Tootfinder

Clip: Ein Clipboard-Manager für iPads – nur in der EU abseits des App Stores
Richtige Clipboard-Manager erlaubt Apple auf iPhones und iPads nicht. Clip kommt nah dran und unterstützt jetzt iPadOS, auch wenn Apple wieder länger mauerte.

Now the unidentified secret police (the Miller-Noem - the "Millnos"?) are threatening to arrest people who ask them who they are...
"Ice’s ‘inhumane’ arrest of well-known vineyard manager shakes Oregon wine industry"
https://www.theguardian.com/us-new…

job notice: $22/hr
which works out to $45,760 a year if 40 hrs a week, 52 weeks a year.
Application asks: how many years of management experience do you have?
Employer is not serious.
"…average salary for a manager is $75,801 per year in the United States." https://www.indeed.com/career/manager/…

Another shoe has dropped in the Michael Tait story.
There's always another shoe.
https://julieroys.com/woman-accuses-michael-tait-drugging-her-watching-newsboys-tour-manager-covered-up/

Woman Accuses Michael Tait of Drugging Her and Watching While She Was Raped; Says Newsboys Tour Manager Covered It Up
After singer Michael Tait admitted he has preyed on other men, a woman who worked with the Newsboys says she was raped while Tait watched.

Quarto Manuscript makes me almost want to write scientific articles again. This could potentially change the process quite a lot. But maybe there is also a good use for it in internal project reports. https://quarto.org/docs/manuscripts/

Quarto Manuscripts – Quarto

Short monochromatic odd cycles
Oliver Janzer, Fredy Yip
https://arxiv.org/abs/2506.14910 https://arxiv.org/pdf/2506.14910

Short monochromatic odd cycles
It is easy to see that every $k$-edge-colouring of the complete graph on $2^k+1$ vertices contains a monochromatic odd cycle. In 1973, Erdős and Graham asked to estimate the smallest $L(k)$ such that every $k$-edge-colouring of $K_{2^k+1}$ contains a monochromatic odd cycle of length at most $L(k)$. Recently, Girão and Hunter obtained the first nontrivial upper bound by showing that $L(k)=O(\frac{2^k}{k^{1-o(1)}})$, which improves the trivial bound by a polynomial factor. We obtain an exponen…

In the early morning hours of 12 June, Moises Sotelo woke up to go to work in the rolling hills of Oregon’s Willamette Valley wine country, a place he has called home for decades.
But a car tailed Sotelo as soon as he left his driveway, according to an account from his co-worker.
Trucks surrounded him just outside of St Michael’s Episcopal church, where he was detained by federal immigration agents.
By the end of the day, Sotelo was in an Ice detention facility.
“He was…

Donnerstag: KI-Agenten ersetzen Programmierer, Facebook-Manager vor US-Gericht
Softbanks Milliarden KI-Agenten Schadenersatz für Datenmissbrauch Pixel-Event im August Google-KI per Wasserkraft Mercedes mit Reichweite #heiseshow

Manage Self, Lead Others: Emotional Intelligence And Leadership For Managers
Great Australian Pods Podcast Directory: https://www.greataustralianpods.com/manage-self-lead-others-nina-sunday-presents/

TIL: #UV
#Python

GitHub - astral-sh/uv: An extremely fast Python package and project manager, written in Rust.
An extremely fast Python package and project manager, written in Rust. - astral-sh/uv