The January 6th Committee
Posted on 12/16/2021 7:46:22 PM PST by bitt
The sham January 6 Committee on Thursday subpoenaed retired Colonel Phil Waldron for records and testimony.
Last November Rudy Giuliani’s first witness at the Arizona election hearing was information warfare officer Retired Army Colonel Phil Waldron.
The Marxists on the J-6 panel are targeting Waldron because he worked with Trump’s lawyers and testified before state lawmakers on the rampant Democrat 2020 election fraud.
“According to public reporting, you claim to have visited the White House on multiple occasions after the election, spoken to Mark Meadows “maybe 8 to 10 times” and briefed several members of Congress on election fraud theories,” Jan 6 Chairman Bennie Thompson wrote in a letter to Waldron. “You have also publicly acknowledged contributing to the creation of a PowerPoint presentation that was given to, or described for, Republican members of Congress on the eve of January 6th.”
Recall, Col Waldron spoke at election hearings in Arizona, Pennsylvania and Michigan last December.
Waldron claimed truckloads of ballots for Joe Biden were inserted into the 2020 election.
(Excerpt) Read more at thegatewaypundit.com ...
p
no dissent
resistance is futile
Joe Biden’s Votes Violate Benford’s Law (Mathematics)
https://principia-scientific.com/joe-bidens-votes-violate-benfords-law-mathematics/
The January 6th Committee
Nailed it.
So now it’s illegal to think there was election fraud? We have thought crimes now?
🖕the committee don’t answer the questions
Now that BBB failed they have to ramp up the kangaroo court on Trump.
I hope the colonel tells this kangaroo court to screw off.
I don’t get the Jan 6th commie strategy here. Are they going to harangue the Col for his election fraud theories and evidence? Hope this guy can pull an Ollie North like appearance and turn the tables.
Yes, use the hearing to screw them over. Also use the first Amendment defense.
Make them piss in their pants and dresses.
Rats won’t follow the science that Brandon’s win was a statistical impossibility.
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