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1901 I. Osztály Season

20 games

Final

Champion

Budapesti

2 points · 1st Title

Relegated

No relegation

Biggest Overachiever

Budapest TC

2.18 points above expected

16 points · 13.82 expected points

Biggest Disappointment

Budapesti

2.55 points below expected

2 points · 4.55 expected points

League Table

The final standings for the season. vsSim shows actual points minus the simulation's mean — positive means the team overachieved against the model, negative means they underperformed.

# Team GP W D L Pts GF GA GD SimPts vsSim
1 Budapest TC 8 8 0 0 16 37 5 +32 13.82 +2.18
2 Magyar Uszo Egylet 8 5 0 3 10 17 20 -3 8.67 +1.33
3 Ferencvaros 8 3 1 4 7 20 28 -8 8.05 -1.05
4 Muegyetemi 8 2 1 5 5 11 8 +3 4.91 +0.09
5 Budapesti Champion 8 1 0 7 2 7 31 -24 4.55 -2.55

Top Overachievers & Disappointments

Teams that most beat — or most fell short of — their simulated point projections. A positive vsSim means the team accumulated more points than the model expected on average; a negative one means fewer.

Biggest Overachievers

# Team Actual Sim vsSim
1 Budapest TC 16 13.82 +2.18
2 Magyar Uszo Egylet 10 8.67 +1.33
3 Muegyetemi 5 4.91 +0.09
4 Ferencvaros 7 8.05 -1.05
5 Budapesti 2 4.55 -2.55

Biggest Disappointments

# Team Actual Sim vsSim
1 Budapesti 2 4.55 -2.55
2 Ferencvaros 7 8.05 -1.05
3 Muegyetemi 5 4.91 +0.09
4 Magyar Uszo Egylet 10 8.67 +1.33
5 Budapest TC 16 13.82 +2.18

Top Streaks

Ranked by model unlikelihood — the product of pregame W/D/L probabilities over the games in each team's streak. A short streak by a poor team can outrank a longer one by a strong team since the poor team's per-game probabilities were lower going in. Unbeaten counts consecutive wins or ties; Winless counts consecutive losses or ties.

Most Unlikely Winning Streaks

# Team Games Dates Probability
1 Budapesti 1 Nov 23 – Nov 23 1 in 27
2 Magyar Uszo Egylet 3 Apr 21 – Oct 6 1 in 14
3 Budapest TC 8 Feb 17 – Nov 1 1 in 6
4 Ferencvaros 2 Nov 5 – Nov 16 1 in 4
5 Muegyetemi 1 Mar 10 – Mar 10 73%

Most Unlikely Losing Streaks

# Team Games Dates Probability
1 Muegyetemi 4 Oct 13 – Nov 23 1 in 228
2 Ferencvaros 2 Apr 21 – May 1 1 in 8
3 Budapesti 6 Feb 17 – Nov 5 1 in 6
4 Magyar Uszo Egylet 2 Feb 24 – Mar 10 60%

Most Unlikely Unbeaten Streaks

# Team Games Dates Probability
1 Budapesti 1 Nov 23 – Nov 23 1 in 10
2 Magyar Uszo Egylet 3 Apr 21 – Oct 6 1 in 8
3 Ferencvaros 2 Jun 1 – Jun 16 1 in 6
4 Budapest TC 8 Feb 17 – Nov 1 1 in 3
5 Muegyetemi 3 Mar 10 – Jun 23 60%

Most Unlikely Winless Streaks

# Team Games Dates Probability
1 Muegyetemi 4 Oct 13 – Nov 23 1 in 54
2 Ferencvaros 3 Apr 21 – Jun 1 1 in 7
3 Budapesti 6 Feb 17 – Nov 5 1 in 3
4 Magyar Uszo Egylet 2 Feb 24 – Mar 10 71%

Position Race

Each team’s league position across the whole season. Colored teams are the season’s headline finishers — champion, promoted, and relegated; everyone else is gray as context.

Recent Form

Each team’s last 5 games, hottest first. Form shows the results (navy win, gray draw, red loss, newest on the right); the bars show Elo change over the window, points taken, points expected from the odds, and actual minus expected. Beside each team: current Elo and season points.

Team Elo Season Pts Form Elo Δ (5) Points (5) Expected (5) Actual − Exp
Budapest TC 2151 14 +191 10 8.9 +1.1
Magyar Uszo Egylet 1626 8 +245 8 5.7 +2.3
Muegyetemi 1624 5 +38 5 5.1 -0.1
Ferencvaros 1557 5 +204 5 4.4 +0.6
Budapesti 975 0 -298 0 1.4 -1.4

Head-to-Head

Each cell shows a team's record in that matchup (row vs column, formatted W-D-L) with the model's expected points on the line below. Navy-tinted cells mean the team beat the model's expectations by more than one point in that matchup; gold-tinted cells mean they fell short by the same margin.

Beat expectations Fell short Within expectations
Team BT BUD FER MUE MUE
Budapest TC —
2-0-0
4.74
2-0-0
5.32
2-0-0
4.79
2-0-0
5.13
Budapesti
0-0-2
1.13
—
0-0-2
1.60
0-0-2
0.58
1-0-1
0.29
Ferencvaros
0-0-2
0.55
2-0-0
4.27
—
0-0-2
3.41
1-1-0
1.60
Magyar Uszo Egylet
0-0-2
1.08
2-0-0
5.28
2-0-0
2.46
—
1-0-1
2.50
Muegyetemi
0-0-2
0.74
1-0-1
5.58
0-1-1
4.26
1-0-1
3.37
—

Points vs. Goals Scored, Allowed, and Differential

Points plotted against goals scored, allowed, and differential. Use the buttons to switch views; hover a team for exact values. The table gives each fit's R² and slope (the change in points per 10 goals).

Fit Metrics

R² Slope
Scored 0.91 +4.4
Allowed 0.40 -2.9
Differential 0.81 +2.3

Scoreline Distribution

Percentage of games ending with each combination of team-goals (rows) and opponent-goals (columns). The diagonal shows draws; cells below the diagonal are wins from the row team's perspective, cells above are losses. Marginal totals on the right and bottom show how often each goal count occurred regardless of opponent. Use the picker to switch between the league-wide view and any individual team.

↓ Scored | Allowed →012345+Total
0———2.50%7.50%7.50%17.50%
1———2.50%—2.50%5.00%
2——5.00%2.50%2.50%2.50%12.50%
32.50%2.50%2.50%——5.00%12.50%
47.50%—2.50%——2.50%12.50%
5+7.50%2.50%2.50%5.00%2.50%20.00%40.00%
Total17.50%5.00%12.50%12.50%12.50%40.00%100%

Summary Statistics

Scored Allowed Difference
Mean 2.10 2.10 +0.00
SD 2.49 2.49 3.49
CV 1.19 1.19 —
Max 8 8 +8
Min -1 -1 -8

Games Played: 20

↓ Scored | Allowed →012345+Total
0———————
1———————
2———————
312.50%—————12.50%
412.50%—————12.50%
5+37.50%—12.50%12.50%—12.50%75.00%
Total62.50%—12.50%12.50%—12.50%100%

Summary Statistics

Scored Allowed Difference
Mean 4.50 0.50 +4.00
SD 2.73 1.31 2.62
CV 0.61 2.62 —
Max 8 3 +8
Min -1 -1 +0

Games Played: 8

↓ Scored | Allowed →012345+Total
0————37.50%12.50%50.00%
1—————12.50%12.50%
2————12.50%—12.50%
3———————
4—————12.50%12.50%
5+—————12.50%12.50%
Total————50.00%50.00%100%

Summary Statistics

Scored Allowed Difference
Mean 0.75 3.75 -3.00
SD 1.58 1.98 1.77
CV 2.11 0.53 —
Max 4 5 +0
Min -1 -1 -5

Games Played: 8

↓ Scored | Allowed →012345+Total
0—————12.50%12.50%
1———————
2——12.50%12.50%——25.00%
3—————25.00%25.00%
4———————
5+—12.50%——12.50%12.50%37.50%
Total—12.50%12.50%12.50%12.50%50.00%100%

Summary Statistics

Scored Allowed Difference
Mean 2.38 3.38 -1.00
SD 2.13 2.77 3.42
CV 0.90 0.82 —
Max 5 8 +4
Min -1 -1 -8

Games Played: 8

↓ Scored | Allowed →012345+Total
0———12.50%—12.50%25.00%
1———12.50%——12.50%
2———————
3——12.50%———12.50%
412.50%—12.50%———25.00%
5+———12.50%—12.50%25.00%
Total12.50%—25.00%37.50%—25.00%100%

Summary Statistics

Scored Allowed Difference
Mean 2.00 2.38 -0.38
SD 2.27 2.39 3.50
CV 1.13 1.00 —
Max 5 7 +4
Min -1 -1 -7

Games Played: 8

↓ Scored | Allowed →012345+Total
0———————
1———————
2——12.50%——12.50%25.00%
3—12.50%————12.50%
412.50%—————12.50%
5+—————50.00%50.00%
Total12.50%12.50%12.50%——62.50%100%

Summary Statistics

Scored Allowed Difference
Mean 0.88 0.50 +0.38
SD 2.10 2.14 2.00
CV 2.40 4.28 —
Max 4 5 +4
Min -1 -1 -3

Games Played: 8

Season Summary

Every team's regular-season finish compared against 100,000 simulations. Click any column header to sort. Luck is the team's actual points minus the sim's mean — positive means the team beat the model. Percentile is where the actual result fell in the team's sim distribution (e.g. 90% = the team did this well or better in only 10% of sims).

Team Elo Points Avg Luck Percentile Min 5th Q1 Median Q3 95th Max
Budapest TC 2151 16 13.82 +2.18 100.0% 7 10 13 14 15 16 16
Magyar Uszo Egylet 1626 10 8.67 +1.33 84.0% 4 5 8 9 10 12 14
Muegyetemi 1624 5 4.91 +0.09 57.0% 1 2 4 5 6 7 8
Ferencvaros 1557 7 8.05 -1.05 37.0% 4 5 7 8 9 12 13
Budapesti 975 2 4.55 -2.55 12.0% 2 2 4 4 6 7 10

Point Totals in Context

How did each team's actual results compare to their simulated points, Elo rating, average opponent Elo, and percentile within simulated outcomes? Use the buttons to switch between views. In each chart, dashed crosshairs at the league means split the plot into four quadrants: pastel green (team did well, model agreed), pastel red (team did poorly, model agreed), and pastel yellow (model and reality disagreed).

Home-Field Advantage Edge

The simulation applies the same home-field boost to every game across the league, so the per-game home win probabilities bake in the model's idea of HFA. For each team, we sum expected points at home and compare to actual home points, and the same on the road. The bar shows (home points above expected) minus (away points above expected). A tall positive bar means the team's home/road split exceeded what the model predicted — a real fortress effect. A tall negative bar means the reverse: they played worse at home or better on the road than expected.

Season Trends

How each metric evolved across the season - Elo rating, actual and projected points, title/promotion probability, and relegation probability - day by day.

Edges & Scoring

How these are measured

The navy dot is the actual value, the gold line and key are the model's reference where one applies, and the slate ticks are the cutoffs between read labels listed under each metric.

Home Edge
Share of matches won by the home team minus the share won by the away team.
No Edge: under 14.5% * Slight Edge: 14.5% to 20.5% * Clear Edge: 20.5% to 27% * Strong Edge: 27% and up.
Elo Value
Number of Elo rating points one goal is worth. A team this many Elo points better than another is expected to win by one goal on a neutral field.
Scoring Tilt
Average home goals minus average away goals per match. The gold line is the home goals edge implied by the scoring value of an Elo point and the home-field Elo bonus.
Road-Tilted: under -0.2 * Neutral: -0.2 to 0.5 * Home-Tilted: 0.5 to 1.2 * Strong Home: 1.2 and up.
Home Edge
HomeDrawAway
+15.00%
Slight Edge
55.00%5.00%40.00%
Elo Value
Home Edge
185 Elo
0.005 goals per Elo point
052.51500
Scoring Tilt
Expected
+0.80 goals
Home-Tilted
-2+0.28+2

Title Race

How these are measured

The navy dot is the actual value, the gold line and key are the model's reference where one applies, and the slate ticks are the cutoffs between read labels listed under each metric.

Title-Race Openness
Effective number of teams with a live shot at finishing 1st, from the simulation. 1 means the favorite is a near-lock; larger means a wide-open race. Equal to 1 divided by the sum of squared title odds.
One-Team Race: under 2 * Top-Heavy: 2 to 3 * Open: 3 to 4 * Wide Open: 4 and up.
Champion Preseason Odds
Preseason probability that the eventual champion would finish 1st, from the simulation. The dot marks their rank across all teams, from longshot to favorite.
Preseason Favorite: 1st * Among the Favorites: 2nd * Middle of the Pack: 3rd * Longshot: 4th or lower.
Title Margin
Points-per-game gap between the champion and the runner-up. Shown per game so it reads the same across long and short seasons. The gold line is the winning margin the model expected, so a dot to the right means a more one-sided race than projected. A title won on goal difference shows 0.00.
Photo Finish: under 0.08 * Tight Race: 0.08 to 0.15 * Comfortable: 0.15 to 0.27 * Runaway: 0.27 and up.
Title-Race Openness
1.1
One-Team Race
12345
Champion Preseason Odds
0%
Budapesti, 5th of 5
LongshotFavorite
Title Margin
Expected
0.75/gm
Runaway
00.551/gm

Simulation-Based Surprises

How these are measured

The navy dot is the actual value, the gold line and key are the model's reference where one applies, and the slate ticks are the cutoffs between read labels listed under each metric.

Luck Spread
Standard deviation of the gap between each team's actual points and their simulated average points. The gold line is the spread the model expected from chance alone.
As Expected: under 1.42 * Some Luck: 1.42 to 2.14 * Lucky: 2.14 to 2.85 * Wild Swing: 2.85 and up.
Average Finish Error
Average gap between where each team was projected to finish and where they actually finished in the table.
Pinpoint: under 0.37 * Close: 0.37 to 0.55 * Off: 0.55 to 0.73 * Way Off: 0.73 and up.
Biggest Overachiever
The team that finished highest inside its own range of simulated outcomes. The gold line is where the top team in a league of 5 typically lands.
Biggest Underachiever
The team that finished lowest inside its own range of simulated outcomes. The gold line is where the bottom team in a league of 5 typically lands.
Season Outliers
Number of teams that finished above the 95th or below the 5th percentile of their own simulated range. Even a well-calibrated model expects about 10% of teams in the extremes.
Minimal Outliers: under 5 * As Expected: 5 to 8 * Several Outliers: 8 to 11 * Many Outliers: 11 and up.
Luck Spread
Expected
1.68 points
Some Luck
01.784
Average Finish Error
Expected
0.00
Pinpoint
00.461
Biggest Overachiever
Expected
100.00%
Budapest TC
5090.00%100
Biggest Underachiever
Expected
12.00%
Budapesti
010.00%50
Season Outliers
Expected
1 of 5
Minimal Outliers
00.55

Parity

How these are measured

The navy dot is the actual value, the gold line and key are the model's reference where one applies, and the slate ticks are the cutoffs between read labels listed under each metric.

Gini Index
How evenly points were spread across the league. Lower means a tight, balanced table; higher means a few teams ran off with most of the points.
Balanced: under 0.15 * Even: 0.15 to 0.17 * Top-Heavy: 0.17 to 0.21 * Lopsided: 0.21 and up.
Noll-Scully
Take a league where every match is a coin flip and nobody is better than anybody. You would still get a table, with a leader and a bottom club, purely by luck, and you can work out how far apart that table would be. This is the real table measured against it. At 1.00 the season was no more spread out than pure chance; at 2.00 it was twice as spread out, which takes genuine differences in quality. Dividing by the luck figure is what makes seasons of different lengths comparable, because a short season spreads a table by luck alone far more than a long one does. Elo SD in the corner is the same question in rating points: how far apart the teams finished on the ratings.
Coin-Flip Parity: under 1.6 * Moderate Separation: 1.6 to 1.85 * Strong Separation: 1.85 to 2.15 * Wide Separation: 2.15 and up.
Interquartile Edge
Chance the team at the 75th percentile of Elo would beat the team at the 25th percentile on a neutral field. Higher means a bigger gap between the upper and lower half of the table.
Even: under 65.5% * Slight Edge: 65.5% to 71% * Clear Edge: 71% to 75.5% * Wide Edge: 75.5% and up.
Best vs. Worst
Chance the top-rated team would beat the bottom-rated team on a neutral field. The gold line is how large that gap tends to be in a league of this size; a dot to the right flags an unusually dominant or unusually weak team.
Even: under 88.5% * Clear Edge: 88.5% to 92.5% * Strong Edge: 92.5% to 96.5% * Dominant: 96.5% and up.
Close Games
Share of matches decided by 1 goal or fewer, draws included. The gold line is how many close games the matchups and the scoring value of an Elo point predict.
Few: under 50% * Some Drama: 50% to 59.5% * Frequent: 59.5% to 63.5% * Very Frequent: 63.5% and up.
Blowouts
Share of matches decided by 3 goals or more. The gold line is how many routs the matchups and the scoring model predict.
Rare: under 15.5% * Occasional: 15.5% to 20% * Frequent: 20% to 30% * Very Frequent: 30% and up.
Gini Index
0.33
Lopsided
00.150.210.5
Noll-Scully
Elo SD: 417.20
1.94
Strong Separation
11.61.852.152.75
Interquartile Edge
60%
Even
50%65.5%75.5%100%
Best vs. Worst
Baseline 100%
100%
Dominant
50%100%
Close Games
Expected
35%
Few
0%33%100%
Blowouts
Expected
45%
Very Frequent
0%47%100%

Predictability

How these are measured

The navy dot is the actual value, the gold line and key are the model's reference where one applies, and the slate ticks are the cutoffs between read labels listed under each metric.

Brier Score
How close the pregame probabilities landed to the actual result, averaged over the season. Confident, correct calls are rewarded most; confident misses are punished most. Lower is better; since draws are possible, a score under 0.66 beats guessing the base rate.
Highly Predictable: under 0.56 * Predictable: 0.56 to 0.62 * Hard to Predict: 0.62 to 0.66 * Coin-Flip: 0.66 and up.
Matchup Imbalance
How lopsided the matchups were on paper, averaging the gap between the two win probabilities over their sum. 0 means every match was a toss-up; 1 means every match was a heavy favorite against a big underdog.
Very Even: under 0.4 * Slight Separation: 0.4 to 0.47 * Notable Separation: 0.47 to 0.53 * Lopsided: 0.53 and up.
Strangeness
How wild the final table was versus what the model expected. A value of 1 means teams landed about one standard deviation from their projections on average. Above 1 is a stranger season; below 1 hugged the projections.
Very Predictable: under 0.8 * As Expected: 0.8 to 1.1 * Wilder Than Modeled: 1.1 to 1.4 * Chaotic: 1.4 and up.
Repeatability
How closely the final table order matched the preseason Elo order, by Spearman rank correlation. Higher means last season's ratings strongly predicted this season's finish. Shows N/A for an inaugural season.
Weak Carryover: under 0.45 * Some Carryover: 0.45 to 0.59 * Strong Carryover: 0.59 to 0.72 * Near-Lock: 0.72 and up.
Upset Rate
Share of matches the underdog won. The gold line is how often the model expected underdogs to win; a dot to the right means upsets ran hotter than expected.
Chalky: under 18% * As Expected: 18% to 21% * Upset-Prone: 21% to 24% * Very Upset-Prone: 24% and up.
Clear Favorite Upset Rate
Share of matches the underdog won, counting only games with a clear favorite (at least 60% likely to win once a draw is set aside). The gold line is how often the model expected these favorites to slip.
Solid Favorites: under 15.5% * As Expected: 15.5% to 18.5% * Shaky Favorites: 18.5% to 21% * Very Shaky: 21% and up.
Brier Score
Expected
0.37
Highly Predictable
00.332
Matchup Imbalance
0.66
Lopsided
00.40.5
Strangeness
Expected
0.89
As Expected
01.002
Repeatability
N/A
No prior ratings
00.450.590.721
Upset Rate
Expected
20%
As Expected
0%16%50%
Clear Favorite Upset Rate
Expected
16%
As Expected
0%14%50%

Calibration

How these are measured

The navy dot is the actual value, the gold line and key are the model's reference where one applies, and the slate ticks are the cutoffs between read labels listed under each metric.

Probability calibration
An all-in-one chi-square test of the model's probabilities. Matches are grouped by how confident the model was, and within each group the predicted and actual counts of home wins, draws, and away wins are compared. The p-value is plotted; above 0.05 means well-calibrated.
Miscalibrated: under 0.05 * Borderline: 0.05 to 0.1 * Well Calibrated: 0.1 to 0.5 * Excellent: 0.5 and up.
Probability calibration
0.73
Excellent
0.010.050.10.51

Final Table Odds

Each cell is the probability — across 100,000 simulations — that the team (row) finished at that position (column). Rows are sorted by actual finish (champion at top, bottom of the table at the bottom).

Team12345
Budapest TC95.00%3.00%2.00%——
Magyar Uszo Egylet3.00%63.00%20.00%10.00%4.00%
Ferencvaros2.00%30.00%51.00%10.00%7.00%
Muegyetemi—1.00%21.00%53.00%25.00%
Budapesti—3.00%6.00%27.00%64.00%

Points Required Per Position

The empirical CDF of simulated point totals per finishing position. Each curve shows, for one position (1st, 2nd, ..., last), the spread of point totals teams accumulated across simulations. Reading the curve at the 50% mark gives the median points typically needed to finish at that position. Steep curves mean the position is tightly clustered around a particular point range; shallow curves mean the position came with a wide variety of point totals.

Next-Season Status

Across 100,000 regular-season simulations, the probability of each team's next-season status. Columns appear in best-to-worst outcome order: promotion-positive on the left, relegation-positive on the right. Cells with darker shading indicate higher likelihood.

Team Same level
Budapest TC 100%
Budapesti 100%
Ferencvaros 100%
Magyar Uszo Egylet 100%
Muegyetemi 100%

Overall Game Log

Summary of every completed game this season. Sort any column by clicking its header.

Date Opponent ScoreExcitement Pre Elo Opp Elo Win % Tie % Loss %Proj. Margin Elo Δ Points
1901-02-17 Budapesti W 4-045.5 1587 1587 60.29% 6.63% 33.08%+0.28 +232.9 2
1901-02-17 @ Budapest TC L 0-445.5 1587 1587 33.08% 6.63% 60.29%-0.28 -232.9 0
1901-02-24 Magyar Uszo Egylet W 7-042.0 1820 1587 81.97% 6.62% 11.41%+1.54 +140.9 4
1901-02-24 @ Budapest TC L 0-742.0 1587 1820 11.41% 6.62% 81.97%-1.54 -140.8 0
1901-03-03 Muegyetemi W 5-252.5 1960 1587 87.98% 6.62% 5.41%+2.30 +22.2 6
1901-03-03 @ Budapest TC L 2-552.5 1587 1960 5.41% 6.62% 87.98%-2.30 -22.2 0
1901-03-10 Magyar Uszo Egylet W 3-143.3 1564 1446 73.43% 6.63% 19.95%+0.92 +65.4 2
1901-03-10 @ Muegyetemi L 1-343.3 1446 1564 19.95% 6.63% 73.43%-0.92 -65.4 0
1901-04-21 Magyar Uszo Egylet L 3-569.7 1587 1380 80.32% 6.62% 13.06%+1.40 -212.0 0
1901-04-21 @ Ferencvaros W 5-369.7 1380 1587 13.06% 6.62% 80.32%-1.40 +212.0 2
1901-05-01 Ferencvaros W 8-039.4 1983 1375 91.94% 6.60% 1.46%+3.57 +20.8 8
1901-05-01 @ Budapest TC L 0-839.4 1375 1983 1.46% 6.60% 91.94%-3.57 -20.8 0
1901-06-01 Muegyetemi D 2-267.7 1354 1630 23.93% 6.63% 69.45%-1.21 +16.3 1
1901-06-01 @ Ferencvaros D 2-267.7 1630 1354 69.45% 6.63% 23.93%+1.21 -16.3 3
1901-06-06 Budapesti W 4-031.2 1592 1354 82.30% 6.62% 11.08%+1.57 +80.8 4
1901-06-06 @ Magyar Uszo Egylet L 0-431.2 1354 1592 11.08% 6.62% 82.30%-1.57 -80.8 0
1901-06-16 Ferencvaros L 1-540.4 1273 1370 46.94% 6.63% 46.43%-0.24 -269.9 0
1901-06-16 @ Budapesti W 5-140.4 1370 1273 46.43% 6.63% 46.94%+0.24 +269.9 3
1901-06-23 Budapesti W 4-021.3 1614 1003 91.96% 6.60% 1.44%+3.58 +10.7 5
1901-06-23 @ Muegyetemi L 0-421.3 1003 1614 1.44% 6.60% 91.96%-3.58 -10.7 0
1901-10-06 Ferencvaros W 3-259.3 1673 1640 64.39% 6.63% 28.98%+0.46 +51.3 6
1901-10-06 @ Magyar Uszo Egylet L 2-359.3 1640 1673 28.98% 6.63% 64.39%-0.46 -51.3 3
1901-10-13 Budapest TC FL72.9 1624 2004 14.77% 6.62% 78.61%-1.77 +0.0 5
1901-10-13 @ Muegyetemi FW72.9 2004 1624 78.61% 6.62% 14.77%+1.77 +0.0 10
1901-10-20 Budapest TC L 3-560.3 1589 2004 12.37% 6.62% 81.01%-1.96 -34.7 3
1901-10-20 @ Ferencvaros W 5-360.3 2004 1589 81.01% 6.62% 12.37%+1.96 +34.7 12
1901-10-27 Budapest TC L 0-347.5 1725 2038 20.19% 6.62% 73.18%-1.41 -111.0 6
1901-10-27 @ Magyar Uszo Egylet W 3-047.5 2038 1725 73.18% 6.62% 20.19%+1.41 +111.0 14
1901-11-01 Budapest TC L 0-533.9 992 2149 0.20% 6.55% 93.26%-5.97 -1.8 0
1901-11-01 @ Budapesti W 5-033.9 2149 992 93.26% 6.55% 0.20%+5.97 +1.8 16
1901-11-05 Budapesti W 5-442.7 1554 991 91.52% 6.60% 1.88%+3.33 +3.3 5
1901-11-05 @ Ferencvaros L 4-542.7 991 1554 1.88% 6.60% 91.52%-3.33 -3.4 0
1901-11-09 Muegyetemi FW70.2 1614 1624 58.90% 6.63% 34.47%+0.23 +0.0 8
1901-11-09 @ Magyar Uszo Egylet FL70.2 1624 1614 34.47% 6.63% 58.90%-0.23 +0.0 5
1901-11-16 Ferencvaros FL69.0 1624 1557 68.23% 6.63% 25.14%+0.65 +0.0 5
1901-11-16 @ Muegyetemi FW69.0 1557 1624 25.14% 6.63% 68.23%-0.65 +0.0 7
1901-11-23 Muegyetemi FW54.1 987 1624 3.77% 6.61% 89.62%-3.16 +0.0 2
1901-11-23 @ Budapesti FL54.1 1624 987 89.62% 6.61% 3.77%+3.16 +0.0 5
1901-11-30 Magyar Uszo Egylet L 2-434.2 987 1614 4.01% 6.61% 89.39%-3.10 -12.1 2
1901-11-30 @ Budapesti W 4-234.2 1614 987 89.39% 6.61% 4.01%+3.10 +12.1 10

Biggest Upsets

The 25 games where the underdog won despite the lowest pregame win probability. Underdog Win % is the winner's pregame chance of winning the game (lower = bigger upset). @ before a team name indicates the away side. An asterisk (*) after the date marks a playoff game.

# Date Underdog Win % Winning Team Losing Team
Team Elo Score Team Elo Score
1 1901-04-21 13.06% Magyar Uszo Egylet 1380 5 @ Ferencvaros 1587 3
2 1901-06-16 46.43% Ferencvaros 1370 5 @ Budapesti 1273 1

Biggest Elo Changes

The 25 games that resulted in the largest shift in Elo rating.

# Date Elo Δ Winning Team Losing Team Tie %
Team Score Elo Win % Team Score Elo Win %
1 1901-06-16 269.91 Ferencvaros 5 1370 46.43% @ Budapesti 1 1273 46.94% 6.63%
2 1901-02-17 232.94 @ Budapest TC 4 1587 60.29% Budapesti 0 1587 33.08% 6.63%
3 1901-04-21 212.02 Magyar Uszo Egylet 5 1380 13.06% @ Ferencvaros 3 1587 80.32% 6.62%
4 1901-02-24 140.85 @ Budapest TC 7 1820 81.97% Magyar Uszo Egylet 0 1587 11.41% 6.62%
5 1901-10-27 111.01 Budapest TC 3 2038 73.18% @ Magyar Uszo Egylet 0 1725 20.19% 6.62%
6 1901-06-06 80.75 @ Magyar Uszo Egylet 4 1592 82.30% Budapesti 0 1354 11.08% 6.62%
7 1901-03-10 65.42 @ Muegyetemi 3 1564 73.43% Magyar Uszo Egylet 1 1446 19.95% 6.63%
8 1901-10-06 51.34 @ Magyar Uszo Egylet 3 1673 64.39% Ferencvaros 2 1640 28.98% 6.63%
9 1901-10-20 34.70 Budapest TC 5 2004 81.01% @ Ferencvaros 3 1589 12.37% 6.62%
10 1901-03-03 22.25 @ Budapest TC 5 1960 87.98% Muegyetemi 2 1587 5.41% 6.62%
11 1901-05-01 20.84 @ Budapest TC 8 1983 91.94% Ferencvaros 0 1375 1.46% 6.60%
12 1901-06-01 16.29 @ Ferencvaros 2 1354 23.93% Muegyetemi 2 1630 69.45% 6.63%
13 1901-11-30 12.06 Magyar Uszo Egylet 4 1614 89.39% @ Budapesti 2 987 4.01% 6.61%
14 1901-06-23 10.68 @ Muegyetemi 4 1614 91.96% Budapesti 0 1003 1.44% 6.60%
15 1901-11-05 3.35 @ Ferencvaros 5 1554 91.52% Budapesti 4 991 1.88% 6.60%
16 1901-11-01 1.80 Budapest TC 5 2149 93.26% @ Budapesti 0 992 0.20% 6.55%

Most & Least Exciting Games

The season’s games ranked by excitement rating (0–100) — a blend of closeness, upset, team quality, and scoring. An asterisk (*) after the date indicates a playoff game.

# Date Excitement Winning Team Losing Team Tie %
Team Score Elo Win % Team Score Elo Win %
1 1901-04-21 69.7 Magyar Uszo Egylet 5 1380 13.06% @ Ferencvaros 3 1587 80.32% 6.62%
2 1901-06-01 67.7 @ Ferencvaros 2 1354 23.93% Muegyetemi 2 1630 69.45% 6.63%
3 1901-10-20 60.3 Budapest TC 5 2004 81.01% @ Ferencvaros 3 1589 12.37% 6.62%
4 1901-10-06 59.3 @ Magyar Uszo Egylet 3 1673 64.39% Ferencvaros 2 1640 28.98% 6.63%
5 1901-03-03 52.5 @ Budapest TC 5 1960 87.98% Muegyetemi 2 1587 5.41% 6.62%
6 1901-10-27 47.5 Budapest TC 3 2038 73.18% @ Magyar Uszo Egylet 0 1725 20.19% 6.62%
7 1901-02-17 45.5 @ Budapest TC 4 1587 60.29% Budapesti 0 1587 33.08% 6.63%
8 1901-03-10 43.3 @ Muegyetemi 3 1564 73.43% Magyar Uszo Egylet 1 1446 19.95% 6.63%
9 1901-11-05 42.7 @ Ferencvaros 5 1554 91.52% Budapesti 4 991 1.88% 6.60%
10 1901-02-24 42.0 @ Budapest TC 7 1820 81.97% Magyar Uszo Egylet 0 1587 11.41% 6.62%
11 1901-06-16 40.4 Ferencvaros 5 1370 46.43% @ Budapesti 1 1273 46.94% 6.63%
12 1901-05-01 39.4 @ Budapest TC 8 1983 91.94% Ferencvaros 0 1375 1.46% 6.60%
13 1901-11-30 34.2 Magyar Uszo Egylet 4 1614 89.39% @ Budapesti 2 987 4.01% 6.61%
14 1901-11-01 33.9 Budapest TC 5 2149 93.26% @ Budapesti 0 992 0.20% 6.55%
15 1901-06-06 31.2 @ Magyar Uszo Egylet 4 1592 82.30% Budapesti 0 1354 11.08% 6.62%
16 1901-06-23 21.3 @ Muegyetemi 4 1614 91.96% Budapesti 0 1003 1.44% 6.60%
# Date Excitement Winning Team Losing Team Tie %
Team Score Elo Win % Team Score Elo Win %
1 1901-06-23 21.3 @ Muegyetemi 4 1614 91.96% Budapesti 0 1003 1.44% 6.60%
2 1901-06-06 31.2 @ Magyar Uszo Egylet 4 1592 82.30% Budapesti 0 1354 11.08% 6.62%
3 1901-11-01 33.9 Budapest TC 5 2149 93.26% @ Budapesti 0 992 0.20% 6.55%
4 1901-11-30 34.2 Magyar Uszo Egylet 4 1614 89.39% @ Budapesti 2 987 4.01% 6.61%
5 1901-05-01 39.4 @ Budapest TC 8 1983 91.94% Ferencvaros 0 1375 1.46% 6.60%
6 1901-06-16 40.4 Ferencvaros 5 1370 46.43% @ Budapesti 1 1273 46.94% 6.63%
7 1901-02-24 42.0 @ Budapest TC 7 1820 81.97% Magyar Uszo Egylet 0 1587 11.41% 6.62%
8 1901-11-05 42.7 @ Ferencvaros 5 1554 91.52% Budapesti 4 991 1.88% 6.60%
9 1901-03-10 43.3 @ Muegyetemi 3 1564 73.43% Magyar Uszo Egylet 1 1446 19.95% 6.63%
10 1901-02-17 45.5 @ Budapest TC 4 1587 60.29% Budapesti 0 1587 33.08% 6.63%
11 1901-10-27 47.5 Budapest TC 3 2038 73.18% @ Magyar Uszo Egylet 0 1725 20.19% 6.62%
12 1901-03-03 52.5 @ Budapest TC 5 1960 87.98% Muegyetemi 2 1587 5.41% 6.62%
13 1901-10-06 59.3 @ Magyar Uszo Egylet 3 1673 64.39% Ferencvaros 2 1640 28.98% 6.63%
14 1901-10-20 60.3 Budapest TC 5 2004 81.01% @ Ferencvaros 3 1589 12.37% 6.62%
15 1901-06-01 67.7 @ Ferencvaros 2 1354 23.93% Muegyetemi 2 1630 69.45% 6.63%
16 1901-04-21 69.7 Magyar Uszo Egylet 5 1380 13.06% @ Ferencvaros 3 1587 80.32% 6.62%