We’re not holding back anymore. Messi. PSG First Year. Topps Inception. Numbered /5. Autograph. 6K Value and climbing. Video on this card coming today stay tuned @gachasports @Collector_Crypt

If you tell AI a new piece of knowledge that it hasn't been trained on or wasn't in the internet will it internalize that fact? I think the days of companies pouring all their ideas and strategy into the frontier AI labs are numbered. You could be giving away your alpha

7 tons of Beagles. Not street dogs. Not stolen pets. Laboratory Beagles. Born into cages. Numbered. Injected. Cut open. Poisoned for science. When the experiments ended, they weren’t retired. They weren’t adopted. They were gutted — organs ripped out, only the heart and kidneys left — then frozen by the ton and sold as dog meat for 12 yuan a jin. In a village in Jiangsu, volunteers found the freezer full of them. The seller didn’t even bother hiding it: “Beagles. Fresh. Killed last week.” Hundreds of dogs that spent their entire lives as living test subjects ended up as cheap meat the moment they were no longer useful. This is how some “scientific tools” are disposed of in China. If a dog can be tortured for research its whole life and still end up on a plate the second it’s no longer needed… what exactly is the value of a life under this system?

If you like this sort of thing and want to help fund my launch/astrophotography, consider picking up the fine art print I made from this launch! The prints are numbered editions on premium paper/mountings. Get one here for the next few days only:

I'm asking all my followers around the world. How's your country turned out with migrants? Can you let the Irish people who support this whats to come when we are eventually out numbered. Let them know 👇👇👇

The mathematician G. H. Hardy once visited Ramanujan in the hospital and mentioned he had arrived in a taxi numbered 1729, calling it a rather dull number. Ramanujan immediately replied, “No, it’s very interesting—it’s the smallest number expressible as the sum of two cubes in two different ways: 1³ + 12³ and 9³ + 10³.” Think about that—lying in a hospital bed, he instantly recognized this property of 1729. No calculator, no pause—he just knew it. That’s why 1729 is now called the Hardy–Ramanujan number, or the first taxicab number. The next such number, expressible as the sum of two cubes in three different ways, is 87,539,319—much harder to find. As Littlewood once said, every positive integer seemed like one of Ramanujan’s personal friends—and 1729 is a perfect example of why.