Girino Vey!'s avatar
Girino Vey!
girino@girino.org
npub18lav...cfsz
Bitcoin holder since 2013, software developer and political nihilist.
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Girino Vey! 57 mins ago
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Girino Vey! 11 hours ago
image Hong Kong’s 20-year sentence for pro-democracy entrepreneur Jimmy Lai confirms Hong Kong’s descent into tyranny and the end of basic freedoms, says Cato’s Ian Vásquez. In 2023, the Cato Institute awarded Lai the Milton Friedman Prize for Advancing Liberty. #FreeJimmyLai https://ow.ly/xYP550Yc1jb Source:
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Girino Vey! 11 hours ago
image Trump is right to be worried about Europe’s free speech crisis — but it’s worse than he fears. X has become the target of the Spanish, French, and British governments. While they claim this is to tackle its AI tool, Grok — which has been creating deepfakes — we know there’s another reason. X is a forum where people increasingly flock to vent about their governments’ failures. Spain is the latest European country to go to war with social media, announcing a ban for those under the age of 16. The Spanish government said it was targeting “platforms whose algorithms amplify disinformation” and insisted that “spreading hate must come at a cost… that platforms can no longer afford to ignore.” This week, French police raided X’s offices in Paris as part of an inquiry into Grok’s deepfakes and subpoenaed Elon Musk to attend a voluntary hearing. The inquiry was launched by one of Macron’s MPs, who complained that Musk’s ownership had “reduced diversity of voices.” The UK’s Information Commissioner’s Office has launched a new investigation into Grok, alongside Ofcom’s own inquiry. The Technology Secretary has also said the government would give Ofcom its full backing should it decide to block access to X in the UK. Maybe these governments don’t like X because it reminds them of their collective failures. Read more below 👇 Source:
image The Pizza Theorem states that if a pizza is divided by straight cuts (radii of the pizza) through a common point (not necessarily the center), and the number of cuts is a multiple of four (4, 8, 12, etc.), then it is possible to divide the pizza into equal-area slices among two people, with each person receiving alternate slices. Source: