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Videos (63) | Sift Talk (7) | Blogs (4) | Comments (507) |
Videos (63) | Sift Talk (7) | Blogs (4) | Comments (507) |
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bobknight33
(Member Profile)
Ok, I won’t watch it then, I know it’s all biased commentary and deceptive edits. It always is from that moron, I won’t waste my worthless time.
I will note from its YT description, all I’m willing to give it, it’s apparently some attempt to portray Trump’s team as winning the day with their argument that the president can illegally assassinate people including political rivals and, if not impeached before leaving office, can’t be prosecuted…pure insanity and obviously not a winning argument, and if accepted means Trump is ripe for a death squad hit. Even you aren’t that stupid, and that’s a subterranean bar.
Side note, Trump dropping at 33%, Haley rising at 29%, Christy out with 13%, dropped out to support anyone but Trump, meaning Haley. Haley can’t win, she’s a fer-in-ur and a lefty, Trump said! 😂
Among voters 65 and older, the conservative base, Biden is ahead 60% to 37% for Trump. Oof.
Also for your the congressional report on Trump taking bribes from foreign powers like China and Saudi Arabia came out, and unlike Hunter there’s an undisputed record of these foreign powers paying Trump over $8 million in the first two years of his presidency to change policy, which he did in spades giving them what amounted to favored nation status and selling over a hundred billion in advanced weapons to them (for a total of $3.5 billion in kickbacks to his daughter). After finding these bribes and the indisputable proof he took the money, Republicans ended the investigation and tried to hide and destroy the evidence…but failed. Once again, every accusation is an admission, and the Hunter accusations are no exception. Every crime they have accused him of committing has fizzled out when it’s time to produce evidence, and every crime has been discovered to have been committed by Trump to an exponentially greater degree, like hundreds of millions in tax evasion (more if his current estimate of Mar a Lago is close to correct, then he would owe well over $700 million just for its back taxes).
Here is some real news -- the biased commentary you can disregard
bobknight33
(Member Profile)
https://www.inquirer.com/columnists/attytood/january-6-stewart-rhodes-sedition-oath-keepers-20220215.html
https://www.documentcloud.org/documents/21203387-rhodes-memo-for-detention-reconsideration
ohhhhhhhhhhhhhhhhhhhhhhhhhh they would NEVER overthrow the government...unless trump told them to via the insurrection act. WELL
WELL WELL WELL that's very comforting, i guess you were right after all, nothing to worry about here. Just a buncha guys sittin around with thousands of rounds of ammo, assault rifles, spare parts, and body armor ready to overthrow the gov if ordered. Sittin around havin some breadsticks.
I saw ur comment about you care about everyone blah blah, just not in a public-policy-enforcable kind of way right? Well this concerns all of us. These people were ready to create a dictatorship.
ant
(Member Profile)
Your video, ADB Antonov An-225 Mriya UR-82060 Amazing landing in the fog, has made it into the Top 15 New Videos listing. Congratulations on your achievement. For your contribution you have been awarded 1 Power Point.
ADB Antonov An-225 Mriya UR-82060 Amazing landing in the fog
That's exactly what I was thinking.
Presumably Moses did it in the ADB Antonov An-225 Mriya UR-82060.
It's like splitting the red sea.
Virginia Officers Respond To Armed Suspect
once again bob's blue line tears are tasty as his repubs tears. ur struggggggggggling and im laughing
Deciphering the World's Oldest Rulebook
Tom Scott vs Irving Finkel: The Royal Game of Ur has been added as a related post - related requested by noims.
Deciphering the World's Oldest Rulebook
You can also watch Irving play Tom Scott here: *related=https://videosift.com/video/Tom-Scott-vs-Irving-Finkel-The-Royal-Game-of-Ur
Deciphering the World's Oldest Rulebook
If you would like to play Ur online https://royalur.net/
Beautiful Trigonometry - Numberphile
The thumbnail image for this video has been updated - thumbnail added by BSR.
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)
Trinity
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)
Awesome Worldwide Facts about White tiger
Thanks for ur Comments. not intrust to respond to u r comments
New Rule: Distinction Deniers
i was an attorney for victims of domestic violence for a couple years under a federal grant. fun job. eye-opening for sure.
Yeah there's a pretty broad range of shit out there, and yeah the details often dictate whether ur a just a bro-tard or whether ur going to jail for a long time.
The Copenhagen Core - beautiful timelapse
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)
Tom Scott vs Irving Finkel: The Royal Game of Ur
Looks fun. Tom made at least 3 bad moves (imo) which surprised me. I just assumed someone as bright as him would be very good at game like this. Then again, i've played a shit ton of Backgammon. Maybe Tom hasn't played games like this before.
You can play here if you're interested https://www.yourturnmyturn.com/java/ur/index.php
Mine or Yours? | OrangeCabinet
Can we all just agree to move the emphasis just a liiiiiiil tiny bit. Ura-Nus. Uranium can still be Ur-Anium, but come on now, Ur-Anus has gone on long enough.