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Just wanted to chime in to say Antenna Pod is really good.

It still does for me! This is a feature that can be turned on or off on Google maps web, under the layers menu.

well, not mentioned in this specific article. But JPEG-XL support is something they're working on [1].

[1]: https://pdfa.org/wp-content/uploads/2025/10/PDFDays2025-Brea...


Oh cool!! TIL

Note: legally, the Netherlands can't give Aruba or Curaçao to the US as in the constitutional framework of the dutch kingdom they are seen as sovereign entities.

Legality is meaningless unless it's backed by force, as people are finding out all over the place.

I'm aware. I just think the Trump administration would say "Do it anyway".

Bonaire then?

Bonaire is a special municipality of the Netherlands, so I think they could give that away.

Don't they have responsibilities to ensure basic right for their citizens?

Not sure they can transfer while the US practice the death penalty or penal slavery.


> broken by some government agency or hacker group

Probably not. For browsers to accept this certificate it has to be logged in a certificate transparency log for anyone to see, and no such certificates have been seen to be logged.


Not for long, seemingly.


Depends, I remember some llm providers including this information in the post training. though gemini-3-flash-preview and gpt-5.2 both don't know what model they are.


Reinvested money isn't a cost, so the amount of reinvesting doesn't impact the profit number in their report.


In what country? Of course I do not operate business with milions of income, but investing in Poland is usually a cost. In example buying hardware or paying for servers is an invoice so it is cost of you doing business. Of course it depends on accounting and your taxing method. But yes, your profit in Poland is more or less money you got from clients minus money you paid to someone.


Investment/CAPEX goes to the Balance sheet, not P&L.


Thanks for this great comment!

> He also uses Rice’s theorem (old) to show that there is no uniform measure over the set of "possible universes."

I assume a finite uniform measure? Presumably |set| is a uniform measure over the set of "possible universes".

Anyway if I understood that correctly, than this is not that surprising? There isn't a finite uniform measure over the real line. If you only consider the possible universes of two particles at any distance from eachother, this models the real line and therefore has no finite uniform measure.


Pretty sure this was a thing in the past, but that currently it has to be a court order.


The wikipedia article seems to concur with you, although this seems to be a voluntary policy by CUII, the members could still decide to not wait for any court orders and block whatever they want.


https://netzpolitik.org/2025/die-cuii-gibt-auf-fuer-netzsper...

It's not voluntary anymore, it's required.


> Daher habe die Bundesnetzagentur die CUII gebeten, die Überprüfung mutmaßlich urheberrechtsverletzender Seiten künftig gerichtlich vornehmen zu lassen.

this is not a requirement, they're just asking. The BNetzA just wants to not deal with it apparently.

See also the recent CCC talk: https://media.ccc.de/v/39c3-cuii-wie-konzerne-heimlich-webse...


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