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Noah Gray

Noah Gray Receiving Yards
Player Prop Week 10

Kansas City Chiefs vs Jacksonville Jaguars

 
 
 
Noah Gray Receiving Yards Prop is currently Over/Under 12.5 (+101/-130).

The money has been on the Under as it opened 12.5 @ -120 before it was bet down to 12.5 @ -130.
FACTORS THAT FAVOR THE OVER:
  • THE BLITZ projects the Kansas City Chiefs as the 4th-most pass-centric team among all teams this week with a 65.3% pass rate, accounting for their underlying tendencies and matchup dynamics.
  • THE BLITZ projects the Chiefs to call the 2nd-most total plays on the slate this week with 69.3 plays, accounting for their underlying tendencies and game dynamics.
  • The Kansas City Chiefs have run the 7th-most plays in football this year, averaging a monstrous 61.9 plays per game.
  • Noah Gray has posted far more air yards this year (14.0 per game) than he did last year (2.0 per game).
  • Noah Gray's 11.9 WOPR (Weighted Opportunity Rating—a volume stat that measures high-value offensive involvement) has been significantly higher this year than it was last year at 3.5.

  • FACTORS THAT FAVOR THE UNDER:
  • The Chiefs are a huge 9.5-point favorite in this game, indicating an extreme rushing game script.
  • The Jacksonville Jaguars pass defense has allowed the 7th-lowest Completion% in the NFL (64.5%) versus tight ends this year (64.5%).
  • The Jacksonville Jaguars defensive front has gotten pressure on opposing QBs a measly 2.44 seconds after the snap (on average), ranking as the 10th-quickest in football since the start of last season.
  • The Kansas City Chiefs have been faced with a stacked the box on a measly 9.3% of their plays since the start of last season, least in the league. Keeping an extra defender near the line of scrimmage improves run-stopping at the cost of better passing efficiency.
  • The Kansas City Chiefs have gone no-huddle on a lowly 1.8% of their play-calls outside the two-minute warning since the start of last season (least in football). This slows down the pace, resulting in less volume and stat accumulation.

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