The frequency most typical of a fair drum (highest Bernoulli probability) in 5 из 36 belongs to the numbers (sample: 20): 3 (3.51%), 6 (3.51%), 7 (3.51%), 10 (3.51%), 11 (3.51%).Data includes draw #23083 of 28.07.2026.
A high coefficient means a number came up roughly as often as a uniform drum would predict — its frequency is statistically “normal”. It does NOT mean the number is more likely to be drawn next: the draw is random and all combinations are equally likely. The method is a distribution diagnostic, but as a selection system it works: clicking a number in the table adds it to the combination generator.
The Bernoulli formula gives the probability that a number is drawn exactly k times in n draws under a uniform chance p. The table shows this probability, normalised to %. Nearby, related views of the same frequency: Frequency →Z-Score →
P(k) = C(n, k) · pᵏ · (1 − p)ⁿ⁻ᵏ
where for each number:
- k — how many times the number was drawn over n draws; n — the number of draws;
- p — the chance of the number being drawn in one draw = (numbers per draw) / (balls in the drum);
- in the table each number is shown as the share of its probability P among all numbers (%).
Where to next
Winning odds
The chance of matching N of M numbers in 5 из 36 — a combinatorial calculation, if what you need is the odds of winning rather than a frequency analysis.
OpenNumber frequency
How many times each 5 из 36 number was drawn — the very frequency k the Bernoulli probability is built from.
OpenZ-Score
The deviation of a 5 из 36 number's frequency from the norm in standard deviations — another view of “typicality”.
OpenPearson's χ² test
The drum bias of 5 из 36 by each ball's frequency — a related uniformity test.
OpenFrequently asked questions about 5 из 36
What is the Bernoulli formula for the 5 из 36 lottery?
It is the binomial probability formula: it estimates how likely it is that a number was drawn exactly k times in n draws under a uniform chance p. So for each 5 из 36 number you can see how typical its observed frequency is for a fair drum.
What does a high coefficient for a number mean?
That its draw frequency in 5 из 36 is close to what a uniform drum would expect — statistically “normal”. A low coefficient marks numbers with an anomalous frequency (very frequent or very rare). This describes the past, not a forecast.
Should I play 5 из 36 numbers with a high coefficient?
The coefficient gives no future advantage — the draw is random and all combinations are equally likely; the Bernoulli formula cannot guarantee or increase the chance of winning. But if you want to pick numbers by a system rather than at random, use the method as a selection basis and the generator built on it.
How do I compute the odds of winning, of matching N of M?
That is a different question — the combinatorial probability of a match, not the frequency of individual numbers. The chance of matching the required number of hits in 5 из 36 is on the “Winning odds” page.
How many draws are needed for the calculation?
The larger the archive, the more stable the probabilities: on a short window the coefficients jump around. Premium opens the full archive to compute across all draws.