Tootfinder

A. Sim. Os Quatro Abades, essa potência mundial.
https://ciberlandia.pt/@PureDeNoticias/114642911384015314

Bowser hit with ethics complaint over travel paid for by Qatar (Brady Knox/Washington Examiner)
https://www.washingtonexaminer.com/news/justice/3429846/muriel-bowser-qatar-ethics-complaint-travel-paid/
http://www.memeorandum.com/250603/p127#a250603p127

Will Raiders Find Any Special Talent From Their Practice Squad? https://www.si.com/nfl/raiders/las-vegas-jarrod-hufford-will-putum-jah-joyner-qadir-ismail

Premiered in Washington DC yesterday: "Alien vs. Predator II".
Featuring Elon "Kill Bill" Musk and Donald "Home Alone" Trump in the leading roles. A Putin&Qatar Productions release.

Estimating the Euclidean distortion of an orbit space
Ben Blum-Smith, Harm Derksen, Dustin G. Mixon, Yousef Qaddura, Brantley Vose
https://arxiv.org/abs/2506.04425

Estimating the Euclidean distortion of an orbit space
Given a finite-dimensional inner product space $V$ and a group $G$ of isometries, we consider the problem of embedding the orbit space $V/G$ into a Hilbert space in a way that preserves the quotient metric as well as possible. This inquiry is motivated by applications to invariant machine learning. We introduce several new theoretical tools before using them to tackle various fundamental instances of this problem.

One Player That Opened Eyes at Raiders OTAs https://www.si.com/nfl/raiders/las-vegas-pete-carroll-brock-bowers-qadir-ismail-baltimore-ravens

Gauge-invariant Slavnov-Taylor Decomposition for Trilinear Vertices
Andrea Quadri
https://arxiv.org/abs/2506.01858 https://arxiv.org/…

Gauge-invariant Slavnov-Taylor Decomposition for Trilinear Vertices
We continue the analysis of the gauge-invariant decomposition of amplitudes in spontaneously broken massive gauge theories by providing a characterization of separately gauge-invariant subsectors for amplitudes involving trilinear interaction vertices for an Abelian theory with chiral fermions. We show that the use of Frohlich-Morchio-Strocchi gauge-invariant dynamical (i.e. propagating inside loops) fields yields a very powerful handle on the cancellations among unphysical degrees of freedom (…

Trump went on a digression about his recent trip to the Middle East, where, he claimed, he made a lot of money.
“I’m only here for one thing, to see if I can end it, to save 5,000 lives a week and a lot of money, the money being much less important because I made that money,” he continued.
"I went to Saudi Arabia, Qatar, and U.A.E., and we brought back $5.1 trillion.
So, I made that money in about two hours, the money that we’re talking about.
But it’s still three…

Reporter Asks Trump Point Blank, ‘What’s Stopped You From Imposing New Sanctions on Russia?’
President Donald Trump fielded questions from reporters in the White House on Wednesday, where one member of the press corps asked why he hasn't imposed new sanctions on Russia.

I for one am intrigued by the out of the box blue sky thinking of those who suggest moving Europe's IP registry to the United Arab Emirates or Qatar for their international openness and cosmopolitan approach to sanctions.
If I wasn't already subscribed to their newsletter, I'd subscribe again,

Generalized derivations of Complex $\omega$-Lie Superalgebras
Jia Zhou
https://arxiv.org/abs/2505.22966 https://arxiv.org/pdf/2505.22…

Generalized derivations of Complex $ω$-Lie Superalgebras
~Let $(g,~[-,-],~ω)$ be a finite-dimensional complex $ω$-Lie superalgebra. This paper explores the algbaraic structures of generalized derivation superalgebra ${\rm GDer}(g)$, compatatible generalized derivations algebra ${\rm GDer}^ω(g)$, and their subvarieties such as quasiderivation superalgebra ${\rm QDer}(g)$(${\rm QDer}^ω(g)$), centroid ${\rm Cent}(g)$ (${\rm Cent}^ω(g)$) and quasicentroid ${\rm QCent}(g)$ (${\rm QCent}^ω(g)$). We prove that ${\rm GDer}^ω(g) = {\rm QDer}^ω(g) + {\…