A Texan aged 63 has won at scratch-off card games every two years since 2006. In 1993 she also won a lottery bringing her total winnings to over $20m. Which is amazingly coincidental. But what if a seemingly ordinary person somehow managed to narrow the odds and beat the system, goddamnit? An American newspaper might say slim pickin's. TheBigRetort says...
Joan Rae Ginther’s luck began in 1993, when she won $5.4 million dollars on a game known as “Lotto Texas“.
Another win thirteen years later in 2006 netted her $2m.
Curiously, every two years since that date, she has won at scratch off games, two cards having been bought at her local store.
In 1993 she won $5.4 million; the odds: 1 in 15.8 million; in 2006 she won $2 million in a scratch off game; the odds: 1 in 1,028,338; in 2008 she won $3 million in a scratch off; odds: 1 in 909,000.
Her latest win in 2010, also a scratch off, was for $10 million; odds of winning: 1 in 1,200,000.
In fact experts contend that the odds of winning four lottery jackpots are about 200 million to one.
Only, what if she was a person good with numbers? What if a person good with numbers targeted a specific store to purchase a scratch card? What if... an investigation by TheBigRetort revealed that Joan "Rae" Ginther was a professor of maths - a former job she has not declared.
Ginther, a maths professor (something she has kept unduly quiet about) visited the store that sold an average of 1,000 tickets a day...
What would a math's professor visiting a store (in another state where her dad had died) want to know? How many tickets had been purchased? How many winning tickets? How big were the wins? What were the winning numbers over the, err, past 22 months say? Once the professor had all of the answers, which may take two years of doing the maths, then it's scratch off time. And another big win for Joan.
Joan Rae Ginther’s luck began in 1993, when she won $5.4 million dollars on a game known as “Lotto Texas“.
Another win thirteen years later in 2006 netted her $2m.
Curiously, every two years since that date, she has won at scratch off games, two cards having been bought at her local store.
In 1993 she won $5.4 million; the odds: 1 in 15.8 million; in 2006 she won $2 million in a scratch off game; the odds: 1 in 1,028,338; in 2008 she won $3 million in a scratch off; odds: 1 in 909,000.
Her latest win in 2010, also a scratch off, was for $10 million; odds of winning: 1 in 1,200,000.
In fact experts contend that the odds of winning four lottery jackpots are about 200 million to one.
Only, what if she was a person good with numbers? What if a person good with numbers targeted a specific store to purchase a scratch card? What if... an investigation by TheBigRetort revealed that Joan "Rae" Ginther was a professor of maths - a former job she has not declared.
Ginther, a maths professor (something she has kept unduly quiet about) visited the store that sold an average of 1,000 tickets a day...
What would a math's professor visiting a store (in another state where her dad had died) want to know? How many tickets had been purchased? How many winning tickets? How big were the wins? What were the winning numbers over the, err, past 22 months say? Once the professor had all of the answers, which may take two years of doing the maths, then it's scratch off time. And another big win for Joan.
TheBigRetort pips Associated Press to the post on this one. [View link above, and compare the dates.]
thats an amazing winning streak.
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