The full history of the Hungarian ötöslottó from its very first draw in March 1957 to the latest one. Frequency, gaps and patterns — purely as a statistical curiosity.
3,624
≈ 201.33×
5 × total draws ÷ 902026.08.15
1 · 24 · 44 · 54 · 74Color = the number's frequency relative to the expected value — hover to inspect
The 10 most extreme numbers of all time
How the 90 numbers are distributed by draw frequency — this bell curve is the signature of pure randomness
How often they were drawn together, in the same draw
Of all possible pairs, only a few have never come up together
How many of the 5 drawn numbers are odd — this bell curve is itself the signature of randomness
Yearly average of the sum of the 5 drawn numbers — hover over the line
Three properties the ticket generator takes into account — how they actually looked across all draws so far
The dry combinatorics: how many ways a ticket can come up, and how far reality deviates from perfect randomness
| Matches | Combinations | Odds |
|---|---|---|
| 5 / 5 | 1 | 1 : 43 949 268 |
| 4 / 5 | 425 | 1 : 103 410 |
| 3 / 5 | 35,700 | 1 : 1 231 |
| 2 / 5 | 987,700 | 1 : 44,5 |
| 1 / 5 | 10,123,925 | 1 : 4,3 |
| 0 / 5 | 32,801,517 | 1 : 1,3 |
There are 43,949,268 distinct possible tickets in total — that's how many you'd need to guess exactly right for a 5/5. A chi-square test fitted to the frequency of the 90 numbers gives χ² = 108.64 (89 degrees of freedom, p ≈ 0.077): if the lottery weren't truly random, the gap between the most and least frequent number would have to be much larger. Our 3,624 draws fall exactly into the range a perfectly fair 90-ball draw would statistically produce — in other words, no number significantly "likes" or "avoids" coming up.
Enter the five numbers you play — we'll look up their history
For entertainment only — see the warning above
The five most frequently drawn numbers since 1957.
The five numbers that haven't come up for the longest streak of draws.
Statistically has exactly the same odds of winning as the other two.
How many tickets would you like to fill in?
The same odds apply to every single ticket, whichever you pick: roughly a 75% chance of 0 and a 23% chance of 1 match — that’s the mathematics of the lottery, not a flaw in the ticket (see the “Odds & math” table).