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May the ace be with you! Chase the Ace with the Math Missus

There’s a one in 13 chance that someone is going to win almost three-quarters of a million dollars in Goulds Wednesday night. What are the odds that person will be you?

Learn your odds of winning the jackpot in this lesson about playing the popular lottery

Statistician Jayde Eustace (left) shows Math Missus (a.k.a. Sarah Smellie) how the odds stack up in the Chase the Ace game in the Goulds this week. (Sherry Vivian/CBC)

There's a one in 13 chance that someone is going to win almost three-quarters of a million dollars in Goulds Wednesday night.

And there's a one in 1.1-million chance it'll be you.

The Chase the Ace lottery at St. Kevin's Parish has officially blown up, with the prize this week expected to near $750,000.

That's three-quarters of a million dollars.

The Chase the Ace jackpot has climbed well above the number shown here, and the rush to buy tickets has caused traffic jams in Goulds Wednesday nights. (Jen White/CBC)

The Math Missus just had to know: how does Chase the Ace work, how do the probabilities shake out and most importantly, is there any way to game the lottery to put the odds in your favour?

Jayde Eustace is a statistician with Johnson Insurance and she did some major number-crunching for us.

Check out the emergency Math Missus Chase the Ace-edition video where she walks us through the game and all the chances we have at winning.

In all of her number crunching, Eustace found some interesting evidence of human psychology at work in this contest. Ticket sales took a big jump after the prize hit $100,000 and then again after it hit $500,000. Those amounts are significant, newsworthy benchmarks for a prize jackpot.

Take a look:

Chase the Ace seems to have really taken off in Atlantic Canada, in particular. Eustace thinks this might be because populations are smaller, so the frenzied crush of people running after that ace of spades is more manageable than in, say, Ontario.

In a small community, there's also a good chance you'll know the winner — that is, if the winner isn't you.

"It'd be tough to determine the exact probability," Eustace said. "But they say in Newfoundland there are two degrees of separation rather than six."

May the ace be with you!