Player Props · DraftKings Lines & Edges

July 4, 2026 MLB Strikeouts Props

14 lines · 1 projected · Updated Jul 4, 1:26 PM ET

The Almanac's Take

Coverage is thin here — only one of 14 lines carries a projection, so treat this board accordingly. That one play is Ashcraft under 5.5 Ks, where the model sits at 5.9 projected strikeouts but prices the over at 53.8% against a no-vig implied of roughly 57.3%, producing a 3.52-point edge toward the under. The logic: a 5.9 mean through a Poisson distribution still leaves meaningful probability mass below 6, and the market is overpaying for the over. With the methodology flagged as neutral and no half-point quirks in play at 5.5, the read is clean — just limited to one name.

How we model these edges

Model method:
poisson_per_game
Approximation quality:
Reasonable
Bias direction:
No systematic bias in either direction.
Edge definition:
model_over_prob - no_vig(over_implied_prob)
  • ·Integer lines (e.g. line=2.0) are treated as 'over wins on ≥2', which slightly overstates over_prob vs sportsbook push rules. Half-point lines (X.5) — the near-universal case for these markets — are unaffected.
Planned improvement: Replace Poisson tail with ML simulation prop_probs (src/projections/ml/simulation.py) once the sim emits the needed thresholds (TB ≥1/≥4/≥5; full K grid) and the backtest validates calibration improvement.

Strikeouts Board

1 of 14 projected
Strikeouts prop board sorted by signed model edge (over picks first).
#PlayerLineOdds O/UProjModel %Market %EdgePickConf
1
Braxton Ashcraft
Pittsburgh Pirates vs Washington Nationals
5.5−155/ +1215.954%57%−3.5 ppUnderHigh
2
Brandon Young
4.5−131/ +10354%
3
Chris Sale
7.5−104/ −12248%
4
Drew Rasmussen
5.5−150/ +11857%
5
Hunter Brown
6.5+124/ −15842%
6
Hunter Greene
6.5−133/ +10554%
7
Jack Flaherty
5.5−129/ +10153%
8
Kumar Rocker
4.5−158/ +12458%
9
Logan Gilbert
5.5+106/ −13646%
10
Parker Messick
6.5−103/ −12348%
11
Sean Burke
5.5−118/ −10851%
12
Sean Manaea
4.5−124/ −10352%
13
Shane Bieber
4.5−155/ +12157%
14
Zebby Matthews
4.5−134/ +10554%

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