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James Conner

James Conner Receiving Yards
Player Prop Week 3

Arizona Cardinals vs Los Angeles Rams

 
 
 
James Conner Receiving Yards Prop is currently Over/Under 19.5 (-101/-135).

The money has been on the Under as it opened 19.5 @ -119 before it was bet down to 19.5 @ -135.
FACTORS THAT FAVOR THE OVER:
  • The Cardinals are a 3.5-point underdog in this game, indicating a passing game script.
  • THE BLITZ projects the Arizona Cardinals to be the 4th-least pass-heavy team on the slate this week with a 62.1% pass rate, accounting for their underlying tendencies and matchup dynamics.
  • THE BLITZ projects the Arizona Cardinals offense as the 7th-fastest paced team in the league (context-neutralized) at the moment, averaging 26.25 seconds per play.
  • This game will be played in a dome—meaning zero wind, increased pass volume, increased touchdown potential, and better passing efficiency.
  • Opposing quarterbacks have averaged 36.7 pass attempts per game versus the Los Angeles Rams defense since the start of last season: 6th-most in the league.

  • FACTORS THAT FAVOR THE UNDER:
  • James Conner's receiving reliability have diminished this season, with his Completion% shrinking from 94.6% to 81.8%.
  • James Conner's pass-catching efficiency has declined this season, accumulating a measly 6.06 yards-per-target vs a 9.39 figure last season.
  • The Arizona Cardinals offensive line has allowed their QB just 2.34 seconds before getting pressured (2nd-worst in the league since the start of last season), which has a harmful impact on all pass game statistics across the board.
  • The Los Angeles Rams pass rush has gotten pressure on opposing QBs a measly 2.37 seconds after the snap (on average), grading out as the 4th-fastest in football since the start of last season.
  • The Arizona Cardinals have gone up against a stacked the box on a measly 9.5% of their plays since the start of last season, 2nd-least in football. Bringing an extra defender near the line of scrimmage improves run-stopping at the cost of better passing efficiency.

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