Tootfinder

Calendar.txt by Tero Karvinen is a plain text file calendar that's versionable, supports all operating systems, is future-proof, easily syncs with Android, etc: #TextFiles

🇺🇦 #NowPlaying on KEXP's #SundaySoul
Universe City:
🎵 Can You Get Down
#UniverseCity
https://universecitymusic.bandcamp.com/album/can-you-get-down-serious-2021-remaster
https://open.spotify.com/track/7ApnZM8mCOrdn1isKpcCVQ

Seifenformen-Bastelei. Das soll eine Prägematte für Seifen werden, die ich unten in die Seifenform legen kann, um ein Pflanzenmotiv in der Seife zu haben. Die Idee habe ich hier geklaut: https://seifenbar.blogspot.com/2021/02/plants-in-soap-das-gr…

Plants in Soap (Das grosse Abformen, Part 5)
Ein Blog für Seifenfans

Microsoft releases its first preview of Visual Studio 2026, the first major update since November 2021, with a new look and deeper AI integration (Tim Anderson/The Register)
https://www.theregister.com/2025/09/10/visual_studio_2026_previewed_deeper/

Microsoft's first preview of Visual Studio 2026: Deeper AI and a design refresh
: New look for Visual Studio but the core still runs on the old .Net Framework

🌝 Reverse engineering the mysterious Up-Data Link Test Set from Apollo
http://www.righto.com/2025/07/reverse-engineering-mysterious-up-data.html
#electronics

Reverse engineering the mysterious Up-Data Link Test Set from Apollo
Back in 2021, a collector friend of ours was visiting a dusty warehouse in search of Apollo-era communications equipment. A box with NASA-st...

"A 2021 report from Chainalysis revealed that in 2019 about 2.1% of all crypto transactions accounted went into criminal activity, or roughly $21.4 billion in transaction volumes. Meanwhile, the UN estimates that between 2% and 5% of global GDP (that is between $1.6 and $4 trillion in fiat currency) goes into illicit financing/money laundering every year. To paint a clearer picture, criminal activity using fiat currencies is 160 times more than its crypto counterpart."

The moduli spaces of left-invariant statistical structures on Lie groups
Hikozo Kobayashi, Yu Ohno, Takayuki Okuda, Hiroshi Tamaru
https://arxiv.org/abs/2510.04442 https://

The moduli spaces of left-invariant statistical structures on Lie groups
In the context of information geometry, the concept known as left-invariant statistical structure on Lie groups is defined by Furuhata--Inoguchi--Kobayashi [Inf. Geom. (2021)]. In this paper, we introduce the notion of the moduli space of left-invariant statistical structures on a Lie group. We study the moduli spaces for three particular Lie groups, each of which has a moduli space of left-invariant Riemannian metrics that is a singleton. As applications, we classify left-invariant conjugate s…