Tootfinder

Beendigung der Kooperationen mit den Fähren Boppard und Loreley - Verkehrsverbund Rhein-Mosel https://www.vrminfo.de/verkehrsverbund/aktuelles/news/detailansicht/beendigung-der-kooperationen-mit-den-faehren-boppard-u…

Beendigung der Kooperationen mit den Fähren Boppard und Loreley
Unsere Kooperationen mit den Fähren Boppard und Loreley konnten leider, trotz intensiver Bemühungen seitens des VRM, nicht verlängert werden, sodass diese zum 30.04.2024 enden.

My name is Dr. Kristin Lyerly--
I am an OB/GYN who worked to care for patients and who has been personally 🔸targeted and attacked by Republicans and anti-abortion extremists 🔸for my efforts to REVERSE Wisconsin's abortion ban.
I wanted you to be the first to know:
👉I'm running to flip Wisconsin's 8th Congressional District blue and be the only pro-choice OB/GYN in Congress.
We need a strong showing to launch our campaign: So I'm asking if you'll be…

I just gave to Kristin Lyerly!
Show your support with a contribution.

@… I was getting all nostalgic for Q*Bee and other toybox/pixel trading sites and found your wonderful page for it, so I wanted to say—THANK YOU! I love it so much and it's a joy to see it all collected and honored

Oberwolfach Report: Scalar Curvature Stability
Brian Allen
https://arxiv.org/abs/2404.02662 https://arxiv.org/pdf/2404.02662

Oberwolfach Report: Scalar Curvature Stability
Although scalar curvature is the simplest curvature invariant, our understanding of scalar curvature has not matured to the same level as Ricci or sectional curvature. Despite this fact, many rigidity phenomenon have been established which give some of the strongest insights into scalar curvature. Important examples include Geroch's conjecture, the positive mass theorem, and Llarull's theorem. In order to further understand scalar curvature we ask corresponding geometric stability questions, wh…

The solar cycle 25 multi-spacecraft solar energetic particle event catalog of the SERPENTINE project
N. Dresing, A. Yli-Laurila, S. Valkila, J. Gieseler, D. E. Morosan, G. U. Farwa, Y. Kartavykh, C. Palmroos, I. Jebaraj, S. Jensen, P. K\"uhl, B. Heber, F. Espinosa, R. G\'omez-Herrero, E. Kilpua, V. -V. Linho, P. Oleynik, L. A. Hayes, A. Warmuth, F. Schuller, H. Collier, H. Xiao, E. Asvestari, D. Trotta, J. G. Mitchell, C. M. S. Cohen, A. W. Labrador, M. E. Hill, R. Vainio

The solar cycle 25 multi-spacecraft solar energetic particle event catalog of the SERPENTINE project
The Solar energetic particle analysis platform for the inner heliosphere (SERPENTINE) project presents it's new multi-spacecraft SEP event catalog for events observed in solar cycle 25. Observations from five different viewpoints are utilized, provided by Solar Orbiter, Parker Solar Probe, STEREO A, BepiColombo, and the near-Earth spacecraft Wind and SOHO. The catalog contains key SEP parameters for 25-40 MeV protons, 1 MeV electrons, and 100 keV electrons. Furthermore, basic parameters of the …

What are your favorite examples of mundane mysteries that have been solved by or with the internet? Thinking of that classic Reply All episode about the forgotten song (https://gimletmedia.com/shows/reply-all/o2h8bx)

#158 The Case of the Missing Hit
A man in California is haunted by the memory of a pop song from his youth. He can remember the lyrics and the melody. But the song itself has vanished, completely scrubbed from the internet. PJ takes on the Super Tech Support case.

Trump calls on Republicans to take out DeSantis' lone Florida supporter in Congress (Gary Fineout/Politico)
https://www.politico.com/news/2024/03/25/laurel-lee-trump-primary-desantis-00148789
http://www.memeorandum.com/240325/p33#a240325p33

Llarull's theorem on odd dimensional manifolds: the noncompact case
Yihan Li, Guangxiang Su, Xiangsheng Wang, Weiping Zhang
https://arxiv.org/abs/2404.18153

Llarull's theorem on odd dimensional manifolds: the noncompact case
Let $(M,g^{TM})$ be an odd dimensional ($\dim M\geq 3$) connected oriented noncompact complete spin Riemannian manifold. Let $k^{TM}$ be the associated scalar curvature. Let $f:M\to S^{\dim M}(1)$ be a smooth area decreasing map which is locally constant near infinity and of nonzero degree. Suppose $k^{TM}\geq ({\dim M})({\dim M}-1)$ on the support of ${\rm d}f$, we show that $\inf(k^{TM})<0$. This answers a question of Gromov.

Last night I dreamt I went to Manderley again… by which I mean, I had a dream about attending the final performance of a (fictional) Punchdrunk show. Someone put a necklace in my pocket which could bring a character back to life; I wandered looking for her as builders tore the sets down around us 🎭
#Punchdrunk #immersive

I'm looking for info about immersive entertainment in different countries, especially those where English is not the primary language. If you're reading this, maybe you can help?
Curious about immersive theater (like Sleep No More), escape rooms, puzzle games, alternate reality games, role playing...
Things I want to know:
- what are the experiences called?
- when was the first one in the country?
- what influenced it?
- is it popular?
- what ca…