Tootfinder

Dragons, sea toads and the longest creature ever seen found on undersea peaks off South America
Squat lobsters, bright red sea toads and deep-sea dragon fishwere among
more than 160 species never previously seen in the region
that were spotted on a recent expedition
exploring an underwater mountain range
off the coast of South America.
Researchers from the California-based Schmidt Ocean Institute
believe that at least 50 of those species are likely …

OutlineSpark: Igniting AI-powered Presentation Slides Creation from Computational Notebooks through Outlines
Fengjie Wang, Yanna Lin, Leni Yang, Haotian Li, Mingyang Gu, Min Zhu, Huamin Qu
https://arxiv.org/abs/2403.09121

OutlineSpark: Igniting AI-powered Presentation Slides Creation from Computational Notebooks through Outlines
Computational notebooks are widely utilized for exploration and analysis. However, creating slides to communicate analysis results from these notebooks is quite tedious and time-consuming. Researchers have proposed automatic systems for generating slides from notebooks, which, however, often do not consider the process of users conceiving and organizing their messages from massive code cells. Those systems ask users to go directly into the slide creation process, which causes potentially ill-st…

Dragons, sea toads and the longest creature ever seen found on undersea peaks off South America
Squat lobsters, bright red sea toads and deep-sea dragon fishwere among
more than 160 species never previously seen in the region
that were spotted on a recent expedition
exploring an underwater mountain range
off the coast of South America.
Researchers from the California-based Schmidt Ocean Institute
believe that at least 50 of those species are likely …

Schimpfen und fahren - Menschen wieder mehr im Zug unterwegs
Corona ließ die Nachfrage auf der Schiene einbrechen. Inzwischen steigen die Fahrgastzahlen wieder. Ist die Bahn tatsächlich beliebt? Die Kundschaft hat es jedenfalls nicht immer leicht mit ihr.
https://…

Schimpfen und fahren - Menschen wieder mehr im Zug unterwegs
Corona ließ die Nachfrage auf der Schiene einbrechen. Inzwischen steigen die Fahrgastzahlen wieder. Ist die Bahn tatsächlich beliebt? Die Kundschaft hat es jedenfalls nicht immer leicht mit ihr.

is that like a... use a channel and wait for it to close() kind of thing?
but then you'd have an array of channels you'd have to hand off to other goroutines also attached to the waitASN list.
or have the go routine have a big array of todos that you dynamically grow with a mutex, and have it occasionally run through each to find a domain with the ASN unblocked,
or have the worker run a select from SQL every so often to populate the worker queues
queue interruption to pause/unpause things is weird. my brain doesn't think well with that
I guess you could try an approach and graph how many tasks are queued or blocked in each approach, and the memory use or wasted SQL queries?

Spherical $p$-group complexes arising from finite groups of Lie type
Kevin Iv\'an Piterman
https://arxiv.org/abs/2403.07489 https://

Spherical $p$-group complexes arising from finite groups of Lie type
We show that the $p$-group complex of a finite group $G$ is homotopy equivalent to a wedge of spheres of dimension at most $n$ if $G$ contains a self-centralising normal subgroup $H$ which is isomorphic to a group of Lie type and Lie rank $n$ in characteristic $p$. If in addition every order-$p$ element of $G$ induces an inner or field automorphism on $H$, the $p$-group complex of $G$ is $G$-homotopy equivalent to a spherical complex obtained from the Tits building of $H$. We also prove that …

Internet of Dongs (gah I love them) also got their hands on the "Reddit said this vibrator has malware" vibrator this weekend, pulled it apart, and confirmed it doesn't have malware: https://internetofdon.gs/bad-vibes-or-why-you-…

Bad vibes? Or: Why you shouldn’t trust everything you read on Reddit
Note from RenderMan: This post is a writeup by a friend who specializes in malware analysis and tracking who wishes to remain anonymous but wanted to share what they found. More than happy to post such things, so feel free to reach out if you want your research posted anonymously.

Cowboys don't even have to bother looking into rising NFL free agent and that's great news https://www.yardbarker.com/nfl/articles/cowboys_dont_even_have_to_bother_looking_into_ris…

Cowboys don't even have to bother looking into rising NFL free agent and that's great news
You just know a large amount of NFL teams have one name in mind in the latter stages of free agency ahead of the 2024 regular season:  Jake Bates, kicker for the UFL Michigan Panthers.  Bates has been an absolute beast in the spring league formed by the merger of the USFL and XFL, nailing field goals from 52, 55, 60, 62, and 64 yards out. He's also happened to go 12-for-14 in field goal attempts. Fortunately, the Dallas Cowboys will be able to avoid the bidding war for Bates' services, who is…

This https://arxiv.org/abs/2206.11835 has been replaced.
link: https://scholar.google.com/scholar?q=a

Pluriharmonic maps into buildings and symmetric differentials
Given a complex quasi-projective manifold $X$, a semisimple algebraic group $G$ defined over some non-archimedean local field $K$ and a Zariski dense representation $\varrho:π_1(X)\to G(K)$, we construct a $\varrho$-equivariant (pluri-)harmonic map from the universal covering of $X$ into the Bruhat-Tits building $Δ(G)$ of $G$, with some suitable asymptotic behavior. This theorem generalizes the previous work by Gromov-Schoen to the quasi-projective setting. We also construct logarithmic symme…

👍 Feds Get a Guilty Plea From Aide to Chinese Mogul Guo Wengui. That’s Bad for Steve Bannon. – Mother Jones
https://www.motherjones.com/politics/2024/05/feds-get-a-guilty-plea-from-aide-to-chines…

Feds get a guilty plea from aide to Chinese mogul Guo Wengui. That's Bad for Steve Bannon.
Prosecutors just got a win in a massive fraud case.