Tootfinder

Trump’s New Appointee to lead the Bureau of Labor Statistics Boasted About Hitler’s Favorite Ship ‘in All His Glory’
https://www.thedailybeast.com/donald-trumps-new-appointee-ej-antoni-boasted-about-hitlers-favorite-shi…

Trump’s New Appointee Boasted About Hitler’s Favorite Ship ‘in All His Glory’
E.J. Antoni seems to have no issue sitting in front of the Nazi warship while being interviewed.

Eagles-Browns joint practice takeaways: Cleveland QB battle has clear favorite; Dillon Gabriel finishes strong

https://www.cbssports.com/nfl/news/eagles…

Vorbestellstart beim iPhone: 17 Pro Max ist Favorit, Air meist sofort verfügbar
Am Freitagnachmittag konnten die neuen iPhones vorbestellt werden. Eindeutiger Favorit: das iPhone 17 Pro Max. In China hat Apple den Start des Air verschoben.

A Fibration Theorem and Chas-Sullivan product for Morse-Novikov Homology with differential graded coefficients
Robin Riegel (IRMA)
https://arxiv.org/abs/2508.09580 https://

A Fibration Theorem and Chas-Sullivan product for Morse-Novikov Homology with differential graded coefficients
Given an oriented, closed and connected manifold X and a nonzero cohomology u $\in$ H 1 (X, R), we extend the constructions of Morse Homology with differential graded coefficients of [BDHO25] and of the Chas-Sullivan product described on this model in [Rie24] to Morse-Novikov Homology with differential graded coefficients. More precisely, we will construct a Morse-Novikov complex with differential graded coefficients and prove that, given a fibration E $π$ $\rightarrow$ X such that $π$ * u = …

I’m writing again… it’s been a while.
My favourite sentence of the post so far:
“And naturally, you also want to avoid FART.” ☺️

My favourite flavours of the day are fake duck meat (just cooked dinner with some and it was delicious) and water melon (had fruit as dessert).

Sections of Jacobian fibrations over lines
J\'anos Koll\'ar, Giulia Sacc\`a
https://arxiv.org/abs/2508.09819 https://arxiv.org/pdf/2508.09819

Sections of Jacobian fibrations over lines
Let $|H|$ be a linear system on a smooth surface $S$. We study the cohomology classes of sections of the universal Jacobian over lines in $|H|$. When $S$ is a K3 surface, the universal compactified Jacobian is a hyperkähler manifold, and we do not see how to reconcile our results with some of the steps in [BKV25].

Easily my favorite animal video of the week. (Even though I cried throughout.)
▶️ We Almost Didn’t Stop for This Tiny Kitten—But I’m So Glad We Did!
https://youtube.com/watch?v=dPvAmJR9aQs&si=W_UJfTRB-i7iFwel

#NowPlaying an incredible EP I haven't mentioned here surprisingly, I bought this a while back, this was from 2021. I've talked about Gorgeous Jefe here before, one of my favorite rappers from Phoenix here- on this one as Malick McFly before he changed his name to Jefe. I talk to Jefe here and there, he told me this EP is FULLY freestyle, NOTHING written down, just a bunch of talented Arizona ra…

Me, the moment I start watching my favorite show. 🏳️‍🌈