Bizarre Statistical Improbabilities
Posted on | November 10, 2012 | 58 Comments
What are the odds that two players in the same hand of Texas Hold ‘Em will both have outstanding hands — four of a kind or a straight flush? The odds against this are high enough that casinos offer so-called “Bad Beat” jackpots to be paid out in such rare instances. If there were such a jackpot for against-all-odds election results, Dan Collins says the house should be paying it out this year:
St. Lucie County in Florida had a 141% turnout on election night. President Obama also managed to win 99% of the votes, according to the numbers, in various districts in Broward County.
The sheer number of voters shocked the Supervisor of Elections there, though in this piece she’s not asked to comment on the amazingly lopsided voting percentages in some of the districts. It’s really quite impossible that any candidate, much less one with approval numbers the likes of those enjoyed by Obama, should prevail so hyperwhelmingly. I expect that Nate Silver won’t be calculating the likelihoods, but if there were statisticians willing to address the matter, I think we would find that the numbers are far outside the realm of reasonable probability.
The infinitessimal statistical probabilities materialized in Broward County, FL, were not limited to that county. In polling locations in Philadelphia where Republican observers were thrown out, Mr. Obama received once again over 99% of the votes cast. In Cleveland, he received 99.8% of the votes in 44 districts, and he benefitted from 108% turnout from eligible voters in one county in Ohio.
It takes a special kind of person not to see how such amazing, astounding, mind-bending statistical anomalies could crop up in so many precincts all in one election.
Read the whole thing. This isn’t a conspiracy theory so much as it is a recognition of the Democrat Party’s tradition of vote fraud. Two of their most important constituencies are tombstones and vacant lots.

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