Tonight: 10 games
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Net Goals 101 · component 10 of 11

Shootout

The shootout component prices every shootout attempt by how much it changed the odds of winning the extra standings point. This page works one real season through from the raw events to the number on the card. Every figure is recomputed from the model’s own data and checked against the published value.

Worked exampleMason McTavishC · 2025-26 · 75 GP
Shootout+4.3net goals per 84 games
01Stateround, score and who shoots next
02Oddschance of winning the shootout before and after
03Valuethe change × 3 goals
04Seasonevery attempt added up
05Per 84centre by position and scale

Step 01 · The odds

A shootout as a win-probability table

A shootout decides the extra standings point and nothing else in net goals sees it: the on-ice components and Finishing stop at the end of overtime. Each attempt is priced by how much it moved the shooting team’s chance of winning the shootout, given the round, the score and who shoots next, with both teams converting at the season’s league rate (32.6% in 2025-26, 119 shootouts):

StateGoals on attemptsFirst team wins
Before the first attempt0–0 on 0–050.0%
First shooter scores1–0 on 1–072.2%
First shooter misses0–0 on 1–039.3%
First team up 1-0 after two rounds1–0 on 2–289.0%
First team down 0-1 after two rounds0–1 on 2–211.0%
1-1, second team's last shooter to come1–1 on 3–233.7%
Tied after three: sudden death1–1 on 3–350.0%

Step 02 · Every attempt

McTavish’s 6 attempts

One shootout win is the extra point, which is three goals at the site’s six goals per win, so each attempt is worth three goals times the change in the odds. His rows are highlighted; the goalie he faced gets the mirror image in his GSAx.

Game 2025020153: ANA shot first (score shown ANA–FLA); ANA won
#TeamShooterResultScore afterShooting team’s oddsGoals
1ANALeo Carlssonno goal0-050.0% → 39.3%−0.321
2FLASam Reinhartno goal0-060.7% → 50.0%−0.321
3ANATroy Terrygoal1-050.0% → 76.3%+0.789
4FLAAnton Lundellgoal1-123.7% → 50.0%+0.789
5ANAMason McTavishgoal2-150.0% → 83.7%+1.011
6FLAEvan Rodriguesno goal2-116.3% → 0.0%−0.489
Game 2025020384: ANA shot first (score shown ANA–LAK); ANA won
#TeamShooterResultScore afterShooting team’s oddsGoals
1ANALeo Carlssonno goal0-050.0% → 39.3%−0.321
2LAKKevin Fialano goal0-060.7% → 50.0%−0.321
3ANATroy Terrygoal1-050.0% → 76.3%+0.789
4LAKAdrian Kempeno goal1-023.7% → 11.0%−0.382
5ANAMason McTavishgoal2-089.0% → 100.0%+0.330
Game 2025020440: ANA shot first (score shown ANA–WSH); ANA won
#TeamShooterResultScore afterShooting team’s oddsGoals
1ANALeo Carlssonno goal0-050.0% → 39.3%−0.321
2WSHDylan Stromeno goal0-060.7% → 50.0%−0.321
3ANATroy Terrygoal1-050.0% → 76.3%+0.789
4WSHAnthony Beauvilliergoal1-123.7% → 50.0%+0.789
5ANAMason McTavishgoal2-150.0% → 83.7%+1.011
6WSHEthen Frankno goal2-116.3% → 0.0%−0.489
Game 2025020753: LAK shot first (score shown LAK–ANA); ANA won
#TeamShooterResultScore afterShooting team’s oddsGoals
1LAKAdrian Kempeno goal0-050.0% → 39.3%−0.321
2ANAMikael Granlundno goal0-060.7% → 50.0%−0.321
3LAKBrandt Clarkegoal1-050.0% → 76.3%+0.789
4ANABeckett Senneckegoal1-123.7% → 50.0%+0.789
5LAKKevin Fialano goal1-150.0% → 33.7%−0.489
6ANAMason McTavishgoal1-266.3% → 100.0%+1.011
Game 2025020952: ANA shot first (score shown ANA–CGY); ANA won
#TeamShooterResultScore afterShooting team’s oddsGoals
1ANALeo Carlssongoal1-050.0% → 72.2%+0.664
2CGYMorgan Frostno goal1-027.9% → 17.1%−0.321
3ANABeckett Senneckeno goal1-082.9% → 76.3%−0.197
4CGYNazem Kadrigoal1-123.7% → 50.0%+0.789
5ANAMason McTavishgoal2-150.0% → 83.7%+1.011
6CGYMatvei Gridinno goal2-116.3% → 0.0%−0.489
Game 2025020987: ANA shot first (score shown ANA–MTL); ANA won
#TeamShooterResultScore afterShooting team’s oddsGoals
1ANALeo Carlssonno goal0-050.0% → 39.3%−0.321
2MTLCole Caufieldno goal0-060.7% → 50.0%−0.321
3ANABeckett Senneckeno goal0-050.0% → 37.3%−0.382
4MTLNick Suzukino goal0-062.7% → 50.0%−0.382
5ANAMason McTavishno goal0-050.0% → 33.7%−0.489
6MTLKirby Dachno goal0-066.3% → 50.0%−0.489
7ANACutter Gauthiergoal1-050.0% → 83.7%+1.011
8MTLIvan Demidovgoal1-116.3% → 50.0%+1.011
9ANAChris Kreiderno goal1-150.0% → 33.7%−0.489
10MTLLane Hutsonno goal1-166.3% → 50.0%−0.489
11ANAAlex Killorngoal2-150.0% → 83.7%+1.011
12MTLOliver Kapanenno goal2-116.3% → 0.0%−0.489

Step 03 · The season

5 of 6

season total = +1.011 + 0.330 + 1.011 + 1.011 + 1.011 − 0.489 = +3.8851 goals

Step 04 · Position

Measured against the average forward

After every other step, each component is re-centred once more, separately for forwards and for defencemen, so the average forward in 2025-26 is exactly zero in every column. The games-weighted mean shootout value of all forwards that season was +0.00014 net goals per game, so 75 games of it come off:

per game = season total ÷ GP − position mean = +3.8851 ÷ 75 − (+0.000144) = +0.05166 net goals per game

Step 05 · Result

Per 84 games

Ratings are quoted per 84 games, one full schedule, so a part season and a full one sit on the same scale.

+0.05166 × 84 = +4.34 net goals per 84 games

Recomputed +4.34; his 2025-26 row on the player card and the Players table shows +4.3. They match.

Step 06 · Context

How unusual is this?

Percentile5th25thMedian75th95thBest
Shootout NG/84−1.2−0.0−0.0+0.0+1.4+4.3

Skaters with 40 or more games in 2025-26 (612 players). Mason McTavish ranks 1 of 612.

It is real value, since those points counted, but it barely repeats: a player’s shootout number correlates about 0.04 with his next season’s. Careers are shrunk by attempts, not games: at about 86 attempts a record is half his own, half average.

The numbers on this page were rebuilt on 2026-10-08 from the same files the cards are built from. The model behind every step is described on Net Goals 101; definitions are in the Reference.