Tootfinder

SwitchBot K20 Pro: Saugbot mit fahrendem Serviertablett verfügbar
Der Saug- und Wischroboter SwitchBot K20 Pro putzt nicht nur den Boden, sondern bringt Frühstück ans Bett oder den Ventilator dorthin, wo es heiß ist.

stackoverflow: Stack Overflow favorites (2011)
A bipartite network of users and the posts they have favorited, from the online Q&A site Stack Overflow. An edge (i,j) connects a user i to a post j if that user "favorited" that post (a kind of a rating). Edges are timestamped.
This network has 641876 nodes and 1301942 edges.
Tags: Economic, Preferences, Unweighted, Timestamps

Studies done with this stuff " have lead to major breakthroughs, including links between cigarettes and cardiovascular disease and alcohol consumption and breast cancer. The research also uncovered the dangers of trans fats, which the U.S. has now largely restricted."
Trump cuts threaten ‘irreplaceable’ Harvard stockpile of human feces, urine - masslive.com
https://www.masslive.com/news/2025/06/trump-cuts-threaten-irreplaceable-harvard-stockpile-of-human-feces-urine.html

Die UN-Ozeankonferenz in #Nizza soll Impulse für besseren Schutz mariner #Ökosysteme setzen.
Laut Meeresforscher Christian Wild können gezielte #Schutzgebiete und Restauration helfen, …

Meereswissenschaftler Wild: „UN-Ozeankonferenz in Nizza kann einen wichtigen Beitrag leisten“
Wie gezielte Schutzmaßnahmen und Restauration mariner Ökosysteme helfen können, die Folgen des Klimawandels abzufedern

"The disconnection between designers and users has let user interfaces to drift off to a space where only designers are satisfied by them. It is time to remember the users trying to find those buttons, trying to bend those spoons, and to take their satisfaction into account, too."
https://d…

The Button And The Spoon
As my father approaches his 80th birthday, his first contacts with the latest technologies become ever more interesting. As a pen-and-pencil architect and entrepreneur with 50 years of experience, technology is not a necessity; rather, just another useful tool. He setup his first fax machine at the end of the 90s, and got his first computer a decade after that. At some point in the 2010s he bought a smartphone, and one day asked me for help to finish some task on it. I remember his face when I …

I've been looking at retrofit smart locks like the #Switchbot Lock Pro or the #Nuki. What are people's experiences with them - do they work well? How’s the #HomeAssistant integration, if…

Wann begreift die Deutsche Bahn endlich, dass sich Defizite infolge von Minderleistungen nicht durch Preissteigerungen ausgleichen lassen?
https://taz.de/Sitzplatzreservierungen-bei-der-DB/!6093553/

Switchbacks near Boundaries of Small-scale Magnetic Flux Ropes in the Young Solar Wind from Parker Solar Probe Observations
Kyung-Eun Choi, Oleksiy V. Agapitov, Dae-Young Lee, Forrest Mozer, Jia Huang, Lucas Colomban, Jaye L. Verniero, Nour Raouafi
https://arxiv.org/abs/2506.08278

Switchbacks near Boundaries of Small-scale Magnetic Flux Ropes in the Young Solar Wind from Parker Solar Probe Observations
The Parker Solar Probe (PSP) mission has revealed frequent occurrences of switchbacks (SBs) and small-scale magnetic flux ropes (SMFRs) as prominent structures within the solar wind. These mesoscale features are observed across all heliocentric distances, with heightened activity in the young solar wind, such as successive SMFRs, blobs, and SBs using PSP in situ observations. One study, in particular, focuses on SMFRs observed during the intervals of PSP co-rotating with the Sun, which suggests…

Trump: Disappointed with Putin, satisfied with Zelenskyy: https://benborges.xyz/2025/07/07/trump-disappointed-with-putin-satisfied.html

The volume of marginally trapped submanifolds in a Lorentzian manifold satisfying the null energy condition
Riku Kishida
https://arxiv.org/abs/2506.07093 h…

The volume of marginally trapped submanifolds in a Lorentzian manifold satisfying the null energy condition
In this paper, we focus on a marginally trapped submanifold $f:Σ^n\to M^{n+2}_1$ in a Lorentzian manifold $M^{n+2}_1$. We show that $f$ lies in a certain null hypersurface $\mathcal{N}_f^{n+1}$ in $M^{n+2}_1$ and $f$ has a locally volume-maximizing property in $\mathcal{N}^{n+1}_f$ if $M^{n+2}_1$ satisfies the null energy condition.