Probability of loto hitting a specific place

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SUMMARY

The probability of a specific location in Turkey winning the Loto big prize 26 times over 5 years is influenced by the total number of tickets sold at each location. The discussion highlights the distinction between ex ante probability, which considers the likelihood of a chosen city winning 26 times before the draws, and ex post probability, which assesses the outcome after the fact across all 957 cities. Understanding these probabilities requires clarity on ticket sales and the mechanics of lottery draws, including the impact of the six numbers on each ticket.

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Zeynel
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Someone asked me this question. The numbers are real.

İn Turkey there are 957 cities where Loto is drawn every week. In the last 5 years the big prize was drawn at one location 26 times. What is the probability that a single location will get the big prize 26 times in 5 years.

I think, though, there is a missing information. We need to know how many tickets were sold at each location. Is that correct?
 
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Yes. You need the number of tickets sold. Also its important to understand that the probability of one particular city, selected ex ante, winning 26 times in 5 years is very different than the ex post probability that one of the 957 cities wins 26 times in 5 years. Just like the odds of you winning the lottery are very different than the odds that someone will be a lottery winner
 
BWV said:
the probability of one particular city, selected ex ante, winning 26 times in 5 years is very different than the ex post probability that one of the 957 cities wins 26 times in 5 years.

Can you explain this? I am not sure I understand the difference.

So in this case if we assume that the same number of tickets are sold in each location, what is the probability in 5 years that one of the locations will have 26 wins? Is this ex ante case? What is ex post case, then?

Also, does it matter that there are 6 numbers in each ticket? I guess not.
 

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