Salta al contenuto principale




Amsterdam Fashion Week 2025. Ecco i brand più interessanti da scoprire subito
https://www.vogue.it/article/amsterdam-fashion-week-brand-da-conoscere-2025?utm_source=flipboard&utm_medium=activitypub

Pubblicato su Moda @moda-VogueItalia

@Moda


¡Caleidoscopio político! ✍️ "Aguachile Bartlett" es la nueva nota que da de qué hablar. Infórmate sobre este texto que le da un giro único a la información. #Análisis #Política #AguachileBartlett #México

Infórmate: zurl.co/8kCef




A qualsiasi italiano all'estero, in qualsiasi paese, può succedere qualsiasi cosa, di ingiustizia assoluta, ma di un fatto si può stare certi: #Meloni e il suo governo abbasseranno il capo, si volteranno dall'altra parte, e lo abbandoneranno al suo destino.

VIGLIACCHI!

reshared this

in reply to Carneade (migrante da twitter)

mi sembra ci siano stati diversi rimpatri di peso invece. Sala, Forti...su cosa basa la sua affermazione?
in reply to fnord99

@fnord99 Trentini, Capini e Pilieri in Venezuela, ad esempio; oppure : Arese e Mirabella Costa ad Alligator Alcatraz...
Ma su Internet può trovare tonnellate di notizie su italiani "non di peso" (o comunque, "non assassini condannati in via definitiva") detenuti in giro per il mondo
in reply to Carneade (migrante da twitter)

uno da A A é stato rimpatriato ultimamente se non sbaglio? Ne abbiamo uno a Cuba, ma é condannato in via definitiva. Col Venezuela paghiamo relazioni diplomatiche e di intel non buone. Meglio con Iran, USA. Credo
Unknown parent

mastodon - Collegamento all'originale
fnord99
@vic462 e Zaki, Piperno, ...
@Vic



Today in Labor History September 5, 1936: Photographer Robert Capa captured the death of 24-year-old anarchist Federico "Taino" Borrell in the iconic photo The Falling Soldier. Borell was an antifascist fighter, killed during the Spanish Civil War. Capa is considered by many to be the greatest war photojournalist ever. He was the only civilian photographer who landed on Omaha Beach during D-Day. He co-founded Magnum Photos collective, which included David "Chim" Seymour, Maria Eisner, Henri Cartier-Bresson, George Rodger, William Vandivert, and Rita Vandivert. He died after stepping on a landmine in Vietnam in 1954

#workingclass #LaborHistory #spanish #spain #CivilWar #fascism #antifascism #anarchism #republican #photography #robertcapa




Creating thirst traps for Shein.

Ordering 18,000 Mt. Dews.

Reporting you to HR.

What can't AI do?!

Tech Talk Thursdays Episode #148 (09/04/2025) by Tech Talk Thursdays

creators.spotify.com/pod/profi…

#Tech #Gaming #Podcast



5 September 1935 | Dutch Jewish girl, Marlene Jacobs, was born in Enschede.

She was deported to #Auschwitz from #Westerbork in February 1943. She was murdered in a gas chamber after selection.



World Architecture : The winners are announced for the 2025 Aga Khan Award for Architecture worldarchitecture.org/architec…


🎛‘Samplear’ la música tradicional para dar un salto en la electrónica.

Los productores crnds y Juait crean junto al músico Xabier Díaz el primer banco de sonidos tradicionales gallegos enfocados a la producción de música electrónica.

✍🏻 @javierhrguez

elsal.to/43884



Design Milk : F5: Jule Cats on Making Music, Demolished Buildings, Nature + More design-milk.com/f5-jule-cats-o… #HomeFurnishings #globaldesigner #FridayFive #designer #JuleCats #artist #Main #Art


Archdaily : Bridging the Gap: 15 Atypical Living Solutions in Urban Remnants archdaily.com/1007392/bridging…


🗞️ Cette décision fait suite à une plainte déposée par NOYB en 2022, l'organisation estimant que Google enfreint les dispositions du RGPD, notamment en ce qui concerne la manière dont le consentement des utilisateurs est obtenu pour le suivi publicitaire.

Lire plus 👉 fr.euronews.com/my-europe/2025…

Questa voce è stata modificata (4 giorni fa)

Privacy Pride reshared this.



'Moderne Zeiten' #FotoVorschlag

Container-Block für die „Eliteschule des Sports“ in Potsdam ( noch in Fertigstellung )

#photography #photo #fotografie #foto #streetphotography



L'impostazione morale delle #AI youtube.com/shorts/6LF-T6io2LA
#ai



Nach Kate Crawford muss KI dringend demokratisch kontrolliert, ethisch reguliert und beim Umgang mit ihr mehr Aufmerksamkeit auf globale Gerechtigkeit gelegt werden.
#KI #kunstlicheintelligenz #AI #Regulierung #Buchessenz 1/4
fes.de/asd/buch-essenz/crawfor…
in reply to Friedrich-Ebert-Stiftung

„KI ist weder künstlich noch intelligent, sie ist vielmehr verkörpert und materiell ‒ hergestellt auf der Basis von natürlichen Rohstoffen, Kraftstoffen, menschlicher Arbeitskraft, Infrastrukturen, Logistiken, Geschichten und Klassifikationen.“
Kate Crawford: Atlas der KI. 2/4
#KI #AI #Regulierung



Que no es vacunaran més? Espero amb candeletes la revocació del sistema d'entrada lliure de turistes amb origen USA o de ciutadans d'allà i l'obligació de passar quarantena abans de poder circular de forma lliure. A prendre pel sac, home.



"The network is caught between reality and its viewer base ... And I think they’re much more likely to just do whatever it takes to not disturb their viewers."

trib.al/Tm7yiBW



"So what? What can I do there?"

You can do the sodding job you were elected to do and that you take a handsome salary for doing, that's what. Wagging gobshite.

#UKPolitics
#Farage
#ReformUK

thepoke.com/2025/09/04/nigel-f…



Pick 2 points P, Q, uniformly at random in the interior of a sphere.

The line containing P and Q intersects the surface of the sphere at 2 other points, A, B.

What is the probability that the angle ∠ACB, where C is the centre of the sphere, is greater than 120°?

  • √(1/3) (30%, 3 votes)
  • 37/64 (10%, 1 vote)
  • 1/3 + (1/π)√(3/5) (50%, 5 votes)
  • (1/π)√6 - 1/5 (10%, 1 vote)
10 voters. Poll end: 6 giorni fa

in reply to Greg Egan

Right, so this isn't like Bertrand's paradox where the result depends upon the specific method of 'choosing random points' - right?
😀
#JustChecking #maths #probability
in reply to Greg Egan

The correct answer is 37/64.

Congratulations to the voter who got it right!

Questa voce è stata modificata (6 giorni fa)
in reply to Bytebro 🇬🇧 🇺🇦

@bytebro
Yes, an explanation it you have time please.
I think I was able to figure out the geometry of the portion of the sphere that would contain valid A and B points. But got stuck yesterday figuring out valid P and Q to match.
@gregeganSF
in reply to Roy

@roytoo @bytebro

The short answer is that the CDF for the angle between A and B, call it γ, is:

CDF(γ) = (1/8)(1 - cos γ)^3

So the result is:

CDF(π) - CDF(2π/3) = 1 - 27/64 = 37/64

I'm not sure what the nicest way is to prove the CDF. You can express the dot product between A and B in terms of the coordinates of P and Q, rotate P to lie on the +ve z-axis (while weighting the result with 4π z_P^2) and rotate Q to lie in the xz plane with +ve x (while weighting the result by 2π x_Q), so after dividing by the volumes of both unit balls you end up with the integral of:

(9/2) z_P^2 x_Q

over the range:

0 < z_P < 1
-1 < z_Q < 1
0 < x_Q < sqrt(1 - z_Q^2)

with a further inequality on the dot product between A and B:

2 x_Q^2 z_P^2 / (x_Q^2 + (z_P - z_Q)^2) - 1

This can be turned into another inequality on x_Q that only applies for part of the domain of z_P, and then it's a matter of splitting all the domains into individual pieces where one or the other applies, which can then be integrated analytically.

in reply to Greg Egan

Thank you for the short answer and a potential proof Greg.
I'd already concluded that I was off track in my reasoning, especially after seeing @FenTiger 's reply.
My maths skills are out of practice but I loosely follow the proof. Not knowing how to fix P and Q was what I decided was wrong and hadn't figured out how to correct.
@bytebro
in reply to Greg Egan

@roytoo @bytebro

Here is an alternative proof for people who are comfortable with Jacobian matrices and determinants.

Though I did this in Mathematica and it involves a 6 x 6 determinant, there are a lot of zeroes in that matrix and it could probably be done with pen and paper without too much trouble.

The Mathematica code here defines a point on a sphere in standard polar coordinates θ, φ, defines two points A and B with their individual pairs of polar coordinates, then two points P and Q on the line segment between A and B, with parameters λ, μ for how far each of them is along the line segment.

We then compute the Jacobian matrix of partial derivatives for the pair (P,Q) with respect to the six parameters, set A and B to lie on the equator at θ=π/2, while A is at φ=0 and B is at φ = γ.

The determinant of the Jacobian matrix is:

(λ-μ)^2 (cos(γ)-1)^2

We find the probability density function for γ by integrating over λ and μ from 0 to 1, multiplying by 4π (for A moving over the whole sphere), 2π sin(γ) (for B rotating around A while staying at an angle of γ), 1/2 (to avoid double counting configurations where A and B are just swapped), and dividing by (4π/3)^2, for the total volumes P and Q are selected from.

The result is the probability density function:

PDF(γ) = (3/8) (cos(γ)-1)^2 sin(γ)

which corresponds to the cumulative distribution function:

CDF(γ) = (1/8) (1-cos(γ))^3

from which we obtain the result:

CDF(π) - CDF(2π/3) = 37/64

Greg Egan reshared this.

in reply to Greg Egan

ChatGPT confidently told me it was 7/16.

So much for agi today.



Stop romanticizing BBQ. It’s just a funeral with sauce.

#vegan



Gucci Owner’s Fortunes Rest on Heir Letting New CEO Do His Job
https://www.bloomberg.com/news/articles/2025-09-05/gucci-owner-s-fortunes-rest-on-heir-letting-new-ceo-do-his-job?utm_source=flipboard&utm_medium=activitypub

Posted into Bloomberg Wealth @bloomberg-wealth-bloomberg



Wir setzen uns erfolgreich für Tempo 30 und Verkehrssicherheit ein. Jetzt ganz frisch und neu aus dem Schilderwerk gibt es T30 auch auf dem letzten Stück Reichenbachstraße, einem wichtigen Schulweg.
in reply to ADFC Dresden

Das Bild zeigt eine ruhige Straße in einer Stadt, vermutlich in Deutschland, mit einer Fahrbahn für Radfahrer und einigen Parkplätzen für Autos. Auf der rechten Seite der Straße steht ein Straßenschild mit der Aufschrift "Hochschulstr." und ein weiteres Schild mit der Aufschrift "Straßen-schäden" und einer Geschwindigkeitsbegrenzung von 30 km/h. Ein Radfahrer in einem weißen T-Shirt und dunklen Hosen fährt auf der rechten Fahrbahnseite entlang. Die Straße ist von Bäumen gesäumt, die im Herbst ihre Blätter verlieren, was auf den Herbst hinweist. Ein weiteres Fahrrad mit einem schwarzen Rucksack lehnt an einem Schildpfosten. Im Hintergrund sind mehrere Gebäude zu sehen, darunter ein Mehrgeschossgebäude. Die Szene wirkt ruhig und friedlich, mit einem gepflegten Grünflächenbereich auf der linken Seite.

Bereitgestellt von @altbot, privat und lokal generiert mit Ovis2-8B

🌱 Energieverbrauch: 0.262 Wh






So, I was about to review a PR to add GoToSocial support to @IceCubesApp, but I guess I won't do it then.

This is completely baffling to have such "code of conduct" at the age of AI.
I won't waste any second of my brain cycle, or my AI cycle, on their network.

Good riddance.

and thanks @rmoriz for the initial work!

reshared this

in reply to It's Just Me

do you know if there is a way to easily migrate a gts instance to a snac instance using the same domain, and the other way around? There is a think with someone keeps that need to be exported or something similar, that I don't know if that's possible.
in reply to raspbeguy

Same domain is not possible (or, more accurately, you risk federation problems related to keys). However, you can create a subdomain (e.g., snac.example.com) and move to it.



Amazon Launches 'Lens Live': An AI-Powered Shopping Tool for Use in the Real World
Amazon has launched Lens Live, an AI-powered tool within its iOS Shopping app that allows users to shop in real time by simply pointing their camera at objects. The feature offers instant product matches and detailed information, transforming the way we shop.
Read more: skyscrapers.today/amazon-launc…
#AmazonLensLive #AIShopping #RetailInnovation #TechNews


La vita sentimentale dolceamara di Giorgio Armani, dal dolore di Sergio alla solidità di Leo
https://www.marieclaire.it/attualita/gossip/a65990196/giorgio-armani-amori/?utm_source=flipboard&utm_medium=activitypub

Pubblicato su Notizie @notizie-MarieClaireIta



Eine unangenehme Lehrstunde zu Diversifizierung. Aber - ist natürlich immer hart, wenn ein Großkunde abspringt - diversifiziert oder nicht... #Politik #politics
search.app/MTpRs
Questa voce è stata modificata (1 settimana fa)



А вы сегодня извинились перед петербуржцем? (я жду)


Plaud launches Note Pro, the world’s first AI note-taker for real-time alignment. Record smarter with voice, text, images and “Press to Highlight.” #AI #Tech #IFA2025

https://techfortravel.co.uk/tech-news-ifa-2025-the-slim-smart-and-sharp-new-plaud-note-pro/?utm_source=flipboard&utm_medium=activitypub

Posted into Travel Gadgets @travel-gadgets-Tom__Payne



How long before Angela Rayner gets ‘elevated’ to the House of Lords? Join the other tax-dodgers and political failures. #uk #labourparty #starmer #Rayner