https://i.4cdn.org/pol/1604808607771m.jpg
Okay this is it lads. I was here yesterday late night/early morning 2-3AM making these graphs. As promised I included Wisconsin, Georgia, Pennsylvania, and Arizona I got all the information from the official Secretary of State websites from the respective states. Voter turnout was calculated using Total Votes/Registered Voters
INB4 That's now how you do it Yes it is as explained in
https://www.fairvote.org/measuring_voter_turnout
Anon's kept referencing this academic paper last night
https://www.pnas.org/content/109/41/16469
to show evidence that voter fraud may happen. Again this does not prove it but it says "IT IS A LIKELY POSSIBILITY IT DID" As you can see in the graph this is clearly happening in the Swing States. Georgia fucked up HARD and had over 100%+ voter turnout. Which is probably why this tweet was made
https://twitter.com/GaSecofState/status/1325206123784228865
Other anons are looking into Dominion Voting Software. I will be transparent and give you my excel file so you can take a look at the data yourself.
http://s000.tinyupload.com/?file_id=50076791297889045412
I'll make this thread again later tonight when the shills aren't so active to get wider reach.
Also just adding this too incase you are not convinced about Georgia.
https://www.ncsl.org/research/elections-and-campaigns/same-day-registration.aspx
Georgia DOES NOT have same day registration. MI and WI yes.
I also added a Histogram to showcase the distribution of voter turnout to the graph. As you can see it does not follow a normal distribution as you'd expect especially for a data set this large. It is bi-modial.
Godspeed.
Look at each color individually, as a "blob". When the centre of the Biden blobs is lower, how can he win? Well, with a few counties with 100% turnout - when the centers of the blobs are ALL lower than Trump. It's highly improbable for this to occur in one state, but in all... this is close as you get to a statistical proof of fraud.
Our fellow 'pede looks to have come up with the goods here.