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Experimental · Frozen source
Week-by-week opportunity map, team inventory, portfolio scenarios and end-of-season reserves. Read assumptions and limitations before using a scenario.
Source date: 2026-08-22 · time unavailable
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258 matches · 101–150 shown. Every field remains available in the full download. Filters are saved in this page’s address.
| Field path | Value & type |
|---|---|
| $["weeks"][11]["primary"] | JAX vs TENstring |
| $["weeks"][11]["primary_spread"] | 6.8number |
| $["weeks"][11]["secondary"] | CIN vs NOstring |
| $["weeks"][11]["secondary_spread"] | 4.5number |
| $["weeks"][11]["planning_note"] | No projected seven-point favorite. Preserve JAX on entries that do not use it in Week 1, or retain another credible route.string |
| $["weeks"][12]["week"] | 13number |
| $["weeks"][12]["source_class"] | projected_spread_equivalentstring |
| $["weeks"][12]["scarcity"] | mediumstring |
| $["weeks"][12]["primary"] | DEN vs MIAstring |
| $["weeks"][12]["primary_spread"] | 10.8number |
| $["weeks"][12]["secondary"] | PHI at ARIstring |
| $["weeks"][12]["secondary_spread"] | 8number |
| $["weeks"][12]["planning_note"] | DEN and PHI are the clearest projected anchors; uncertainty ±3.5 points.string |
| $["weeks"][13]["week"] | 14number |
| $["weeks"][13]["source_class"] | projected_spread_equivalentstring |
| $["weeks"][13]["scarcity"] | abundantstring |
| $["weeks"][13]["primary"] | DET vs TENstring |
| $["weeks"][13]["primary_spread"] | 8.8number |
| $["weeks"][13]["secondary"] | SEA vs NYGstring |
| $["weeks"][13]["secondary_spread"] | 7.7number |
| $["weeks"][13]["planning_note"] | Another high-value DET window; preserve DET on entries where Week 1 alternatives exist.string |
| $["weeks"][14]["week"] | 15number |
| $["weeks"][14]["source_class"] | projected_spread_equivalentstring |
| $["weeks"][14]["scarcity"] | mediumstring |
| $["weeks"][14]["primary"] | GB vs MIAstring |
| $["weeks"][14]["primary_spread"] | 11.1number |
| $["weeks"][14]["secondary"] | LAR vs DALstring |
| $["weeks"][14]["secondary_spread"] | 5.5number |
| $["weeks"][14]["planning_note"] | GB is a valuable Week 15 timing asset; uncertainty ±4.5 points.string |
| $["weeks"][15]["week"] | 16number |
| $["weeks"][15]["source_class"] | projected_spread_equivalentstring |
| $["weeks"][15]["scarcity"] | abundantstring |
| $["weeks"][15]["primary"] | BAL vs CLEstring |
| $["weeks"][15]["primary_spread"] | 9.6number |
| $["weeks"][15]["secondary"] | LAC at MIAstring |
| $["weeks"][15]["secondary_spread"] | 7.8number |
| $["weeks"][15]["planning_note"] | BAL and LAC retain late-season value; NO can become a timing alternative if its team quality improves.string |
| $["weeks"][16]["week"] | 17number |
| $["weeks"][16]["source_class"] | projected_spread_equivalentstring |
| $["weeks"][16]["scarcity"] | bottleneckstring |
| $["weeks"][16]["primary"] | BUF at MIAstring |
| $["weeks"][16]["primary_spread"] | 9.4number |
| $["weeks"][16]["secondary"] | SEA at CARstring |
| $["weeks"][16]["secondary_spread"] | 5.1number |
| $["weeks"][16]["planning_note"] | Only one projected seven-point-class favorite. BUF is a scarce-week asset unless another route emerges.string |
| $["weeks"][17]["week"] | 18number |
| $["weeks"][17]["source_class"] | structural_terminalstring |
| $["weeks"][17]["scarcity"] | six-team-reservestring |
| $["weeks"][17]["primary"] | NE vs MIAstring |
| $["weeks"][17]["primary_spread"] | 10.8number |
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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35e7146482fc2894c970a58cdcf28d19091254b2caa9184e48210ce3d296e96e
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