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FORUM / MIKES GRIPES /  Dr Moz here is statistical and other evidence of voter fraud

Dr Moz here is statistical and other evidence of voter fraud

Started by Beeno11 REPLIES210 VIEWS· 09 Nov 2020, 17:02
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BE
Beeno1Captain40,032 posts
09 Nov 2020, 17:02
#1
09 Nov 2020, 17:02#1

I see Rudy is submitting court papers claiming 900,000 invalid ballots in Pennsylvania.

Dr Moz I think you will find this very interesting. 

Project Veritas says more whistleblowers coming forward saying they were told to stamp ballots with election date or earlier.


Biden starts to sink this week as the facts emerge. As always Trump looks beaten then turns the tables on his foes. Looks like the same is going to happen yet again.

This material really shows so clearly how the demon rats cheated!  


GO TO THIS LINK:


Mathematical evidence of voter fraud



PL
PlumCaptain21,007 posts
10 Nov 2020, 09:11
#2
10 Nov 2020, 09:11#2

These were exactly the anomalies that I pointed out to VisBallas.

Anomalies which I believe he said were down to Biden being the vote from home candidate. An argument which makes you understand how truly dense the positively braindead the fellow is.

Try throwing a 6 on dice fifty times in a row and see how long it takes you.

Now do that on five separate occasions on the same day.

Shark's response to this is...

But there were lots of 6s thrown.

Because the simpleton doesn't understand the difference between distribution and proportion.

Denny, however, is a numbers guy. Anyone that works with numbers, in even a menial way, would understand how completely bizarre it is for the same impossible anomaly to occur in quick succession, at numerous places and only where it mattered most.

You want proof Denny. There it is.

But sure, I'll wait for you to completely ignore what you know is impossible to justify.

Strange though, right? 

Denny should jump at the chance to debunk this. He understands the assertions being made and he certainly has the skills to debunk it.

Will he try?

You already know the answer, so does he.


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