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Used an online calculator for screenshots. Based on voter turnout for 1984-2016, it would nearly be impossible for the voter turnout seen in 2020 in Wisconsin. This is the standard deviation and average voter turnout for these elections. An easy way to think about it would be to look at the lowest r
posted ago by ogpalpin ago by ogpalpin +29 / -0

Blatant Foul Play

Used an online calculator for screenshots. Based on voter turnout for 1984-2016, it would nearly be impossible for the voter turnout seen in 2020 in Wisconsin. This is the standard deviation and average voter turnout for these elections. An easy way to think about it would be to look at the lowest row. The 99.9999% on the left is the chance that the voter turnout falls between 57.6635 ±12.809. To repeat what I already stated, this means that it is statistically nearly impossible to see what happened.

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– ogpalpin [S] 4 points ago +4 / -0

Oh, I know. Seeing the numbers behind the probability of the TURNOUT not even the results of those votes is sickening.

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