Another statistical impossibility.
EXCLUSIVE: In Georgia the Difference In President-Only Ballots Between President Trump and Biden Is Statistically Impossible Indicating Obvious Election Fraud
By Joe Hoft, Gateway Pundit, November 14, 2020 at 12:24pm
The Democrats pulled out all the stops in the 2020 election in states like Georgia, Pennsylvania, Michigan and More. We’ve uncovered another simply impossible result in Georgia that statistically indicates fraud.
In any Presidential election, each candidate will get a number of ballots marked President-only, and, of course, there will be some difference in the totals between candidates. However, the more unequal the totals, the less likely that the result is due to random-chance. A WIDE difference in the number of ballots marked President-only in Georgia is VERY suspicious for fraud. Fortunately, the level of suspicion can be calculated by a statistical method called a Bernoulli trial.
In any Presidential election, each candidate will get a number of ballots marked President-only, and of course there will be some difference in those two totals: but the more unequal the totals, the less likely that the result is due to random chance. A WIDE difference in the number of ballots marked President-only is VERY suspicious for fraud. The level of suspicion can be calculated by a statistical method called a Bernoulli Trial.
In the Georgia election, 800 ballots were marked only for President Trump, and 96,800 were marked only for Joe Biden.
Great news on Georgia!
— Steve Cortes (@CortesSteve) November 11, 2020
We ran a Bernoulli trial on that difference.
Our results show that the odds of this difference being random is random are ONE out of 10 TO THE POWER OF 274. That is, one chance out of a nonagintillion!!
The improbability of this should convince a judge or anyone seeking the truth to perform a real recount of all ballots in Georgia while allowing proper oversight (not one Republican per 10 tables) while including a proper review for signatures as well.
Article posted with permission from Pamela Geller
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