[Steven Tyler]

Have to disagree Calvin.

I expect a normal distribution of votes.

I cannot accept a run of 135,000 consecutive votes for Biden. That’s like flipping a coin 135, 000 and each time it comes up heads.
Never going to happen

[OKSooner]

And the improbability of such a thing happening in (at least) four states is an exponential function - n to the fourth power, where n is equal to the number of blue, transient (spiking) i.e. fraudulent votes.

[BeauBo]

“I cannot accept a run of 135,000 consecutive votes for Biden. That’s like flipping a coin 135, 000 and each time it comes up heads. Never going to happen”

Within an hour of the same thing happening in the other swing States, who also made the unusual decision to stop counting on election night.

[conservatism_IS_compassion]

I expect a normal distribution of votes.

In statistics (which I have slightly more than a nodding acquaintance with) ”normal distribution” refers to the famous “Bell Curve.” It is so named because it is normal for random processes to fit that curve, since that curve is what ‘most any sum of multiple random processes will inevitably converge towards.

I believe that if a sparce smattering of Trump votes randomly came “out of nowhere” (like lightning striking in a particular area, say), we should expect their occurrences to follow the “Poisson distribution.” FWIW.

I cannot accept a run of 135,000 consecutive votes for Biden. That’s like flipping a coin 135, 000 and each time it comes up heads.
Never going to happen

True. “some things are so improbable that they never actually happen.” Such as a hot cannonball falling into a bucket of water and having the water molecules eject it back to the same height without cooling it. That kind of improbable.