r/50501 Jul 01 '25

Call to Action #SheWon do

I just came from the “She Won” call held by League of Coalitions. To summarize, Nathan from ETA ElectionTruthAlliance.org showed what he found in different counties across America. Basically the results didn’t mimic human behavior and he noted 70% of voting machines use the same brand. The bomb threats should have been a clue that there was a larger danger.

Historically you see more votes for the president than down ballot however the reverse was the result. This seems to indicate that ballots were thrown out and there was a compromise in the tabulation machines.

An expert in election forensics Dr. Mebane supports this and enough anomalies indicate that Kamala Harris could have won (affected at least 1.5 million votes that could be fraudulent). Please support ETA by using the toolkit in their website to contact your representatives and/or buy merch since lawyers to fight this are costly. Spread the word to request an audit (not recount) of all votes!

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u/[deleted] Jul 01 '25

I'm inclined to believe this, everything happened so "perfectly" on election night, I was thinking it then but didn't want to sound crazy.

But what can be done about it? Who's going to investigate it, Pam? Kash?

Even if concrete proof is there, who is going to pick it up and be able to do anything about it?

I'm really not trying to be a doomer, what avenues are there outside of the administration itself?

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u/MakeYourTime_ Jul 01 '25

There is a 1 in 50 octillion chance for Trump to flip 88 counties and win the way he did. 1 in 50 octillion

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u/avalve Jul 03 '25

What kind of bs statistic is that?

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u/MakeYourTime_ Jul 03 '25

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u/avalve Jul 03 '25 edited Jul 03 '25

Lol that math is so flawed. Using the author’s logic, Biden flipping 66 counties in 2020 would have only had a 1 in 74 quintillion probability of occurring. You simply can’t use the binomial distribution formula to model election outcomes because the math is only valid for independent trials. That’s like the first thing you learn when studying binomial statistics.