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The Brainless Propaganda of Stephen Miller #fascism

The Brainless Propaganda of Stephen Miller
Even by the standards of right-wing rhetoric, Miller’s public statements are uncommonly shameless. He treats his audience as stupid and gullible. 

NSF-IAA er et fagforbund som er helt uavhengig av politiske partier og myndigheter.
Hos NSF-IAA er det medlemmene som bestemmer gjennom direkte demokrati, og de tar avstand fra statlig og arbeidsgiverfinansiering for å beholde vår Ÿkonomiske frihet.
Forhandlinger og avgjŸrelser gjŸres av de berŸrte arbeiderne selv, uten bruk av mellommenn eller profesjonelle forhandlere.
⭐ Les mer her:

Se nos fue un grande: Brian Wilson, la voz de los Beach Boys, falleció a los 82 años 🥹💔
🐦 #BrianWilson

Ahh bollocks. Just had my first chance today to look at the news.
RIP #BrianWilson. You were one of the true greats.

Amazing version of the Beach Boys classic song "Don't Worry Baby" recorded by the Pastels offshoot Melody Dog.
Released on the "We Are Icerink" compilation back in 1994.
#music #BrianWilson

Sim, sim. Nada mais adequado neste momento do que morrer o gajo que compôs "Good Vibrations".
Perfeitamente em sintonia com o estado de tudo.
RIP, #BrianWilson

🇺🇦 #NowPlaying on KEXP's #MiddayShow
Brian Wilson:
🎵 Heroes and Villains
#BrianWilson
https://pascalmaupeu1.bandcamp.com/track/heroes-and-villains
https://open.spotify.com/track/2TuHSCf1WjoJCPyk7FXSnh

Generalization of Ramanujan's formula for the sum of half-integer powers of consecutive integers via formal Bernoulli series
Max A. Alekseyev, Rafael Gonzalez, Keryn Loor, Aviad Susman, Cesar Valverde
https://arxiv.org/abs/2506.05961

Generalization of Ramanujan's formula for the sum of half-integer powers of consecutive integers via formal Bernoulli series
Faulhaber's formula expresses the sum of the first $n$ positive integers, each raised to an integer power $p\geq 0$ as a polynomial in $n$ of degree $p+1$. Ramanujan expressed this sum for $p\in\{\frac12,\frac32,\frac52,\frac72\}$ as the sum of a polynomial in $\sqrt{n}$ and a certain infinite series. In the present work, we explore the connection to Bernoulli polynomials, and by generalizing those to formal series, we extend the Ramanujan result to all positive half-integers $p$.

Malta – Cospicua – Ix-Xatt ta’ Bormla
#kamafotos

when i saw the #BeachBoys reunion tour at the beacon theatre in 2015, brian was half-present at best for most of the show, except when he woke up suddenly in the middle of "marcella" (of all places) & was intensely, wonderfully present for like 2 songs & then kinda drifted off again. #BrianWilson