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Experimental · Frozen source
272 scheduled games, 32 team outlooks, probability calibration, score errors and player-production experiments. Frozen preseason research; does not change public rankings.
Source date: Sep 5, 2026, 1:00 AM UTC
Original capture date; opening or downloading does not refresh the source. Per-record timestamps take precedence. Definitions may describe unavailable inputs.
This-page CSV uses field path, type and value columns, including source context. Full dataset downloads are above.
11,978 matches · 2201–2250 shown. Every field remains available in the full download. Filters are saved in this page’s address.
| Field path | Value & type |
|---|---|
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][0]["observed"] | 1number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][0]["predicted"] | 0.25992657973704103number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][0]["upper"] | 0.3number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][1]["lower"] | 0.4number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][1]["n"] | 2number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][1]["observed"] | 1number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][1]["predicted"] | 0.4489343844330833number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][1]["upper"] | 0.5number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][2]["lower"] | 0.5number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][2]["n"] | 3number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][2]["observed"] | 0.3333333333333333number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][2]["predicted"] | 0.5496314937293144number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][2]["upper"] | 0.6number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][3]["lower"] | 0.6number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][3]["n"] | 3number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][3]["observed"] | 1number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][3]["predicted"] | 0.6276095588366138number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][3]["upper"] | 0.7number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][4]["lower"] | 0.7number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][4]["n"] | 3number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][4]["observed"] | 0.6666666666666666number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][4]["predicted"] | 0.7703504054508273number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][4]["upper"] | 0.8number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][5]["lower"] | 0.8number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][5]["n"] | 3number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][5]["observed"] | 0.6666666666666666number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][5]["predicted"] | 0.8600422924198131number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][5]["upper"] | 0.9number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][6]["lower"] | 0.9number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][6]["n"] | 1number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][6]["observed"] | 1number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][6]["predicted"] | 0.9049429697664034number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["calibration"][6]["upper"] | 1number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["expectedCalibrationError"] | 0.28715659874502575number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["logLoss"] | 0.6684539264236543number |
| $["backtest"]["weeks"]["2025-18"]["probability"]["n"] | 16number |
| $["backtest"]["weeks"]["2025-18"]["totalMae"] | 11.214521775688429number |
| $["backtest"]["weeks"]["2025-19"]["games"] | 6number |
| $["backtest"]["weeks"]["2025-19"]["marginMae"] | 7.771277953285797number |
| $["backtest"]["weeks"]["2025-19"]["probability"]["accuracy"] | 0.6666666666666666number |
| $["backtest"]["weeks"]["2025-19"]["probability"]["brier"] | 0.19886516983774696number |
| $["backtest"]["weeks"]["2025-19"]["probability"]["calibration"][0]["lower"] | 0.2number |
| $["backtest"]["weeks"]["2025-19"]["probability"]["calibration"][0]["n"] | 1number |
| $["backtest"]["weeks"]["2025-19"]["probability"]["calibration"][0]["observed"] | 0number |
| $["backtest"]["weeks"]["2025-19"]["probability"]["calibration"][0]["predicted"] | 0.24619954044853423number |
| $["backtest"]["weeks"]["2025-19"]["probability"]["calibration"][0]["upper"] | 0.3number |
| $["backtest"]["weeks"]["2025-19"]["probability"]["calibration"][1]["lower"] | 0.4number |
| $["backtest"]["weeks"]["2025-19"]["probability"]["calibration"][1]["n"] | 1number |
| $["backtest"]["weeks"]["2025-19"]["probability"]["calibration"][1]["observed"] | 0number |
| $["backtest"]["weeks"]["2025-19"]["probability"]["calibration"][1]["predicted"] | 0.4700951773364322number |
JSON bracket paths; [] means every array element. CSV uses concrete zero-based indices. Types are observed, not a promise that future fields cannot change. null is unavailable; empty array/object means an empty collection. Zero is preserved as a measured or supplied numeric value. Source-native units and scoring. Consult metric-definitions for formulas; ambiguous units remain unspecified, never inferred.
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ecbde32e2751aef21c0bf12e3dfcd6ef10021f583afb03d6db2f3bce002f9316
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