Tootfinder

Meanwhile, in fascist shithole dollar-store country: “We will kill you”: Florida sheriff issues stern warning to protesters
https://edition.cnn.com/2025/06/13/us/video/florida-sheriff-warns-protesters-we-will-kill-you-digvid

‘We will kill you’: Florida sheriff issues stern warning to protesters | CNN
As protests over the Trump administration’s immigration raids continue in Los Angeles and other cities, Florida Attorney General James Uthmeier and law enforcement officials warned that demonstrators could face a forceful response in the state, CNN affiliate WESH reports.

🇺🇦 #NowPlaying on KEXP's #DriveTime
Caribou:
🎵 You and I
#Caribou
https://autumnsounds.bandcamp.com/track/im-going-with-you-caribou-carrion-i
https://open.spotify.com/track/3fE5R4go6pHVxwG3sR3Uza

Forgive the Instagram link, but someone posted this marvellous piece of voice work on BSky, without attribution, and I had to go looking for it.
Such magnificent prosody; even though done in a Texan accent, it has all the familiar features of the best Shakespearean speeches, recited by the best actors!
Hilarious, but also high art!

Jerry Wayne Longmire on Instagram: "Texan reads electric bill like he’s in a Faulkner novel. #comedyreels #electricity #electricbill #faulkner #heat #texas"
52K likes, 2,159 comments - jerrywaynelive on June 15, 2025: "Texan reads electric bill like he’s in a Faulkner novel. #comedyreels #electricity #electricbill #faulkner #heat #texas".

"Two cats, one car."
Forgive the blur but it's hard to get the focus right when you're laying flat on the grass, in bright sun, barely seeing the screen.
#cat #caturday #CatsOfMastodon

FORGIVENESS

May the tide
never tire of its tender toil
how over and over
it forgives the Moon
the daily exile
and returns to turn
mountains into sand
     as if to say,
you too can have
this homecoming
you too possess
this elemental power
of turning
the stone in the heart
into golden dust.
— Maria Popova
#Poetry

A Conceptual Framework for Requirements Engineering of Pretrained-Model-Enabled Systems
Dongming Jin, Zhi Jin, Linyu Li, Xiaohong Chen
https://arxiv.org/abs/2507.13095

A Conceptual Framework for Requirements Engineering of Pretrained-Model-Enabled Systems
Recent advances in large pretrained models have led to their widespread integration as core components in modern software systems. The trend is expected to continue in the foreseeable future. Unlike traditional software systems governed by deterministic logic, systems powered by pretrained models exhibit distinctive and emergent characteristics, such as ambiguous capability boundaries, context-dependent behavior, and continuous evolution. These properties fundamentally challenge long-standing a…

Ist man mit Ü40 eigentlich zu alt um #guessthatpokemon zu spielen? #fragefuereinenfreund

#LB Eu acho que realmente preciso ler Terry Pratchett rs.
https://frikiverse.zone/@terrybot/115036206410170877

A Cellular Automata Approach to Donation Game
Marcin Kowalik, Przemys{\l}aw Stok{\l}osa, Mateusz Grabowski, Janusz Starzyk, Pawe{\l} Raif
https://arxiv.org/abs/2507.11744

A Cellular Automata Approach to Donation Game
The donation game is a well-established framework for studying the emergence and evolution of cooperation in multi-agent systems. The cooperative behavior can be influenced by the environmental noise in partially observable settings and by the decision-making strategies of agents, which may incorporate not only reputation but also traits such as generosity and forgiveness. Traditional simulations often assume fully random interactions, where cooperation is tested between randomly selected agent…

Points on $\operatorname{SO}(3)$ with low logarithmic energy
Carlos Beltr\'an, Federico Carrasco, Damir Ferizovi\'c, Pedro R. L\'opez-G\'omez
https://arxiv.org/abs/2506.13388

Points on $\operatorname{SO}(3)$ with low logarithmic energy
We describe several randomized collections of $3\times 3$ rotation matrices and analyze their associated logarithmic energy. The best one (i.e. the one attaining the lowest expected logarithmic energy) is constructed by choosing $r$ spherical points, which come from the zeros of a randomly chosen degree $r$ polynomial, and considering at each of these points a set of $s$ evenly distributed rotation matrices. This construction yields a new upper bound on the minimal logarithmic energy of $n=rs$ …