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

Time For 9 o'clock #HashTagGames hosted by @… Let's play!
#AnimalDreams

Saturday Breakfast With Julie Reynolds - The "Best Bits"
Great Australian Pods Podcast Directory: https://www.greataustralianpods.com/saturday-breakfast-with-julie-reynolds-the-best-bits/

Saturday Breakfast | Great Australian Pods Podcast Directory
Podcast: Saturday Breakfast With Julie Reynolds – The “Best Bits” Host: Julie Reynolds Category: Arts Sub-Category: Commentary & Conversations, Entertainment News First Episode: 2022 A podcast made…

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…

Time For 9 o'clock #HashTagGames hosted by @… Let's play!
#SitcomRealityShows

Tamar Riley, global managing director at Refinery29 since July 2022, is set to join The Standard, formerly The Evening Standard, as CEO on July 14 (Charlotte Tobitt/Press Gazette)
https://pressgazette.co.uk/the-wire/media-jobs-uk-news/eveni…

Managing director of lifestyle publisher Refinery29 joins Standard as CEO
The new chief executive (CEO) of The Standard is Tamar Riley, joining from women's lifestyle brand Refinery29 in July.

Grassroots - summertime is music festival time
#grassroots #MusicFestival
https://

Grassroots - summertime is music festival time
Stan Stewart - @muz4now

Just found out a project I'd kind of forgotten about was actually published on #Spotify Pleasantly surprised with how it sounds!
Given how Spotify doesn't really vibe with my personal ethics I never use it... Probably adding to why I didn't know about this.

#linktipp
#Pakistan is home to one of the largest concentrations of sellers on Alibaba.com
https://restofworld…

L'économie russe va mal, et tant mieux
https://legrandcontinent.eu/fr/2025/03/24/economie-russe-pour-la-premiere-fois-en-2025-le-petro…

Pablo Reche – Programa(cion)
#byncsa

Symmetries of coefficients of three-term relations for basic hypergeometric series
Yuka Yamaguchi
https://arxiv.org/abs/2505.20798 https://

Symmetries of coefficients of three-term relations for basic hypergeometric series
Any three basic hypergeometric series ${}_{2}ϕ_{1}$ whose respective parameters $a, b, c$ and a variable $x$ are shifted by integer powers of $q$ are linearly related with coefficients that are rational functions of $a, b, c, q$, and $x$. This relation is called a three-term relation for ${}_{2}ϕ_{1}$. In this paper, we prove that the coefficients of the three-term relation for ${}_{2}ϕ_{1}$ considered in the author's earlier paper (2022) have ninety-six symmetries, and present explicit form…

Time For 9 o'clock #HashTagGames hosted by @… Let's play!
#MakeASongArtificial

終於還是栽進了複式簿記世界－今天不寫程式，我們進入會計宇宙認識複式簿記，也是寫會計系統的必要先修課。
https://editor.leonh.space/2022/double-entry/

全世界最簡單的複式簿記基礎 | 六小編 Editor Leon
終於還是栽進了複式簿記世界－今天不寫程式，我們進入會計宇宙認識複式簿記，也是寫會計系統的必要先修課。

Bird of the Day — Wilson's Snipe, Nebraska 2022
#Birds #NaturePhotography #Nature #Wildlife

Un pognon de dingue: le soutien public global aux entreprises privées lucratives en Belgique a atteint 51,9 milliards d’euros en 2022, soit 9,2% du PIB et 17,6% des dépenses publiques.
https://www.econospheres.be/Un-pognon-de-dingue

Time For 9 o'clock #HashTagGames hosted by @… Let's play!
#CommercialCatchPhrases

Time For 9 o'clock #HashTagGames hosted by @…
We lost George Wendt, the actor who played NORM! on Cheers, this week. In remembrance, Let's play!
#FictionalCharactersLastWords

#Facebook front office grabbed great publicity from its bold #billion dollar public #pledge to help solve the #BayArea

Here’s where the money Meta spent on its $1 billion pledge for affordable housing has gone
Executives at Facebook’s parent company in 2022 stopped committing funding to the initiative, slowing progress.

Time For 9 o'clock #HashTagGames hosted by @… Let's play!
#MakeABookLate

Time For 9 o'clock #HashTagGames hosted by @… Let's play!
#ReasonsHellFrozeOver

Bird of the Day — Greater Roadrunner, Arizona 2022
#Birds #NaturePhotography #Nature #Wildlife