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So, say there are 5000 locations to buy a Powerball ticket in Missouri and you buy your tickets in one of these locations (there are probably far more than 5k).
And let's say 20 locations per year sell a grand prize ticket (it's actually something like 15 locations over 20 years).
If there were no repeated locations, it would take 250 years for every store to sell a winning ticket.
And then you would just have to be the one in however many hundreds of tickets sold that day, within your 250 years of purchasing tickets.... and to reduce those odds, maybe go around another 10 times.
So, purchasing tickets for 2500 years should do it.
And with inflation, $1 billion would mean a winning prize of $12,389,727,737,754,483,346,649,365,463,695,360,000,000,000 if it takes all 2500 years.
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