Tootfinder

Can’t believe Denmark actually has a small anarchist commune like Freetown Christiania. 😎 Didn’t expect to find something like that close to home! Ima check out their website and add it to my RSS feed.
The more you know: https://www.christiania.org

All this brings me back to some text I was writing yesterday for my students, on which I’d appreciate any thoughtful feedback:
❝You can let the computer do the typing for you, but never let it do the thinking for you.
This is doubly true in the current era of AI hype. If the AI optimists are correct (the credible ones, anyway), software development will consist of humans critically evaluating, shaping, and correcting the output of LLMs. If the AI skeptics are correct, then the future will bring mountains of AI slop to decode, disentangle, fix, and/or rewrite. Either way, it is •understanding• and •critically evaluating• code — not merely •generating• it — that will be the truly essential ability. Always has been; will be even more so. •That• is what you are learning here.❞
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Patriots DT Christian Barmore out to 'prove I'm still me' after blood clots cut 2024 season short https://www.nfl.com/news/patriots-dt-christian-barmore-out-to-prove-i-m-still-me-after-blood-clots-cut-2…

Correcting Errors Through Partitioning and Burst-Deletion Correction
Yubo Sun, Gennian Ge
https://arxiv.org/abs/2506.07609 https://ar…

Correcting Errors Through Partitioning and Burst-Deletion Correction
In this paper, we propose a partitioning technique that decomposes a pair of sequences with overlapping $t$-deletion $s$-substitution balls into sub-pairs, where the $^{\leq}t$-burst-deletion balls of each sub-pair intersect. This decomposition facilitates the development of $t$-deletion $s$-substitution correcting codes that leverage approaches from $^{\leq}t$-burst-deletion correction. Building upon established approaches in the $^{\leq}t$-burst-deletion correction domain, we construct $t$-de…

Characteristic polynomials of semimatroids and their connections to matroids, hyperplane arrangements and graph colorings
Fu Houshan
https://arxiv.org/abs/2506.07071

Characteristic polynomials of semimatroids and their connections to matroids, hyperplane arrangements and graph colorings
We primarily investigate the properties of characteristic polynomials of semimatroids. In particular, we provide a combinatorial interpretation of their coefficients, generalizing the Whitney's Broken Circuit Theorem. We also prove that the unsigned coefficients of the characteristic polynomial form a unimodal and log-concave sequence, extending the Rota-Heron-Welsh Conjecture to semimatroids. Furthermore, we present convolution identities for the multiplicative characteristic and Tutte polynom…

What A Day: MAGA's Dripless Fits (Crooked Media)
https://crooked.com/newsletters/what-a-day-magas-dripless-fits/
http://www.memeorandum.com/250610/p8#a250610p8

🇺🇦 #NowPlaying on KEXP's #MiddayShow
Car Seat Headrest:
🎵 Gethsemane
#CarSeatHeadrest
https://carseatheadrest.bandcamp.com/track/gethsemane
https://open.spotify.com/track/1T6jzRht9aXUFukdOgZgIL

Trump Hides $40 Million for ‘Garden of Heroes’ Deep In House Budget Bill, Includes Oversized Christopher Columbus Statue That May Sit on Sacred Native American Land
https://atlantablackstar.com/2025/06/09/trump-hides-40-million-for-garden-of-heroes-deep-in-house-budget-bill-includes-oversized-christopher-columbus-statue-that-may-sit-on-sacred-native-american-land/

Es ging doch nur darum, das Rezept für den übelst lekkeren Hefezopf, der immer bei den F-Runden serviert wird, vor den Grühünen geheim zu halten! 🥹
#FDP #Lindner
Quelle:

Wie retten wir unsere Städte?
Das fragt Christian Sievers und fragt in Städten, die sich ihere Schönheit lebenswert erhalten haben, ist unter anderem in Freiburg und im spanischen Santander. Und er ist in Ludwigshafen, der schönsten Stad aus Beton für alle, die Autobahnen und Bundesstraßen lieben.

Am Puls mit Christian Sievers - Wie retten wir unsere Städte? Leben statt Leere!
Viele deutsche Innenstädte wirken wie Orte, die man lieber meidet. Woran liegt das? ZDF-Moderator Christian Sievers will das herausfinden.