Tootfinder

"The Witcher" auf Netflix: Liam Hemsworth im ersten Trailer als Geralt
Die Netflix-Serie "The Witcher" hat einen neuen Hauptdarsteller: Wie Liam Hemsworth den Hexer Geralt interpretiert, zeigt ein erster Trailer.

🇺🇦 Auf radioeins läuft...
The Stone Roses:
🎵 I Wanna Be Adored (Radio Edit)
#NowPlaying #TheStoneRoses
https://whitesquare.bandcamp.com/track/the-stone-roses-i-wanna-be-adored-whitesquares-club-edit
https://open.spotify.com/track/5D5cPDuQ6mLDKxrh5hMcwG

A former CNN correspondent discusses the challenges facing "evidence-based creators", journalists doing original reporting primarily on social media platforms (Jessica Yellin/The Atlantic)
https://www.theatlantic…

The Awkward Adolescence of a Media Revolution
Truth is still alive on social media—but it’s not easy enough to find.

On the Degenerate Whittaker space for some induced representations of ${\rm GL}_4(\mathfrak{o}_2)$
Ankita Parashar, Shiv Prakash Patel
https://arxiv.org/abs/2508.10796 https://

On the Degenerate Whittaker space for some induced representations of ${\rm GL}_4(\mathfrak{o}_2)$
Let $\mathfrak{o}_l$ be a finite principal ideal local ring of length $l$. The degenerate Whittaker space associated with a representation of ${\rm GL}_{2n}(\mathfrak{o}_l)$ is a representation of ${\rm GL}_n(\mathfrak{o}_l)$. For strongly cuspidal representations of ${\rm GL}_{2n}(\mathfrak{o}_l)$ the structure of degenerate Whittaker space is described by Prasad's conjecture, which has been proven for ${\rm GL}_4(\mathfrak{o}_2)$. In this paper, we describe the degenerate Whittaker space for …

who up putting linux and tensorflow in their lightbulbs

ok but are you absolutely sure, libcxx?

i spent soooo much time yesterday looking at pictures of tuna

are any of you interested in a better Codeberg Pages server?

britain nationalizing and privatizing steel production like a cat that's not sure if it wants to be in or not

ive been reading the history of google messaging services 2005-2021 for _this entire day_ and im still reading it
its not over
the scrollbar is microscopic