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@blakes7bot@mas.torpidity.net
2024-11-09 17:52:16

Series C, Episode 02 - Powerplay
DAYNA: Whh, he's just one less to deal with, do we care why? [pause] But why leave him sitting there?
AVON: To delay discovery and give the murderer a chance to get away.
blake.torpidity.net/m/302/286 B7B4

ChatGPT4 describes the image as: "The image features two individuals in a futuristic setting reminiscent of a sci-fi TV show. The person in the foreground is wearing a metallic, space-themed outfit and holding a futuristic weapon, suggesting a tense or serious situation. The background shows another individual, wearing an elegant white outfit with decorative elements, seated on a modernistic, metallic-looking structure. The setting includes geometric patterns and metallic hues, typical of a spa…
@glauber@writing.exchange
2024-11-09 13:08:33
Content warning: US Politics

I'm perplexed by how many liberals believe Trump has an obligation to fulfill all his campaign promises.
#uspol

@kurtsh@mastodon.social
2024-12-07 17:46:35

Crap, we may have a problem.
#masks #disguises

@mszll@datasci.social
2024-11-14 13:55:10

Follow me on bluesky here: bsky.app/profile/mszll.datasci
(My posts from Mastodon will be bridged to there)

@ChinafakeWiki@mastodon.social
2024-11-29 09:27:44

Reminder that if you know anyone who uses bsky but not the fediverse, they can still follow our account! bsky.app/profile/ChinafakeWiki

@n8foo@macaw.social
2024-11-23 20:50:37

Finally finished building this prototyping station, for designing synthesizer circuits from scratch. Super excited to start using it! #diysynth #electronics

@relcfp@mastodon.social
2024-12-04 05:40:08

[ February 21, 2025] Conference or similar: On Morality and Revelation: A book symposium on Amir Saemi's Morality and Revelation in Islamic Thought and Beyond (OUP, 2024) philevents.org/event/show/1298

@dougmerritt@mathstodon.xyz
2024-11-20 22:50:46

"Tiling with Three Polygons is Undecidable"
Erik D. Demaine; Stefan Langerman 17 Sep 2024
Abstract
We prove that the following problem is co-RE-complete and thus undecidable: given three simple polygons, is there a tiling of the plane where every tile is an isometry of one of the three polygons (either allowing or forbidding reflections)? This result improves on the best previous construction which requires five polygons.
...
It remains open whether tiling …