A Harvard statistician involved in the Texas lawsuit against Georgia, Michigan, Pennsylvania and Wisconsin to stop Joe Biden from receiving those states electoral votes has said the probability of Biden winning election was one in a quadrillion.
A quadrillion in a billion billions, or 1 with 15 zeros after it.
Essentially what Pacific Economics Group member and USC economics professor, Charles J. Cicchetti, Ph.D. is saying, is that Joe Biden could have possibly overcome the lead President Trump had amassed in these key swing states on the night of November 3rd without something underhanded having taken place.
As reported in the Election Wizard:
“According to Dr. Cicchetti, his calculations show the probability of Joe Biden winning the popular vote in the four states independently given President Trump’s early lead in those States as of 3 a.m. on November 4, 2020, is less than one in a quadrillion.
Dr. Cicchetti’s analysis calculates that for Joe Biden to win all four states collectively, the odds of that event happening decrease to less than one in a quadrillion to the fourth power (1 in 1,000,000,000,000,0004). [This is like 60 zeros after the one – basically impossible.]”
Meanwhile, nearly a dozen other states have joined Texas in their lawsuit against these key states in Supreme Court, which is not actually centred around fraud but rather the alleged unconstitutionality of states procedures around the elections.
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