Tootfinder

Apples AirPort-Router: Weitere Geräte "obsolet" – warten auf Nachfolger
Apples Liste nicht mehr unterstützter Geräte wird um AirPort-Modelle erweitert. Die Gerüchteküche um neue WLAN-Geräte verstummt aber nicht.

It’s sad it’s come to having to offer this as travel advice, but if you need to fly to the US and are apprehensive, pre clearance through at the US borders in Irish airports is a great idea. You arrive at a domestic terminal.
https://metro.co.uk/2025/06/06/a-us-border-dub…

There's a US border at Dublin airport — here's why
Donald Trump's travel ban is stoking fears but did you know there's a US border where you can clear immigration on Irish soil?

U.S. Multifamily Market Snapshot — May 2025
Arbor - May 14, 2025
“Examining key benchmarks for the sector, the multifamily market’s consistent performance provides a solid foundation for continued expansion despite broader economic uncertainties, while well-positioned multifamily investors consider new opportunities.”
#ArborRealtyTrust

U.S. Multifamily Market Snapshot — May 2025
The U.S. multifamily market continued to settle into a normalized cycle, despite ongoing uncertainties surrounding the global economy and labor market. There is a rising tide of optimism for the sector ahead and investors are continuing to take advantage of market opportunities.

🇺🇦 #NowPlaying on KEXP's #AfternoonShow
Packaging:
🎵 Running Through the Airport
#Packaging
https://packaging.bandcamp.com/track/running-through-the-airport
https://open.spotify.com/track/3qC3ozVpH3U6CyLBJZUUTR

eu_airlines: European airline network
A multiplex network of airline routes among European airports, where each of the 37 edge types represents routes by a different airline.
This network has 450 nodes and 3588 edges.
Tags: Transportation, Airport, Multilayer, Unweighted
https://networks.skewed.de/net/eu_airl…

Arboreal Galois groups of postcritically finite quadratic polynomials: The strictly preperiodic case
Robert L. Benedetto, Dragos Ghioca, Jamie Juul, Thomas J. Tucker
https://arxiv.org/abs/2507.08347

Arboreal Galois groups of postcritically finite quadratic polynomials: The strictly preperiodic case
In a previous paper, we provided an explicit description of the arboreal Galois group of the postcritically finite polynomial $f(z) = z^2 +c$ in the special case when the critical point $0$ is periodic under the action of $f(z)$. In the current paper, we complete the picture for all postcritically finite polynomials by addressing the cases when $0$ is strictly preperiodic for the polynomial $f(z)$.

I’m a recovering frequent flier, and today I’m at the airport to take my first travel-for-work flight in TWO YEARS … after 3 days in my new role. Travel is a craft and I feel like I’ve lost a lot of skills!

The #oslo #airport refuel application is using an #Android application written in @… says

openflights: Openflights airport network
A network of regularly occurring flights among airports worldwide, extracted from the openflights.org dataset. Nodes represent airports, and direction of edge (i,j) indicates a regularly occurring commercial flight by a particular airline from airport i to airport j. Multiple edges may exist between a pair of airports if multiple airlines offer that flight, or if one airline offers multiple such flights each day.
This network has 3214 node…

openflights: Openflights airport network
A network of regularly occurring flights among airports worldwide, extracted from the openflights.org dataset. Nodes represent airports, and direction of edge (i,j) indicates a regularly occurring commercial flight by a particular airline from airport i to airport j. Multiple edges may exist between a pair of airports if multiple airlines offer that flight, or if one airline offers multiple such flights each day.
This network has 3214 node…