Packers vs Rams — Week 5, 2024

The Packers took over leading 24-19 with 3:30 left, 1st & 10 at their own 30, 1 timeout in hand, against the Rams.

Call the plays yourself

What really happened

Final: Packers 24, Rams 19. Packers won 24-19 — the drive turned it over.

Packers ball, up 5 — a field goal pushes them to a touchdown. At their own 30, 3:30 on the clock.

nflverse's historical win-probability estimate for this exact situation was 84.5% for Packers. Our model starts at 86.9%. The two numbers are estimates, not verdicts — the gap between them is a reminder that endgame win probability is hard to pin down.

The real drive, snap by snap

  1. (3:30) 8-J.Jacobs left guard to GB 43 for 13 yards (0-B.Young, 3-K.Curl).
  2. (3:23) 10-J.Love pass incomplete short left to 18-M.Heath (91-K.Turner).
  3. (3:20) (Shotgun) 8-J.Jacobs right end to GB 43 for no gain (91-K.Turner, 0-B.Young).
  4. (3:16) (Shotgun) 10-J.Love pass incomplete deep right to 13-D.Wicks (24-D.Williams).
  5. (3:10) 19-D.Whelan punts 28 yards to LA 29, Center-42-M.Orzech, downed by GB-45-Er.Wilson.

The opening call, by win probability

At the first snap, the strongest opening call in our model was Take a knee (+1.70 pts), and the weakest was Flea flicker (-9.83 pts). A positive number means the call improved the offense's expected win probability; a negative number means it cost them.

Opening callExpected WP change
Take a knee+1.70 pts
Outside run+0.05 pts
Quick slant-0.16 pts
Inside run-0.39 pts
Quick RPO-0.40 pts
QB sneak-0.43 pts
Quick out-0.66 pts
QB keep-0.68 pts
Quick hook-0.72 pts
Screen pass-0.79 pts
Pull RPO-0.83 pts
Off-tackle run-1.28 pts
Play action-2.10 pts
Curl route-2.22 pts
End-around-4.39 pts
Deep comebacker-4.58 pts
Deep corner-5.36 pts
Deep post-7.65 pts
Receiver pass-8.02 pts
Flea flicker-9.83 pts

This is our own model estimate, not the real coach's grade and not a claim about what the “correct” call was. Football decisions depend on the opponent, personnel and game plan — the model only measures how a call changes win probability in this situation.