 526/1024 (51.37%) | 505/1024 (49.32%) | 11.33 pp | 9.67 pp |
| 16 | 64 | 128 | 18 / positive | 152/256 (59.38%) | 122/256 (47.66%) | 25 / positive | 151/256 (58.98%) | 526/1024 (51.37%) | 505/1024 (49.32%) | 11.33 pp | 9.67 pp |
| 16 | 128 | 256 | 18 / positive | 152/256 (59.38%) | 122/256 (47.66%) | 25 / positive | 151/256 (58.98%) | 526/1024 (51.37%) | 505/1024 (49.32%) | 11.33 pp | 9.67 pp |
| 16 | 256 | 512 | 18 / positive | 152/256 (59.38%) | 122/256 (47.66%) | 25 / positive | 151/256 (58.98%) | 526/1024 (51.37%) | 505/1024 (49.32%) | 11.33 pp | 9.67 pp |
| 16 | 512 | 1,024 | 18 / positive | 152/256 (59.38%) | 122/256 (47.66%) | 509 / inverse | 154/256 (60.16%) | 526/1024 (51.37%) | 515/1024 (50.29%) | 12.50 pp | 9.86 pp |
| 16 | 1,024 | 2,048 | 18 / positive | 152/256 (59.38%) | 122/256 (47.66%) | 879 / inverse | 155/256 (60.55%) | 526/1024 (51.37%) | 527/1024 (51.46%) | 12.89 pp | 9.08 pp |
| 17 | 1 | 2 | 0 / positive | 128/256 (50.00%) | 129/256 (50.39%) | 0 / positive | 129/256 (50.39%) | 520/1024 (50.78%) | 520/1024 (50.78%) | 0.00 pp | -0.39 pp |
| 17 | 2 | 4 | 1 / inverse | 141/256 (55.08%) | 130/256 (50.78%) | 1 / inverse | 130/256 (50.78%) | 517/1024 (50.49%) | 517/1024 (50.49%) | 0.00 pp | 0.29 pp |
| 17 | 4 | 8 | 2 / positive | 142/256 (55.47%) | 134/256 (52.34%) | 2 / positive | 134/256 (52.34%) | 526/1024 (51.37%) | 526/1024 (51.37%) | 0.00 pp | 0.98 pp |
| 17 | 8 | 16 | 2 / positive | 142/256 (55.47%) | 134/256 (52.34%) | 6 / inverse | 140/256 (54.69%) | 526/1024 (51.37%) | 475/1024 (46.39%) | 2.34 pp | 8.30 pp |
| 17 | 16 | 32 | 2 / positive | 142/256 (55.47%) | 134/256 (52.34%) | 6 / inverse | 140/256 (54.69%) | 526/1024 (51.37%) | 475/1024 (46.39%) | 2.34 pp | 8.30 pp |
| 17 | 32 | 64 | 22 / positive | 143/256 (55.86%) | 139/256 (54.30%) | 19 / inverse | 144/256 (56.25%) | 492/1024 (48.05%) | 490/1024 (47.85%) | 1.95 pp | 8.40 pp |
| 17 | 64 | 128 | 52 / inverse | 150/256 (58.59%) | 117/256 (45.70%) | 58 / positive | 146/256 (57.03%) | 508/1024 (49.61%) | 518/1024 (50.59%) | 11.33 pp | 6.45 pp |
| 17 | 128 | 256 | 52 / inverse | 150/256 (58.59%) | 117/256 (45.70%) | 121 / positive | 149/256 (58.20%) | 508/1024 (49.61%) | 490/1024 (47.85%) | 12.50 pp | 10.35 pp |
| 17 | 256 | 512 | 194 / inverse | 155/256 (60.55%) | 133/256 (51.95%) | 216 / positive | 153/256 (59.77%) | 488/1024 (47.66%) | 534/1024 (52.15%) | 7.81 pp | 7.62 pp |
| 17 | 512 | 1,024 | 194 / inverse | 155/256 (60.55%) | 133/256 (51.95%) | 216 / positive | 153/256 (59.77%) | 488/1024 (47.66%) | 534/1024 (52.15%) | 7.81 pp | 7.62 pp |
| 17 | 1,024 | 2,048 | 749 / positive | 156/256 (60.94%) | 116/256 (45.31%) | 520 / inverse | 156/256 (60.94%) | 505/1024 (49.32%) | 508/1024 (49.61%) | 15.62 pp | 11.33 pp |
| 18 | 1 | 2 | 0 / inverse | 132/256 (51.56%) | 122/256 (47.66%) | 0 / positive | 134/256 (52.34%) | 528/1024 (51.56%) | 496/1024 (48.44%) | 4.69 pp | 3.91 pp |
| 18 | 2 | 4 | 0 / inverse | 132/256 (51.56%) | 122/256 (47.66%) | 1 / inverse | 137/256 (53.52%) | 528/1024 (51.56%) | 504/1024 (49.22%) | 5.86 pp | 4.30 pp |
| 18 | 4 | 8 | 3 / inverse | 145/256 (56.64%) | 121/256 (47.27%) | 1 / inverse | 137/256 (53.52%) | 509/1024 (49.71%) | 504/1024 (49.22%) | 6.25 pp | 4.30 pp |
| 18 | 8 | 16 | 3 / inverse | 145/256 (56.64%) | 121/256 (47.27%) | 6 / positive | 140/256 (54.69%) | 509/1024 (49.71%) | 534/1024 (52.15%) | 7.42 pp | 2.54 pp |
| 18 | 16 | 32 | 3 / inverse | 145/256 (56.64%) | 121/256 (47.27%) | 8 / inverse | 144/256 (56.25%) | 509/1024 (49.71%) | 482/1024 (47.07%) | 8.98 pp | 9.18 pp |
| 18 | 32 | 64 | 3 / inverse | 145/256 (56.64%) | 121/256 (47.27%) | 8 / inverse | 144/256 (56.25%) | 509/1024 (49.71%) | 482/1024 (47.07%) | 8.98 pp | 9.18 pp |
| 18 | 64 | 128 | 3 / inverse | 145/256 (56.64%) | 121/256 (47.27%) | 8 / inverse | 144/256 (56.25%) | 509/1024 (49.71%) | 482/1024 (47.07%) | 8.98 pp | 9.18 pp |
| 18 | 128 | 256 | 3 / inverse | 145/256 (56.64%) | 121/256 (47.27%) | 83 / positive | 155/256 (60.55%) | 509/1024 (49.71%) | 504/1024 (49.22%) | 13.28 pp | 11.33 pp |
| 18 | 256 | 512 | 197 / inverse | 149/256 (58.20%) | 134/256 (52.34%) | 83 / positive | 155/256 (60.55%) | 505/1024 (49.32%) | 504/1024 (49.22%) | 8.20 pp | 11.33 pp |
| 18 | 512 | 1,024 | 489 / inverse | 158/256 (61.72%) | 128/256 (50.00%) | 406 / positive | 157/256 (61.33%) | 509/1024 (49.71%) | 515/1024 (50.29%) | 11.33 pp | 11.04 pp |
| 18 | 1,024 | 2,048 | 489 / inverse | 158/256 (61.72%) | 128/256 (50.00%) | 406 / positive | 157/256 (61.33%) | 509/1024 (49.71%) | 515/1024 (50.29%) | 11.33 pp | 11.04 pp |
| 19 | 1 | 2 | 0 / inverse | 130/256 (50.78%) | 122/256 (47.66%) | 0 / positive | 134/256 (52.34%) | 492/1024 (48.05%) | 532/1024 (51.95%) | 4.69 pp | 0.39 pp |
| 19 | 2 | 4 | 0 / inverse | 130/256 (50.78%) | 122/256 (47.66%) | 0 / positive | 134/256 (52.34%) | 492/1024 (48.05%) | 532/1024 (51.95%) | 4.69 pp | 0.39 pp |
| 19 | 4 | 8 | 3 / inverse | 141/256 (55.08%) | 136/256 (53.12%) | 3 / inverse | 136/256 (53.12%) | 505/1024 (49.32%) | 505/1024 (49.32%) | 0.00 pp | 3.81 pp |
| 19 | 8 | 16 | 6 / positive | 146/256 (57.03%) | 118/256 (46.09%) | 6 / inverse | 138/256 (53.91%) | 492/1024 (48.05%) | 532/1024 (51.95%) | 7.81 pp | 1.95 pp |
| 19 | 16 | 32 | 10 / inverse | 150/256 (58.59%) | 142/256 (55.47%) | 10 / inverse | 142/256 (55.47%) | 511/1024 (49.90%) | 511/1024 (49.90%) | 0.00 pp | 5.57 pp |
| 19 | 32 | 64 | 10 / inverse | 150/256 (58.59%) | 142/256 (55.47%) | 25 / positive | 144/256 (56.25%) | 511/1024 (49.90%) | 530/1024 (51.76%) | 0.78 pp | 4.49 pp |
| 19 | 64 | 128 | 10 / inverse | 150/256 (58.59%) | 142/256 (55.47%) | 49 / positive | 147/256 (57.42%) | 511/1024 (49.90%) | 508/1024 (49.61%) | 1.95 pp | 7.81 pp |
| 19 | 128 | 256 | 80 / positive | 152/256 (59.38%) | 126/256 (49.22%) | 104 / inverse | 149/256 (58.20%) | 530/1024 (51.76%) | 515/1024 (50.29%) | 8.98 pp | 7.91 pp |
| 19 | 256 | 512 | 80 / positive | 152/256 (59.38%) | 126/256 (49.22%) | 190 / positive | 164/256 (64.06%) | 530/1024 (51.76%) | 515/1024 (50.29%) | 14.84 pp | 13.77 pp |
| 19 | 512 | 1,024 | 80 / positive | 152/256 (59.38%) | 126/256 (49.22%) | 190 / positive | 164/256 (64.06%) | 530/1024 (51.76%) | 515/1024 (50.29%) | 14.84 pp | 13.77 pp |
| 19 | 1,024 | 2,048 | 705 / inverse | 158/256 (61.72%) | 143/256 (55.86%) | 190 / positive | 164/256 (64.06%) | 509/1024 (49.71%) | 515/1024 (50.29%) | 8.20 pp | 13.77 pp |
| 20 | 1 | 2 | 0 / positive | 129/256 (50.39%) | 121/256 (47.27%) | 0 / inverse | 135/256 (52.73%) | 531/1024 (51.86%) | 493/1024 (48.14%) | 5.47 pp | 4.59 pp |
| 20 | 2 | 4 | 1 / positive | 133/256 (51.95%) | 135/256 (52.73%) | 0 / inverse | 135/256 (52.73%) | 519/1024 (50.68%) | 493/1024 (48.14%) | 0.00 pp | 4.59 pp |
| 20 | 4 | 8 | 1 / positive | 133/256 (51.95%) | 135/256 (52.73%) | 0 / inverse | 135/256 (52.73%) | 519/1024 (50.68%) | 493/1024 (48.14%) | 0.00 pp | 4.59 pp |
| 20 | 8 | 16 | 6 / positive | 136/256 (53.12%) | 115/256 (44.92%) | 6 / inverse | 141/256 (55.08%) | 523/1024 (51.07%) | 501/1024 (48.93%) | 10.16 pp | 6.15 pp |
| 20 | 16 | 32 | 14 / positive | 145/256 (56.64%) | 126/256 (49.22%) | 15 / inverse | 143/256 (55.86%) | 518/1024 (50.59%) | 517/1024 (50.49%) | 6.64 pp | 5.37 pp |
| 20 | 32 | 64 | 14 / positive | 145/256 (56.64%) | 126/256 (49.22%) | 15 / inverse | 143/256 (55.86%) | 518/1024 (50.59%) | 517/1024 (50.49%) | 6.64 pp | 5.37 pp |
| 20 | 64 | 128 | 14 / positive | 145/256 (56.64%) | 126/256 (49.22%) | 34 / inverse | 145/256 (56.64%) | 518/1024 (50.59%) | 533/1024 (52.05%) | 7.42 pp | 4.59 pp |
| 20 | 128 | 256 | 14 / positive | 145/256 (56.64%) | 126/256 (49.22%) | 65 / positive | 149/256 (58.20%) | 518/1024 (50.59%) | 513/1024 (50.10%) | 8.98 pp | 8.11 pp |
| 20 | 256 | 512 | 152 / positive | 150/256 (58.59%) | 123/256 (48.05%) | 176 / inverse | 150/256 (58.59%) | 515/1024 (50.29%) | 517/1024 (50.49%) | 10.55 pp | 8.11 pp |
| 20 | 512 | 1,024 | 152 / positive | 150/256 (58.59%) | 123/256 (48.05%) | 388 / inverse | 154/256 (60.16%) | 515/1024 (50.29%) | 514/1024 (50.20%) | 12.11 pp | 9.96 pp |
| 20 | 1,024 | 2,048 | 992 / inverse | 152/256 (59.38%) | 115/256 (44.92%) | 388 / inverse | 154/256 (60.16%) | 505/1024 (49.32%) | 514/1024 (50.20%) | 15.23 pp | 9.96 pp |
| 21 | 1 | 2 | 0 / positive | 129/256 (50.39%) | 132/256 (51.56%) | 0 / positive | 132/256 (51.56%) | 542/1024 (52.93%) | 542/1024 (52.93%) | 0.00 pp | -1.37 pp |
| 21 | 2 | 4 | 1 / positive | 130/256 (50.78%) | 147/256 (57.42%) | 1 / positive | 147/256 (57.42%) | 498/1024 (48.63%) | 498/1024 (48.63%) | 0.00 pp | 8.79 pp |
| 21 | 4 | 8 | 2 / inverse | 142/256 (55.47%) | 139/256 (54.30%) | 1 / positive | 147/256 (57.42%) | 517/1024 (50.49%) | 498/1024 (48.63%) | 3.12 pp | 8.79 pp |
| 21 | 8 | 16 | 5 / positive | 146/256 (57.03%) | 138/256 (53.91%) | 1 / positive | 147/256 (57.42%) | 511/1024 (49.90%) | 498/1024 (48.63%) | 3.52 pp | 8.79 pp |
| 21 | 16 | 32 | 5 / positive | 146/256 (57.03%) | 138/256 (53.91%) | 1 / positive | 147/256 (57.42%) | 511/1024 (49.90%) | 498/1024 (48.63%) | 3.52 pp | 8.79 pp |
| 21 | 32 | 64 | 29 / inverse | 151/256 (58.98%) | 136/256 (53.12%) | 1 / positive | 147/256 (57.42%) | 507/1024 (49.51%) | 498/1024 (48.63%) | 4.30 pp | 8.79 pp |
| 21 | 64 | 128 | 29 / inverse | 151/256 (58.98%) | 136/256 (53.12%) | 1 / positive | 147/256 (57.42%) | 507/1024 (49.51%) | 498/1024 (48.63%) | 4.30 pp | 8.79 pp |
| 21 | 128 | 256 | 29 / inverse | 151/256 (58.98%) | 136/256 (53.12%) | 98 / positive | 148/256 (57.81%) | 507/1024 (49.51%) | 498/1024 (48.63%) | 4.69 pp | 9.18 pp |
| 21 | 256 | 512 | 29 / inverse | 151/256 (58.98%) | 136/256 (53.12%) | 181 / inverse | 154/256 (60.16%) | 507/1024 (49.51%) | 505/1024 (49.32%) | 7.03 pp | 10.84 pp |
| 21 | 512 | 1,024 | 29 / inverse | 151/256 (58.98%) | 136/256 (53.12%) | 181 / inverse | 154/256 (60.16%) | 507/1024 (49.51%) | 505/1024 (49.32%) | 7.03 pp | 10.84 pp |
| 21 | 1,024 | 2,048 | 29 / inverse | 151/256 (58.98%) | 136/256 (53.12%) | 181 / inverse | 154/256 (60.16%) | 507/1024 (49.51%) | 505/1024 (49.32%) | 7.03 pp | 10.84 pp |
| 22 | 1 | 2 | 0 / positive | 134/256 (52.34%) | 121/256 (47.27%) | 0 / inverse | 135/256 (52.73%) | 520/1024 (50.78%) | 504/1024 (49.22%) | 5.47 pp | 3.52 pp |
| 22 | 2 | 4 | 0 / positive | 134/256 (52.34%) | 121/256 (47.27%) | 0 / inverse | 135/256 (52.73%) | 520/1024 (50.78%) | 504/1024 (49.22%) | 5.47 pp | 3.52 pp |
| 22 | 4 | 8 | 2 / inverse | 138/256 (53.91%) | 133/256 (51.95%) | 0 / inverse | 135/256 (52.73%) | 497/1024 (48.54%) | 504/1024 (49.22%) | 0.78 pp | 3.52 pp |
| 22 | 8 | 16 | 4 / inverse | 144/256 (56.25%) | 131/256 (51.17%) | 5 / positive | 138/256 (53.91%) | 515/1024 (50.29%) | 504/1024 (49.22%) | 2.73 pp | 4.69 pp |
| 22 | 16 | 32 | 12 / positive | 147/256 (57.42%) | 125/256 (48.83%) | 14 / positive | 140/256 (54.69%) | 519/1024 (50.68%) | 522/1024 (50.98%) | 5.86 pp | 3.71 pp |
| 22 | 32 | 64 | 12 / positive | 147/256 (57.42%) | 125/256 (48.83%) | 28 / inverse | 144/256 (56.25%) | 519/1024 (50.68%) | 528/1024 (51.56%) | 7.42 pp | 4.69 pp |
| 22 | 64 | 128 | 12 / positive | 147/256 (57.42%) | 125/256 (48.83%) | 40 / positive | 146/256 (57.03%) | 519/1024 (50.68%) | 513/1024 (50.10%) | 8.20 pp | 6.93 pp |
| 22 | 128 | 256 | 12 / positive | 147/256 (57.42%) | 125/256 (48.83%) | 92 / inverse | 155/256 (60.55%) | 519/1024 (50.68%) | 513/1024 (50.10%) | 11.72 pp | 10.45 pp |
| 22 | 256 | 512 | 223 / positive | 149/256 (58.20%) | 127/256 (49.61%) | 92 / inverse | 155/256 (60.55%) | 519/1024 (50.68%) | 513/1024 (50.10%) | 10.94 pp | 10.45 pp |
| 22 | 512 | 1,024 | 223 / positive | 149/256 (58.20%) | 127/256 (49.61%) | 92 / inverse | 155/256 (60.55%) | 519/1024 (50.68%) | 513/1024 (50.10%) | 10.94 pp | 10.45 pp |
| 22 | 1,024 | 2,048 | 877 / inverse | 156/256 (60.94%) | 112/256 (43.75%) | 92 / inverse | 155/256 (60.55%) | 493/1024 (48.14%) | 513/1024 (50.10%) | 16.80 pp | 10.45 pp |
| 23 | 1 | 2 | 0 / positive | 134/256 (52.34%) | 143/256 (55.86%) | 0 / positive | 143/256 (55.86%) | 485/1024 (47.36%) | 485/1024 (47.36%) | 0.00 pp | 8.50 pp |
| 23 | 2 | 4 | 0 / positive | 134/256 (52.34%) | 143/256 (55.86%) | 0 / positive | 143/256 (55.86%) | 485/1024 (47.36%) | 485/1024 (47.36%) | 0.00 pp | 8.50 pp |
| 23 | 4 | 8 | 2 / inverse | 137/256 (53.52%) | 136/256 (53.12%) | 0 / positive | 143/256 (55.86%) | 530/1024 (51.76%) | 485/1024 (47.36%) | 2.73 pp | 8.50 pp |
| 23 | 8 | 16 | 7 / positive | 144/256 (56.25%) | 134/256 (52.34%) | 0 / positive | 143/256 (55.86%) | 499/1024 (48.73%) | 485/1024 (47.36%) | 3.52 pp | 8.50 pp |
| 23 | 16 | 32 | 7 / positive | 144/256 (56.25%) | 134/256 (52.34%) | 0 / positive | 143/256 (55.86%) | 499/1024 (48.73%) | 485/1024 (47.36%) | 3.52 pp | 8.50 pp |
| 23 | 32 | 64 | 7 / positive | 144/256 (56.25%) | 134/256 (52.34%) | 0 / positive | 143/256 (55.86%) | 499/1024 (48.73%) | 485/1024 (47.36%) | 3.52 pp | 8.50 pp |
| 23 | 64 | 128 | 7 / positive | 144/256 (56.25%) | 134/256 (52.34%) | 56 / inverse | 148/256 (57.81%) | 499/1024 (48.73%) | 501/1024 (48.93%) | 5.47 pp | 8.89 pp |
| 23 | 128 | 256 | 104 / positive | 148/256 (57.81%) | 112/256 (43.75%) | 56 / inverse | 148/256 (57.81%) | 498/1024 (48.63%) | 501/1024 (48.93%) | 14.06 pp | 8.89 pp |
| 23 | 256 | 512 | 104 / positive | 148/256 (57.81%) | 112/256 (43.75%) | 182 / positive | 151/256 (58.98%) | 498/1024 (48.63%) | 514/1024 (50.20%) | 15.23 pp | 8.79 pp |
| 23 | 512 | 1,024 | 506 / inverse | 154/256 (60.16%) | 126/256 (49.22%) | 342 / inverse | 153/256 (59.77%) | 527/1024 (51.46%) | 516/1024 (50.39%) | 10.55 pp | 9.38 pp |
| 23 | 1,024 | 2,048 | 506 / inverse | 154/256 (60.16%) | 126/256 (49.22%) | 810 / positive | 156/256 (60.94%) | 527/1024 (51.46%) | 512/1024 (50.00%) | 11.72 pp | 10.94 pp |
| 24 | 1 | 2 | 0 / positive | 129/256 (50.39%) | 129/256 (50.39%) | 0 / positive | 129/256 (50.39%) | 510/1024 (49.80%) | 510/1024 (49.80%) | 0.00 pp | 0.59 pp |
| 24 | 2 | 4 | 1 / inverse | 138/256 (53.91%) | 129/256 (50.39%) | 0 / positive | 129/256 (50.39%) | 498/1024 (48.63%) | 510/1024 (49.80%) | 0.00 pp | 0.59 pp |
| 24 | 4 | 8 | 2 / inverse | 144/256 (56.25%) | 146/256 (57.03%) | 2 / inverse | 146/256 (57.03%) | 529/1024 (51.66%) | 529/1024 (51.66%) | 0.00 pp | 5.37 pp |
| 24 | 8 | 16 | 6 / positive | 147/256 (57.42%) | 121/256 (47.27%) | 2 / inverse | 146/256 (57.03%) | 500/1024 (48.83%) | 529/1024 (51.66%) | 9.77 pp | 5.37 pp |
| 24 | 16 | 32 | 6 / positive | 147/256 (57.42%) | 121/256 (47.27%) | 2 / inverse | 146/256 (57.03%) | 500/1024 (48.83%) | 529/1024 (51.66%) | 9.77 pp | 5.37 pp |
| 24 | 32 | 64 | 6 / positive | 147/256 (57.42%) | 121/256 (47.27%) | 2 / inverse | 146/256 (57.03%) | 500/1024 (48.83%) | 529/1024 (51.66%) | 9.77 pp | 5.37 pp |
| 24 | 64 | 128 | 33 / inverse | 150/256 (58.59%) | 138/256 (53.91%) | 2 / inverse | 146/256 (57.03%) | 492/1024 (48.05%) | 529/1024 (51.66%) | 3.12 pp | 5.37 pp |
| 24 | 128 | 256 | 97 / inverse | 152/256 (59.38%) | 134/256 (52.34%) | 2 / inverse | 146/256 (57.03%) | 498/1024 (48.63%) | 529/1024 (51.66%) | 4.69 pp | 5.37 pp |
| 24 | 256 | 512 | 97 / inverse | 152/256 (59.38%) | 134/256 (52.34%) | 135 / inverse | 149/256 (58.20%) | 498/1024 (48.63%) | 521/1024 (50.88%) | 5.86 pp | 7.32 pp |
| 24 | 512 | 1,024 | 454 / inverse | 153/256 (59.77%) | 129/256 (50.39%) | 355 / inverse | 153/256 (59.77%) | 533/1024 (52.05%) | 497/1024 (48.54%) | 9.38 pp | 11.23 pp |
| 24 | 1,024 | 2,048 | 947 / positive | 155/256 (60.55%) | 126/256 (49.22%) | 653 / inverse | 158/256 (61.72%) | 539/1024 (52.64%) | 527/1024 (51.46%) | 12.50 pp | 10.25 pp |
| 25 | 1 | 2 | 0 / inverse | 133/256 (51.95%) | 126/256 (49.22%) | 0 / positive | 130/256 (50.78%) | 508/1024 (49.61%) | 516/1024 (50.39%) | 1.56 pp | 0.39 pp |
| 25 | 2 | 4 | 0 / inverse | 133/256 (51.95%) | 126/256 (49.22%) | 1 / inverse | 134/256 (52.34%) | 508/1024 (49.61%) | 507/1024 (49.51%) | 3.12 pp | 2.83 pp |
| 25 | 4 | 8 | 2 / inverse | 141/256 (55.08%) | 126/256 (49.22%) | 3 / positive | 141/256 (55.08%) | 498/1024 (48.63%) | 509/1024 (49.71%) | 5.86 pp | 5.37 pp |
| 25 | 8 | 16 | 5 / positive | 142/256 (55.47%) | 126/256 (49.22%) | 3 / positive | 141/256 (55.08%) | 503/1024 (49.12%) | 509/1024 (49.71%) | 5.86 pp | 5.37 pp |
| 25 | 16 | 32 | 5 / positive | 142/256 (55.47%) | 126/256 (49.22%) | 3 / positive | 141/256 (55.08%) | 503/1024 (49.12%) | 509/1024 (49.71%) | 5.86 pp | 5.37 pp |
| 25 | 32 | 64 | 25 / positive | 147/256 (57.42%) | 125/256 (48.83%) | 3 / positive | 141/256 (55.08%) | 495/1024 (48.34%) | 509/1024 (49.71%) | 6.25 pp | 5.37 pp |
| 25 | 64 | 128 | 55 / positive | 150/256 (58.59%) | 115/256 (44.92%) | 54 / positive | 145/256 (56.64%) | 496/1024 (48.44%) | 516/1024 (50.39%) | 11.72 pp | 6.25 pp |
| 25 | 128 | 256 | 55 / positive | 150/256 (58.59%) | 115/256 (44.92%) | 78 / positive | 155/256 (60.55%) | 496/1024 (48.44%) | 506/1024 (49.41%) | 15.62 pp | 11.13 pp |
| 25 | 256 | 512 | 250 / positive | 153/256 (59.77%) | 137/256 (53.52%) | 78 / positive | 155/256 (60.55%) | 496/1024 (48.44%) | 506/1024 (49.41%) | 7.03 pp | 11.13 pp |
| 25 | 512 | 1,024 | 250 / positive | 153/256 (59.77%) | 137/256 (53.52%) | 78 / positive | 155/256 (60.55%) | 496/1024 (48.44%) | 506/1024 (49.41%) | 7.03 pp | 11.13 pp |
| 25 | 1,024 | 2,048 | 659 / positive | 157/256 (61.33%) | 134/256 (52.34%) | 78 / positive | 155/256 (60.55%) | 508/1024 (49.61%) | 506/1024 (49.41%) | 8.20 pp | 11.13 pp |
| 26 | 1 | 2 | 0 / positive | 128/256 (50.00%) | 131/256 (51.17%) | 0 / positive | 131/256 (51.17%) | 493/1024 (48.14%) | 493/1024 (48.14%) | 0.00 pp | 3.03 pp |
| 26 | 2 | 4 | 1 / positive | 130/256 (50.78%) | 119/256 (46.48%) | 1 / inverse | 137/256 (53.52%) | 529/1024 (51.66%) | 495/1024 (48.34%) | 7.03 pp | 5.18 pp |
| 26 | 4 | 8 | 2 / positive | 136/256 (53.12%) | 138/256 (53.91%) | 3 / inverse | 139/256 (54.30%) | 521/1024 (50.88%) | 503/1024 (49.12%) | 0.39 pp | 5.18 pp |
| 26 | 8 | 16 | 7 / positive | 144/256 (56.25%) | 137/256 (53.52%) | 4 / inverse | 140/256 (54.69%) | 492/1024 (48.05%) | 502/1024 (49.02%) | 1.17 pp | 5.66 pp |
| 26 | 16 | 32 | 7 / positive | 144/256 (56.25%) | 137/256 (53.52%) | 10 / inverse | 144/256 (56.25%) | 492/1024 (48.05%) | 533/1024 (52.05%) | 2.73 pp | 4.20 pp |
| 26 | 32 | 64 | 24 / inverse | 146/256 (57.03%) | 129/256 (50.39%) | 19 / inverse | 153/256 (59.77%) | 520/1024 (50.78%) | 548/1024 (53.52%) | 9.38 pp | 6.25 pp |
| 26 | 64 | 128 | 45 / positive | 151/256 (58.98%) | 120/256 (46.88%) | 19 / inverse | 153/256 (59.77%) | 493/1024 (48.14%) | 548/1024 (53.52%) | 12.89 pp | 6.25 pp |
| 26 | 128 | 256 | 45 / positive | 151/256 (58.98%) | 120/256 (46.88%) | 19 / inverse | 153/256 (59.77%) | 493/1024 (48.14%) | 548/1024 (53.52%) | 12.89 pp | 6.25 pp |
| 26 | 256 | 512 | 45 / positive | 151/256 (58.98%) | 120/256 (46.88%) | 19 / inverse | 153/256 (59.77%) | 493/1024 (48.14%) | 548/1024 (53.52%) | 12.89 pp | 6.25 pp |
| 26 | 512 | 1,024 | 339 / positive | 152/256 (59.38%) | 127/256 (49.61%) | 19 / inverse | 153/256 (59.77%) | 512/1024 (50.00%) | 548/1024 (53.52%) | 10.16 pp | 6.25 pp |
| 26 | 1,024 | 2,048 | 339 / positive | 152/256 (59.38%) | 127/256 (49.61%) | 1020 / positive | 158/256 (61.72%) | 512/1024 (50.00%) | 509/1024 (49.71%) | 12.11 pp | 12.01 pp |
| 27 | 1 | 2 | 0 / inverse | 134/256 (52.34%) | 143/256 (55.86%) | 0 / inverse | 143/256 (55.86%) | 514/1024 (50.20%) | 514/1024 (50.20%) | 0.00 pp | 5.66 pp |
| 27 | 2 | 4 | 0 / inverse | 134/256 (52.34%) | 143/256 (55.86%) | 0 / inverse | 143/256 (55.86%) | 514/1024 (50.20%) | 514/1024 (50.20%) | 0.00 pp | 5.66 pp |
| 27 | 4 | 8 | 0 / inverse | 134/256 (52.34%) | 143/256 (55.86%) | 0 / inverse | 143/256 (55.86%) | 514/1024 (50.20%) | 514/1024 (50.20%) | 0.00 pp | 5.66 pp |
| 27 | 8 | 16 | 5 / positive | 136/256 (53.12%) | 146/256 (57.03%) | 5 / positive | 146/256 (57.03%) | 510/1024 (49.80%) | 510/1024 (49.80%) | 0.00 pp | 7.23 pp |
| 27 | 16 | 32 | 13 / inverse | 142/256 (55.47%) | 124/256 (48.44%) | 5 / positive | 146/256 (57.03%) | 511/1024 (49.90%) | 510/1024 (49.80%) | 8.59 pp | 7.23 pp |
| 27 | 32 | 64 | 17 / positive | 143/256 (55.86%) | 128/256 (50.00%) | 5 / positive | 146/256 (57.03%) | 509/1024 (49.71%) | 510/1024 (49.80%) | 7.03 pp | 7.23 pp |
| 27 | 64 | 128 | 35 / inverse | 151/256 (58.98%) | 131/256 (51.17%) | 5 / positive | 146/256 (57.03%) | 505/1024 (49.32%) | 510/1024 (49.80%) | 5.86 pp | 7.23 pp |
| 27 | 128 | 256 | 35 / inverse | 151/256 (58.98%) | 131/256 (51.17%) | 75 / inverse | 149/256 (58.20%) | 505/1024 (49.32%) | 506/1024 (49.41%) | 7.03 pp | 8.79 pp |
| 27 | 256 | 512 | 35 / inverse | 151/256 (58.98%) | 131/256 (51.17%) | 174 / inverse | 151/256 (58.98%) | 505/1024 (49.32%) | 523/1024 (51.07%) | 7.81 pp | 7.91 pp |
| 27 | 512 | 1,024 | 35 / inverse | 151/256 (58.98%) | 131/256 (51.17%) | 434 / inverse | 155/256 (60.55%) | 505/1024 (49.32%) | 499/1024 (48.73%) | 9.38 pp | 11.82 pp |
| 27 | 1,024 | 2,048 | 541 / positive | 154/256 (60.16%) | 134/256 (52.34%) | 434 / inverse | 155/256 (60.55%) | 533/1024 (52.05%) | 499/1024 (48.73%) | 8.20 pp | 11.82 pp |
| 28 | 1 | 2 | 0 / positive | 129/256 (50.39%) | 115/256 (44.92%) | 0 / inverse | 141/256 (55.08%) | 541/1024 (52.83%) | 483/1024 (47.17%) | 10.16 pp | 7.91 pp |
| 28 | 2 | 4 | 1 / inverse | 140/256 (54.69%) | 127/256 (49.61%) | 0 / inverse | 141/256 (55.08%) | 511/1024 (49.90%) | 483/1024 (47.17%) | 5.47 pp | 7.91 pp |
| 28 | 4 | 8 | 3 / inverse | 143/256 (55.86%) | 134/256 (52.34%) | 0 / inverse | 141/256 (55.08%) | 511/1024 (49.90%) | 483/1024 (47.17%) | 2.73 pp | 7.91 pp |
| 28 | 8 | 16 | 3 / inverse | 143/256 (55.86%) | 134/256 (52.34%) | 0 / inverse | 141/256 (55.08%) | 511/1024 (49.90%) | 483/1024 (47.17%) | 2.73 pp | 7.91 pp |
| 28 | 16 | 32 | 3 / inverse | 143/256 (55.86%) | 134/256 (52.34%) | 9 / inverse | 147/256 (57.42%) | 511/1024 (49.90%) | 505/1024 (49.32%) | 5.08 pp | 8.11 pp |
| 28 | 32 | 64 | 3 / inverse | 143/256 (55.86%) | 134/256 (52.34%) | 9 / inverse | 147/256 (57.42%) | 511/1024 (49.90%) | 505/1024 (49.32%) | 5.08 pp | 8.11 pp |
| 28 | 64 | 128 | 42 / inverse | 147/256 (57.42%) | 127/256 (49.61%) | 62 / inverse | 148/256 (57.81%) | 528/1024 (51.56%) | 514/1024 (50.20%) | 8.20 pp | 7.62 pp |
| 28 | 128 | 256 | 86 / positive | 148/256 (57.81%) | 139/256 (54.30%) | 62 / inverse | 148/256 (57.81%) | 547/1024 (53.42%) | 514/1024 (50.20%) | 3.52 pp | 7.62 pp |
| 28 | 256 | 512 | 254 / inverse | 152/256 (59.38%) | 131/256 (51.17%) | 206 / inverse | 152/256 (59.38%) | 522/1024 (50.98%) | 501/1024 (48.93%) | 8.20 pp | 10.45 pp |
| 28 | 512 | 1,024 | 291 / inverse | 153/256 (59.77%) | 130/256 (50.78%) | 369 / inverse | 158/256 (61.72%) | 521/1024 (50.88%) | 519/1024 (50.68%) | 10.94 pp | 11.04 pp |
| 28 | 1,024 | 2,048 | 744 / positive | 155/256 (60.55%) | 129/256 (50.39%) | 369 / inverse | 158/256 (61.72%) | 507/1024 (49.51%) | 519/1024 (50.68%) | 11.33 pp | 11.04 pp |
| 29 | 1 | 2 | 0 / positive | 128/256 (50.00%) | 137/256 (53.52%) | 0 / positive | 137/256 (53.52%) | 515/1024 (50.29%) | 515/1024 (50.29%) | 0.00 pp | 3.22 pp |
| 29 | 2 | 4 | 1 / inverse | 136/256 (53.12%) | 145/256 (56.64%) | 1 / inverse | 145/256 (56.64%) | 508/1024 (49.61%) | 508/1024 (49.61%) | 0.00 pp | 7.03 pp |
| 29 | 4 | 8 | 3 / positive | 138/256 (53.91%) | 129/256 (50.39%) | 1 / inverse | 145/256 (56.64%) | 515/1024 (50.29%) | 508/1024 (49.61%) | 6.25 pp | 7.03 pp |
| 29 | 8 | 16 | 3 / positive | 138/256 (53.91%) | 129/256 (50.39%) | 1 / inverse | 145/256 (56.64%) | 515/1024 (50.29%) | 508/1024 (49.61%) | 6.25 pp | 7.03 pp |
| 29 | 16 | 32 | 12 / positive | 146/256 (57.03%) | 121/256 (47.27%) | 1 / inverse | 145/256 (56.64%) | 504/1024 (49.22%) | 508/1024 (49.61%) | 9.38 pp | 7.03 pp |
| 29 | 32 | 64 | 12 / positive | 146/256 (57.03%) | 121/256 (47.27%) | 1 / inverse | 145/256 (56.64%) | 504/1024 (49.22%) | 508/1024 (49.61%) | 9.38 pp | 7.03 pp |
| 29 | 64 | 128 | 33 / positive | 153/256 (59.77%) | 123/256 (48.05%) | 45 / positive | 147/256 (57.42%) | 491/1024 (47.95%) | 510/1024 (49.80%) | 9.38 pp | 7.62 pp |
| 29 | 128 | 256 | 33 / positive | 153/256 (59.77%) | 123/256 (48.05%) | 108 / inverse | 148/256 (57.81%) | 491/1024 (47.95%) | 526/1024 (51.37%) | 9.77 pp | 6.45 pp |
| 29 | 256 | 512 | 33 / positive | 153/256 (59.77%) | 123/256 (48.05%) | 136 / positive | 151/256 (58.98%) | 491/1024 (47.95%) | 493/1024 (48.14%) | 10.94 pp | 10.84 pp |
| 29 | 512 | 1,024 | 451 / positive | 154/256 (60.16%) | 137/256 (53.52%) | 326 / positive | 152/256 (59.38%) | 529/1024 (51.66%) | 532/1024 (51.95%) | 5.86 pp | 7.42 pp |
| 29 | 1,024 | 2,048 | 576 / inverse | 156/256 (60.94%) | 132/256 (51.56%) | 326 / positive | 152/256 (59.38%) | 503/1024 (49.12%) | 532/1024 (51.95%) | 7.81 pp | 7.42 pp |
| 30 | 1 | 2 | 0 / positive | 129/256 (50.39%) | 133/256 (51.95%) | 0 / positive | 133/256 (51.95%) | 512/1024 (50.00%) | 512/1024 (50.00%) | 0.00 pp | 1.95 pp |
| 30 | 2 | 4 | 1 / inverse | 130/256 (50.78%) | 121/256 (47.27%) | 1 / positive | 135/256 (52.73%) | 521/1024 (50.88%) | 503/1024 (49.12%) | 5.47 pp | 3.61 pp |
| 30 | 4 | 8 | 2 / inverse | 140/256 (54.69%) | 123/256 (48.05%) | 1 / positive | 135/256 (52.73%) | 511/1024 (49.90%) | 503/1024 (49.12%) | 4.69 pp | 3.61 pp |
| 30 | 8 | 16 | 7 / positive | 143/256 (55.86%) | 121/256 (47.27%) | 6 / inverse | 139/256 (54.30%) | 518/1024 (50.59%) | 513/1024 (50.10%) | 7.03 pp | 4.20 pp |
| 30 | 16 | 32 | 13 / inverse | 149/256 (58.20%) | 130/256 (50.78%) | 9 / inverse | 140/256 (54.69%) | 489/1024 (47.75%) | 504/1024 (49.22%) | 3.91 pp | 5.47 pp |
| 30 | 32 | 64 | 13 / inverse | 149/256 (58.20%) | 130/256 (50.78%) | 24 / positive | 148/256 (57.81%) | 489/1024 (47.75%) | 509/1024 (49.71%) | 7.03 pp | 8.11 pp |
| 30 | 64 | 128 | 13 / inverse | 149/256 (58.20%) | 130/256 (50.78%) | 24 / positive | 148/256 (57.81%) | 489/1024 (47.75%) | 509/1024 (49.71%) | 7.03 pp | 8.11 pp |
| 30 | 128 | 256 | 13 / inverse | 149/256 (58.20%) | 130/256 (50.78%) | 121 / inverse | 153/256 (59.77%) | 489/1024 (47.75%) | 494/1024 (48.24%) | 8.98 pp | 11.52 pp |
| 30 | 256 | 512 | 13 / inverse | 149/256 (58.20%) | 130/256 (50.78%) | 121 / inverse | 153/256 (59.77%) | 489/1024 (47.75%) | 494/1024 (48.24%) | 8.98 pp | 11.52 pp |
| 30 | 512 | 1,024 | 406 / inverse | 153/256 (59.77%) | 114/256 (44.53%) | 121 / inverse | 153/256 (59.77%) | 517/1024 (50.49%) | 494/1024 (48.24%) | 15.23 pp | 11.52 pp |
| 30 | 1,024 | 2,048 | 701 / inverse | 155/256 (60.55%) | 126/256 (49.22%) | 121 / inverse | 153/256 (59.77%) | 501/1024 (48.93%) | 494/1024 (48.24%) | 10.55 pp | 11.52 pp |
| 31 | 1 | 2 | 0 / positive | 129/256 (50.39%) | 128/256 (50.00%) | 0 / positive | 128/256 (50.00%) | 478/1024 (46.68%) | 478/1024 (46.68%) | 0.00 pp | 3.32 pp |
| 31 | 2 | 4 | 1 / inverse | 132/256 (51.56%) | 138/256 (53.91%) | 1 / inverse | 138/256 (53.91%) | 518/1024 (50.59%) | 518/1024 (50.59%) | 0.00 pp | 3.32 pp |
| 31 | 4 | 8 | 3 / inverse | 142/256 (55.47%) | 139/256 (54.30%) | 3 / inverse | 139/256 (54.30%) | 519/1024 (50.68%) | 519/1024 (50.68%) | 0.00 pp | 3.61 pp |
| 31 | 8 | 16 | 3 / inverse | 142/256 (55.47%) | 139/256 (54.30%) | 6 / inverse | 141/256 (55.08%) | 519/1024 (50.68%) | 531/1024 (51.86%) | 0.78 pp | 3.22 pp |
| 31 | 16 | 32 | 3 / inverse | 142/256 (55.47%) | 139/256 (54.30%) | 6 / inverse | 141/256 (55.08%) | 519/1024 (50.68%) | 531/1024 (51.86%) | 0.78 pp | 3.22 pp |
| 31 | 32 | 64 | 3 / inverse | 142/256 (55.47%) | 139/256 (54.30%) | 6 / inverse | 141/256 (55.08%) | 519/1024 (50.68%) | 531/1024 (51.86%) | 0.78 pp | 3.22 pp |
| 31 | 64 | 128 | 35 / inverse | 143/256 (55.86%) | 115/256 (44.92%) | 46 / positive | 152/256 (59.38%) | 515/1024 (50.29%) | 546/1024 (53.32%) | 14.45 pp | 6.05 pp |
| 31 | 128 | 256 | 126 / positive | 147/256 (57.42%) | 112/256 (43.75%) | 46 / positive | 152/256 (59.38%) | 516/1024 (50.39%) | 546/1024 (53.32%) | 15.62 pp | 6.05 pp |
| 31 | 256 | 512 | 126 / positive | 147/256 (57.42%) | 112/256 (43.75%) | 46 / positive | 152/256 (59.38%) | 516/1024 (50.39%) | 546/1024 (53.32%) | 15.62 pp | 6.05 pp |
| 31 | 512 | 1,024 | 263 / inverse | 151/256 (58.98%) | 123/256 (48.05%) | 294 / inverse | 153/256 (59.77%) | 504/1024 (49.22%) | 498/1024 (48.63%) | 11.72 pp | 11.13 pp |
| 31 | 1,024 | 2,048 | 698 / positive | 153/256 (59.77%) | 124/256 (48.44%) | 588 / positive | 159/256 (62.11%) | 489/1024 (47.75%) | 525/1024 (51.27%) | 13.67 pp | 10.84 pp |
| 32 | 1 | 2 | 0 / positive | 129/256 (50.39%) | 134/256 (52.34%) | 0 / positive | 134/256 (52.34%) | 518/1024 (50.59%) | 518/1024 (50.59%) | 0.00 pp | 1.76 pp |
| 32 | 2 | 4 | 0 / positive | 129/256 (50.39%) | 134/256 (52.34%) | 0 / positive | 134/256 (52.34%) | 518/1024 (50.59%) | 518/1024 (50.59%) | 0.00 pp | 1.76 pp |
| 32 | 4 | 8 | 2 / inverse | 139/256 (54.30%) | 116/256 (45.31%) | 2 / positive | 140/256 (54.69%) | 532/1024 (51.95%) | 492/1024 (48.05%) | 9.38 pp | 6.64 pp |
| 32 | 8 | 16 | 2 / inverse | 139/256 (54.30%) | 116/256 (45.31%) | 6 / positive | 141/256 (55.08%) | 532/1024 (51.95%) | 498/1024 (48.63%) | 9.77 pp | 6.45 pp |
| 32 | 16 | 32 | 14 / inverse | 142/256 (55.47%) | 124/256 (48.44%) | 13 / positive | 149/256 (58.20%) | 482/1024 (47.07%) | 513/1024 (50.10%) | 9.77 pp | 8.11 pp |
| 32 | 32 | 64 | 14 / inverse | 142/256 (55.47%) | 124/256 (48.44%) | 29 / positive | 150/256 (58.59%) | 482/1024 (47.07%) | 546/1024 (53.32%) | 10.16 pp | 5.27 pp |
| 32 | 64 | 128 | 33 / inverse | 146/256 (57.03%) | 123/256 (48.05%) | 29 / positive | 150/256 (58.59%) | 497/1024 (48.54%) | 546/1024 (53.32%) | 10.55 pp | 5.27 pp |
| 32 | 128 | 256 | 87 / positive | 150/256 (58.59%) | 122/256 (47.66%) | 29 / positive | 150/256 (58.59%) | 494/1024 (48.24%) | 546/1024 (53.32%) | 10.94 pp | 5.27 pp |
| 32 | 256 | 512 | 87 / positive | 150/256 (58.59%) | 122/256 (47.66%) | 29 / positive | 150/256 (58.59%) | 494/1024 (48.24%) | 546/1024 (53.32%) | 10.94 pp | 5.27 pp |
| 32 | 512 | 1,024 | 414 / inverse | 153/256 (59.77%) | 145/256 (56.64%) | 509 / inverse | 155/256 (60.55%) | 513/1024 (50.10%) | 518/1024 (50.59%) | 3.91 pp | 9.96 pp |
| 32 | 1,024 | 2,048 | 414 / inverse | 153/256 (59.77%) | 145/256 (56.64%) | 600 / positive | 158/256 (61.72%) | 513/1024 (50.10%) | 505/1024 (49.32%) | 5.08 pp | 12.40 pp |
Machine-readable projection: data.json
04 · Worked answer
The audit may differ. You cannot infer its exact finite-sample value.
The independent audit was not used to choose the feature or polarity, so sampling variation can make its accuracy differ from the reused test result. It is not required to match the test result or equal exactly 50 percent in a finite sample.
What this bundle supports: Under this fixed synthetic protocol, selecting the best of 1,024 noise features and polarity on the test split produced 60.85% mean reported test accuracy across 32 retained seeds. The same frozen choices averaged 50.19% on sealed audit. Mean leaky-reported-test minus honest-test gap was 10.40 percentage points.
What it does not support: This retained result is not a universal estimate, independent reproduction or replication, peer review, authenticated identity, external attestation, safety certification, or human approval.
05 · Evidence boundary
Inspect the receipt, not just the badge.
- Bundle digest
76a9879c53d5a7e5936f132195cd9bffc39733b89cf57f0829223604569e3d3d- Frozen commit
0d89488110f4d7356a448d7d89cd8521296fb92d· clean- Repeat
b99d21823c3318603e27497ad7fe0fa04cb9d1b71d2002d270fedb6e7101f20b
- No seed was rerun to build or check this page.
- The artifact check was read-only and performed by a distinct self-asserted local agent; identity is not cryptographically authenticated.
- Network and memory isolation were not OS-enforced. The bundle digest remains unauthenticated until externally signed or attested.
- This synthetic canary does not estimate selection bias for other candidate families, models, benchmarks, or datasets.