Swiss Lotto statistics

This page provides Swiss Lotto statistics for the available results. The statistical analysis includes -- but is not limited to -- number frequency, common pairs, as well as other statistics which can be used to build your Swiss Lotto winning strategy.

Winning odds

The total number of unique combinations of 6 winning numbers that can be generated from a pool of 42 lotto numbers is 5,245,786.
Furthermore, the total number of unique combinations of 1 additional numbers (Extra) that can be generated from a pool of 6 numbers is 6.
This is a 6 / 42 + 1 / 6 lottery system so we need to multiply the above numbers to find out that the odds of winning the Swiss Lotto jackpot are one in 31,474,716.

The Swiss Lotto statistics you find here on LottoMatic are among the most detailed statistics available online. After each and every draw we update our database so the information you find here is always recent.
Since the number of statistics we provide is fairly large, we decided to break them down into subsections some of which also needed to be breaken down even further.

Swiss Lotto story of numbers

The Story of Swiss Lotto numbers is where you can find interesting facts about each drawn number. Which days a number was drawn the most, when was a number drawn last time, even a heat (hot/cold) chart for each number.

Swiss Lotto number frequency

Under the Swiss Lotto number frequency you'll find the most common pairs, triplets, etc. The hot (most common), cold (least common) and overdue numbers are now available on the Swiss Lotto latest results page

Most common numbers Least common numbers Most overdue numbers Most common pairs Most common triplets Most common quadruplets Most common quintuplets Most common sextuplets

Swiss Lotto statistics charts

If you're more like a visual oriented person, the Swiss Lotto charts has a lot for you. Lots of Swiss Lotto data can be analyzed visually here

Statistics evolution chart... Stacked bars chart Strings chart Bar chart sorted by lotto nr. Bar chart sorted by number frequency

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