Minnesota Wild at San Jose Sharks
Recap
written from the game dataThe Minnesota Wild beat the San Jose Sharks 3-1. The Wild scored first and never trailed. The Wild led 2-1 after two periods. The biggest swing in win probability was William Eklund's goal at 17:30 of the second period, which took the Sharks' chances from 13% to 30%. Expected goals favored the Sharks, 2.6 to 2.2; shots on goal were MIN 22, SJS 37. With league-average goaltending at both ends, the Sharks win a replay of these chances 59% of the time. Marc-Andre Fleury stopped 36 of 37 (.973), 1.6 goals saved above expected; Yaroslav Askarov stopped 19 of 22 (.864), 0.8 goals below expected. Three stars: 1. Marc-Andre Fleury (36 saves, .973), 2. Matt Boldy (1 G, 1 A), 3. Macklin Celebrini (1 A).
Three stars
- ★M. Fleury36 saves, .973

- ★★M. Boldy1 G, 1 A

- ★★★M. Celebrini1 A

Line score
goals · shots on goal beneathScoring
4 goals1st period
1-05:51
2nd period
2-04:34
2-117:30
3rd period
3-118:43
Penalties
1st
- 6:03
Jake Middleton · Delaying game puck over glass2 min
3rd
- 19:10
Marcus Foligno · Slashingdrawn by William Eklund2 min
Win probability
ours · the whole gameBiggest swing: William Eklund, 2nd 17:30 — 13% → 30%
Shot map
unblocked attempts · size = our xGExpected goals
- 2.23 G
- All situations
- 1 G2.6
- 2.23 G
- Even strength
- 1 G1.9
- 0.00 G
- Power play
- 0 G0.7
Expected goals: the chance each unblocked attempt scores, from our shot model, summed. 91 unblocked attempts.
Deserve to win
on the chances createdFlurry-adjusted xG 2.03 – 2.52
How often each side wins a replay of these chances with league-average goaltending at both ends. Rebounds in a flurry are counted once, so a scramble is not three chances.
Team stats
- 22
- Shots on goal
- 37
- 46%
- Faceoffs
- 54%
- 0/0
- Power play
- 0/2
- 4
- Penalty minutes
- 0
- 20
- Hits
- 18
- 17
- Blocked shots
- 14
- 17
- Giveaways
- 12
- 10
- Takeaways
- 4
Box score
every player line
Season series
MIN leads 3-0
5@
2Final
3@
1this game
7@
8OTFinal
Data: NHL. Model: Gridpex (expected goals and win probability built on NHL play-by-play).






