Tootfinder

Why Saints DE Cameron Jordan ripped NFL excessive celebration rules

https://www.cbssports.com/nfl/news/why-saints-de-cameron-jordan-ripped-nfl-excessiv…

This is sickening…
It’s ⭐️Jordan Wood,
Susan Collins’ only Democratic opponent.
When Susan Collins confirmed RFK Jr. and Tulsi Gabbard
after expressing her *deepest concerns*
she left Mainers stunned.
But now, I’m learning that days before the votes:
…Susan Collins jetted down to Mar-a-Lago
…she DINED with Donald Trump 
…the MAGA establishment vowed 💥over $400 MILLION would be spent on her race
I won’t mince words:
👉 Susan Col…

Chip in now to elect Jordan Wood >>
Help Jordan defeat Susan Collins

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Shub:
🎵 Part Of Me (feat. JRDN)
#Shub
https://djshub.bandcamp.com/track/part-of-me-ft-jrdn

On the Jordan-Chevalley-Dunford decomposition of operators in type $I$ Murray-von Neumann algebras
Soumyashant Nayak, Renu Shekhawat
https://arxiv.org/abs/2506.17227

On the Jordan-Chevalley-Dunford decomposition of operators in type $I$ Murray-von Neumann algebras
We show that, for $n \ge 3$, the mapping on $M_n(\mathbb{C})$ which sends a matrix to its diagonalizable part in its Jordan-Chevalley decomposition, is {\bf norm-unbounded} on any neighbourhood of the zero matrix. Let $X$ be a Stonean space, and $\mathcal{N}(X)$ denote the $*$-algebra of (unbounded) normal functions on $X$, containing $C(X)$ as a $*$-subalgebra. We show that every element of $M_n\big(\mathcal{N}(X)\big)$ has a unique Jordan-Chevalley decomposition. Furthermore, when $n \ge 3$ a…

Saints' Cameron Jordan not a fan of excessive celebration penalty: NFL rules that should be changed

https://www.cbssports.com/nfl/news/saints-

RonJohn to White House (Jordain Carney/Politico)
https://www.politico.com/live-updates/2025/06/23/congress/ron-johnson-white-house-00418860
http://www.memeorandum.com/250623/p108#a250623p108

Nonassociative algebras of anti-biderivation-type
Sa\"id Benayadi, Said Boulmane, Ivan Kaygorodov
https://arxiv.org/abs/2506.17228 https://

Nonassociative algebras of anti-biderivation-type
The main purpose of this paper is to study the class of Jacobi-Jordan-admissible algebras, such that its product is an anti-biderivation of the related Jacobi-Jordan algebra. We called it as $\mathcal A{\rm BD}$-algebras. First, we provide characterizations of algebras in this class. Furthermore, we show that this class of nonassociative algebras includes Jacobi-Jordan algebras, symmetric anti-Leibniz algebras, and anti-${\rm LR}$-algebras. In particular, we proved that anti-${\rm LR}$-algebras…

Merci beaucoup @… (et @… ) pour ton article "Un logiciel libre est un produit et un projet"
Je l'ai trouvé excellent ! Je pense avoir bien compris le message que tu as essayé de faire passer et je suis en accord avec tes…

Senate GOP unlikely to release revised megabill text Monday (Jordain Carney/Politico)
https://www.politico.com/live-updates/2025/06/23/congress/senate-gop-megabill-text-delay-00418386
http://www.memeorandum.com/250623/p51#a250623p51

Senate GOP to include rural hospital fund amid Medicaid pushback (Jordain Carney/Politico)
https://www.politico.com/live-updates/2025/06/23/congress/senate-hospital-fund-medicaid-00418648
http://www.memeorandum.com/250623/p155#a250623p155