2024-2025 NHL Elo Ratings & Projections

Last updated Wed, Jun 18, 2025, 8:36 PM EDT.

Tue, Jun 17, 2025 1 game

Final
100*
EDM
42%
1
FLA
58%
5
* Quality is an approximation of how entertaining the game expected to be. Subjectively, games with quality above 70 are generally high quality. 90 and above are don't miss. Poop emojis are reserved for games of quality less than 5 and carry their own entertainment value.
** Game times in Eastern.

Sat, Jun 14, 2025 1 game

Final
100
FLA
44%
5
EDM
56%
2

Thu, Jun 12, 2025 1 game

Final/OT
100
EDM
43%
5
FLA
57%
4

Mon, Jun 9, 2025 1 game

Final
100
EDM
45%
1
FLA
55%
6

Fri, Jun 6, 2025 1 game

Final/OT2
100
FLA
48%
5
EDM
52%
4

Wed, Jun 4, 2025 1 game

Final/OT
100
FLA
49%
3
EDM
51%
4

Thu, May 29, 2025 1 game

Final
100
EDM
49%
6
DAL
51%
3

Wed, May 28, 2025 1 game

Final
99
FLA
49%
5
CAR
51%
3

Tue, May 27, 2025 1 game

Final
100
DAL
40%
1
EDM
60%
4

Mon, May 26, 2025 1 game

Final
100
CAR
47%
3
FLA
53%
0

Sun, May 25, 2025 1 game

Final
100
DAL
42%
1
EDM
58%
6

Sat, May 24, 2025 1 game

Final
100
CAR
44%
2
FLA
56%
6

Fri, May 23, 2025 1 game

Final
100
EDM
43%
3
DAL
57%
0

Thu, May 22, 2025 1 game

Final
100
FLA
45%
5
CAR
55%
0

Wed, May 21, 2025 1 game

Final
100
EDM
48%
3
DAL
52%
6

Tue, May 20, 2025 1 game

Final
100
FLA
49%
5
CAR
51%
2

Sun, May 18, 2025 1 game

Final
97
FLA
44%
6
TOR
56%
1

Sat, May 17, 2025 1 game

Final/OT
100
WPG
47%
1
DAL
53%
2

Fri, May 16, 2025 1 game

Final
97
TOR
43%
2
FLA
57%
0

Thu, May 15, 2025 2 games

Final
85
CAR
47%
3
WSH
53%
1
Final
100
DAL
43%
0
WPG
57%
4

Wed, May 14, 2025 2 games

Final
97
FLA
43%
6
TOR
57%
1
Final/OT
97
EDM
47%
1
VEG
53%
0

Tue, May 13, 2025 1 game

Final
100
WPG
46%
1
DAL
54%
3

Mon, May 12, 2025 2 games

Final
85
WSH
42%
2
CAR
58%
5
Final
97
VEG
42%
0
EDM
58%
3

Sun, May 11, 2025 2 games

Final
100
WPG
48%
2
DAL
52%
5
Final
97
TOR
47%
0
FLA
53%
2

Sat, May 10, 2025 2 games

Final
100
WSH
49%
0
CAR
51%
4
Final
97
VEG
41%
4
EDM
59%
3

Fri, May 9, 2025 2 games

Final/OT
100
TOR
40%
4
FLA
60%
5
Final
99
DAL
49%
0
WPG
51%
4

Thu, May 8, 2025 2 games

Final
100
CAR
42%
1
WSH
58%
3
Final/OT
100
EDM
47%
5
VEG
53%
4

Wed, May 7, 2025 2 games

Final
100
FLA
43%
3
TOR
57%
4
Final
100
DAL
44%
3
WPG
56%
2

Tue, May 6, 2025 2 games

Final/OT
100
CAR
48%
2
WSH
52%
1
Final
100
EDM
45%
4
VEG
55%
2

Mon, May 5, 2025 1 game

Final
100
FLA
49%
4
TOR
51%
5

What is this?

This is an elo forecast based on FiveThirtyEight's deprecated NHL Elo model and forecast. You can read about how the original version works on FiveThirtyEight's website. Model credit to @ryanabest and @neil_paine, with modifications outlined below. This website is not affiliated with FiveThirtyEight or ABC News.

Current Version

The current version of the projections builds on FiveThirtyEight's model, biasing parameters to the salary-cap era. We tune home-ice advantage from 50 to 42, and increase the K-factor from 6 to 8. We also add a Vegas totals bias to the teams' season starting elo, rather than relying solely on a regressed season-ending elo, which short-cuts learning any off-season movement.

How does it work?

Each team is given an elo score, which is effectively their strength relative to other teams. At the start of the eason, this score is a blend of their previous season's ending elo, regressed to the mean, and an implied elo derived from the Vegas season point total projections. Before each game, we compute the probability of each team winning based on their elo ratings and other factors like home ice advantage. After each game is played, we update the teams' scores based based on who won, by how much, who was originally expected to win, etc.

To simulate the season, we go game by game, randomly picking a winner of each game weighted on their pre-game probabilities. We then update their elo rating as described above as if they really played the game, and continue to the next game. We do this for the whole season (including playoffs) tens of thousands of times, recording how each team did in each full season simulation.

We then average their results across simulated seasons to get the probability of making the playoffs or winning the cup, etc., which are presented in the table above. For example, if the Edmonton Oilers won the cup 6,000 times in 50,000 simulations, they would show a 12% chance of winning the cup in the table above. If the Leafs won the cup 5,000 times, the table would show 10%, but we'd all know the true probability is still 0.

Is it accurate?

These projections have been shown to be exceptionally well-calibrated over the years when 538 was doing it, and last year when I did it. So across a season, they're quite reliable. When you factor in the simplicity of the modeling, the ROI on effort to results is quite frankly astounding. (As an aside, other projections websites go to mind-bending lengths incuding things like puck locations and player tracking, and achieve only marginally better results.)

However, there are shortfalls to the system, especially at the game level. It doesn't account for day-to-day changes like injuries, trades, suspensions, coaching changes, etc. When these things happen, it can take a few games for the elo score to capture the impact, and so any given game could be poorly calibrated in the short term. One way to think about this is if the Vegas money line is significantly different from the elo projection, it's not a value find but an indication that there's a significant factor the model doesn't know about.

How do I use this to gamble?

You don't. I'm just some random guy on the internet (see below) and this could go away at any time. It's made for entertainment and hockey obsession purposes only.

Why do this?

I'm a super fan of both hockey and elo ratings. So when I learned that FiveThirtyEight wasn't doing their forecasts last season, I shed a few tears. Ironically, a hockey injury gave me some extra time back in my week, which I used to build this.

Who made this?

I'm a software engineer, machine learning practioner and beer league hockey player. My day job is building software for Coastline, a driving education startup.