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Combinations (Max 5/35)

Past results have no influence on future draws

This page shows descriptive statistics of past draws. It is not a predictor. In a fair lottery every combination is equally likely on every draw, regardless of which numbers were "hot", "cold", "overdue" or recently drawn -- a well-known cognitive bias called the gambler's fallacy.

There is no system or strategy that can improve your odds of winning a fair lottery. Numbers shown here are for curiosity and entertainment only.

Sum of the five main balls per draw

A bell-shaped distribution centred near the theoretical mean of 5 x (1+35)/2 = 90. The shape comes from convolution arithmetic, not from anything you can exploit.

Range (max - min) per draw

A triangular-ish distribution. Useful for sanity, no predictive power.

Top 25 co-occurring pairs

Consecutive-run distribution

Counter-intuitive result that beginners get wrong: roughly 47.7% of Max 5/35 draws contain at least one pair of consecutive numbers.

Repeats from the previous draw

Another myth-buster: about 55.4% of draws share at least one ball with the previous draw. The naive intuition "the same number won't repeat soon" is wrong, and the effect is even larger for Max 5/35 because the pool is small (1-35) so repeats are more likely than for Power or Mega.

Top triplets

The 15 most common triples seen in any single draw.

Full co-occurrence matrix

35 x 35 heatmap. The diagonal is each ball's own frequency; off-diagonal cells are pair counts. Symmetric.

Past results have no influence on future draws

This page shows descriptive statistics of past draws. It is not a predictor. In a fair lottery every combination is equally likely on every draw, regardless of which numbers were "hot", "cold", "overdue" or recently drawn -- a well-known cognitive bias called the gambler's fallacy.

There is no system or strategy that can improve your odds of winning a fair lottery. Numbers shown here are for curiosity and entertainment only.