Tootfinder

Trump se pohšdal s Muskem.😆
Doufšm, že "rozvod" bude hodně bolestivý, nepříjemný a "krštký" jako 30 letš všlka!😈
Kdyby měl někdo zšjem, odemčený člšnek na DeníkuN.

Celebrating 10 Years of EaPConnect! 🎉
For a decade, EaPConnect has empowered universities, research institutions, and students across Armenia, Azerbaijan, Georgia, Moldova, and Ukraine, providing high-capacity network infrastructure and fostering international collaboration.
As it nears completion in 2025, Rosanna Cramarossa Norman spoke with NREN directors about the project's impact.
🔗 Read the full interview in the latest edition of

Celebrating 10 Years of EaPConnect: Voices from the NRENs | GÉANT CONNECT Online
We are joined by the directors of the five NRENs beneficiary partners involved in the EU-funded ‘EU4Digital: Connecting Research and Education Communities (EaPConnect)’ project: ASNET from Armenia, AzScienceNet from Azerbaijan, GRENA from Georgia, RENAM from Moldova and URAN from Ukraine. Launched in 2015, the EaPConnect project has empowered universities, research institutions, and students throughout the Eastern

Bill Atkinson, a pioneering Apple engineer and key member of the original Macintosh team, died on June 5, at age 74 from pancreatic cancer (John Gruber/Daring Fireball)
https://daringfireball.net/linked/2025/06/07/bill-atkinson-rip

Bill Atkinson Dies From Cancer at 74
Link to: https://www.facebook.com/story.php?story_fbid=10238073579963378&id=1378467145&_rdr

I didn’t expect that my career-ending move would be to say 'stop bombing hospitals'
https://www.democracynow.org/2025/6/6/university_california_san_francisco_gaza

Fired over Gaza? Dr. Rupa Marya Sues UCSF, Says She Was Targeted for Speaking Up for Palestine
We speak with Dr. Rupa Marya, a physician, activist, author and composer, who this week filed two free speech complaints against her former employer, the University of California, San Francisco. The school fired her last month after a lengthy suspension over her criticism of Israel’s war on Gaza and its impact on healthcare in the Palestinian territory. “I didn’t expect that my career-ending move would be to say 'stop bombing hospitals,' for expressing support for Palestinian liberation a…

Due to popular demand, we made the web exports easy to download:
https://blog.la-terminal.net/export-to-itch-downloadable-exports-now-available/

Export to Itch: Downloadable Exports Now Available
When we launched Xogot last month, one of our favorite features was giving you the ability to share your game directly to the web with a single tap. No export targets, no hosting setup, no extra configuration. Your game is instantly playable in any modern browser with an easy to

Volle Fahrt voraus im Rückwärtsgang!
[Full speed ahead in reverse gear!]
What this TV report opens with seems to be a new motto for the German automotive industry.
https://www.linkedin.com/posts/jaapburger_

MDR SACHSEN-ANHALT HEUTE: Rückwärts-Weltrekord: Die Fahrt ging noch weiter… | Jaap Burger
Volle Fahrt voraus im Rückwärtsgang! [Full speed ahead in reverse gear!] What this TV report opens with seems to be a new motto for the German automotive industry. This week, a German manufacturer set a new world record for reversing in an electric truck. The German automotive industry as a whole is also attempting to reverse in electric mode: it has presented a 10-point plan to postpone, water down, weaken, undermine, regret, delay, reduce, replace, backtrack on and ridicule European CO2 re…

Remarks on $d$-ary partitions and an application to elementary symmetric partitions
Mircea Cimpoeas, Roxana Tanase
https://arxiv.org/abs/2506.04459 https:/…

Remarks on $d$-ary partitions and an application to elementary symmetric partitions
We prove new formulas for $p_d(n)$, the number of $d$-ary partitions of $n$, and, also, for its polynomial part. Given a partition $λ(λ_1,\ldots,λ_{\ell})$, its associated $j$-th symmetric elementary partition, $pre_{j}(λ)$, is the partition whose parts are $\{λ_{i_1}\cdotsλ_{i_j}\;:\;1\leq i_1 < \cdots < i_j\leq \ell\}$. We prove that if $λ$ and $μ$ are two $d$-ary partitions of length $\ell$ such that $pre_j(λ)=pre_j(μ)$, then $λ=μ$.

Renee Ferguson, longtime investigative reporter for WMAQ-Ch. 5, dies (Bob Goldsborough/Chicago Tribune)
https://www.chicagotribune.com/2025/06/06/renee-ferguson-nbc5-dead/
http://www.memeorandum.com/250606/p146#a250606p146

Tom Rafferty, longtime Cowboys offensive lineman and Super Bowl champion, dies at 70

https://www.cbssports.com/nfl/news/tom-rafferty-lon…

Geodesic transitive graphs of small valency
Jun-Jie Huang
https://arxiv.org/abs/2506.04670 https://arxiv.org/pdf/2506.04670

Geodesic transitive graphs of small valency
For a graph $Γ$, the {\em distance} $d_Γ(u,v)$ between two distinct vertices $u$ and $v$ in $Γ$ is defined as the length of the shortest path from $u$ to $v$, and the {\em diameter} $\mathrm{diam}(Γ)$ of $Γ$ is the maximum distance between $u$ and $v$ for all vertices $u$ and $v$ in the vertex set of $Γ$. For a positive integer $s$, a path $(u_0,u_1,\ldots,u_{s})$ is called an {\em $s$-geodesic} if the distance of $u_0$ and $u_s$ is $s$. The graph $Γ$ is said to be {\em distance transiti…