Tootfinder

Context…
‘Accessibility at the Edge’ W3C CG Is an overlay smoke screen:
https://adrianroselli.com/2022/09/accessibility-at-the-edge-w3c-cg-is-an-overlay-smoke-screen.html
It has drafted a report…
“Accessi…

‘Accessibility at the Edge’ W3C CG Is an Overlay Smoke Screen
Another post where I lay it all out in the title. What follows is why I am making this assertion (with a handy table of contents). Timeline 26 May 2022 at 10:58am ET 26 May 2022 at 7:56pm ET 27 May 2022 at 7:38pm ET 28 May 2022 at 5:04pm…

📚 Nos avocats doivent éplucher des milliers de pages des affaires OKC, en France (1997-2003) et en Belgique (1997-2022). Ce travail colossal est indispensable pour obtenir un procès. Aidez-nous Š financer leur mission ! 🙏 👉 https://chardonsbleus.org/

Association Chardons Bleus - Un combat contre la dérive sectaire OKC depuis 27 ans
l'Association Chardons Bleus réunit des victimes-survivants parties civiles dans l'affaire OKC en France après 10 ans de bataille judiciaire en Belgique

This https://arxiv.org/abs/2504.00804 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

The prime number theorem over integers of power-free polynomial values
Let $f(x)\in \mathbb{Z}[x]$ be an irreducible polynomial of degree $d\ge 1$. Let $k\ge2$ be an integer. The number of integers $n$ such that $f(n)$ is $k$-free is widely studied in the literature. In principle, one expects that $f(n)$ is $k$-free infinitely often, if $f$ has no fixed $k$-th power divisor. In 2022, Bergelson and Richter established a new dynamical generalization of the prime number theorem (PNT). Inspired by their work, one may expect that this generalization of the PNT also hol…