Tootfinder

The UK's Channel 4 purchases a majority stake in a production company, Firecrest Films, for the first time; it will now be able to own British IP (Max Goldbart/Deadline)
https://deadline.com/2025/09/channel-4-buys-firecrest-films-first-majorit…

Channel 4 Makes History By Taking First Ever Majority Stake In A Production Company
Channel 4 has bought Firecrest Films, the producer of 'Murder Trial' and its first ever majority stake in a production company.

@… guten morgen! re flameshot (https://www.tub.tuhh.de/tubtorials/2024/11/30/screenshot-tools-mein-aha-moment-mit-fla…

Ukrainian filmmaker Oleh Sentsov promoted to battalion commander: https://benborges.xyz/2025/09/15/ukrainian-filmmaker-oleh-sentsov-promoted.html

Folks, Mohammed ( @…) has taken ill after his trip to the South to try and secure a place for his family.
It’s likely Covid.
It’s the second account I’m seeing of someone who visited the South falling ill with Covid in as many days.
Please help him cover cost of treatment in addition to everything else.
This is his fundraiser:

No shelter, no safety - Help Mohammed survive genocide in Gaza
My name is Thomas and I live in France and in the UK. I'm hosting Mohammed's campaign because Palestinians cannot host their own campaigns. If you've got any questions or if you'd like any proofs, I'm happy to provide you with these. Please support! Peace ✌️

Fundamental Fourier coefficients of Siegel modular forms of higher degrees and levels
Pramath Anamby, Soumya Das
https://arxiv.org/abs/2509.12148 https://a…

Fundamental Fourier coefficients of Siegel modular forms of higher degrees and levels
We prove the following statement about any Siegel modular form $F$ of degree $n$ and arbitrary odd level $N$ on the group $Γ_1^{(n)}(N)$. Let $A(F,T)$ denote the Fourier coefficients of $F$ and write $T=(T(i,j))$. Suppose that $F$ has a non-zero Fourier coefficient $A(F,T_0)$ such that $(T_0(n,n),N)=1$. Then there exist infinitely many odd and square-free (and thus fundamental) integers $m$ such that $m=\mathrm{discriminant}(T)$ and $A(F,T)\neq 0$. In the case of odd degrees, we prove a stro…

Man films Border Patrol agents smashing his car window in Charlotte (Associated Press)
https://apnews.com/video/man-films-car-window-being-smashed-by-agents-as-immigration-enforcement-starts-in-charlotte-nc-63df61299b4d49e2935dc6b0a1b824b9
http://www.memeorandum.com/251116/p10#a251116p10

LoRA-fine-tuned Large Vision Models for Automated Assessment of Post-SBRT Lung Injury
M. Bolhassani, B. Veasey, E. Daugherty, S. Keltner, N. Kumar, N. Dunlap, A. Amini
https://arxiv.org/abs/2509.12155 …

LoRA-fine-tuned Large Vision Models for Automated Assessment of Post-SBRT Lung Injury
This study investigates the efficacy of Low-Rank Adaptation (LoRA) for fine-tuning large Vision Models, DinoV2 and SwinV2, to diagnose Radiation-Induced Lung Injury (RILI) from X-ray CT scans following Stereotactic Body Radiation Therapy (SBRT). To evaluate the robustness and efficiency of this approach, we compare LoRA with traditional full fine-tuning and inference-only (no fine-tuning) methods. Cropped images of two sizes (50 mm3 and 75 mm3), centered at the treatment isocenter, in addition …

Cowboys' epic OT thriller over Giants gets NFL Films Mic'd Up video https://www.si.com/nfl/cowboys/news/dallas-cowboys-epic-ot-thriller-over-giants-nfl-films-mic-d-up-video

Poland 'neutralizes' drone flying over government buildings, two Belarusian citizens detained, Tusk says: https://benborges.xyz/2025/09/15/poland-neutralizes-drone-flying-over.html

On irreducibility of certain low dimensional automorphic Galois representations
Boyi Dai
https://arxiv.org/abs/2510.12496 https://arxiv.org/pdf/2510.12496

On irreducibility of certain low dimensional automorphic Galois representations
We study irreducibility of Galois representations $ρ_{π,λ}$ associated to a $n=7$ or 8-dimensional regular algebraic essentially self-dual cuspidal automorphic representation $π$ of $\text{GL}_n(\mathbb{A}_\mathbb{Q})$. We show $ρ_{π,λ}$ is irreducible for all but finitely many $λ$ under the following extra conditions. (i) If $n=7$, and there exists no $λ$ such that the Lie type of $ρ_{π,λ}$ is the standard representation of exceptional group $\textbf{G}_2$. (ii) If $n=8$, and when …