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@saraislet@infosec.exchange
2026-06-02 18:29:41

Unexpected oof.
"People can do terrible things when they feel safe and powerful. Your father had probably gotten his way for so long that he thought he was untouchable, and that is a dangerous way for a person to feel."
-Becky Chambers, The Long Way to a Small, Angry Planet

@vosje62@mastodon.nl
2026-05-02 15:36:26

RE: #Israel #Palestine #US

@elduvelle@neuromatch.social
2026-07-04 11:11:17

Is #Ubuntu going pro #genAI??
(worried by this post from @…) :

pmcm (@peter_mcmahan@mas.to)
Heavens help me, I'm asking for linux distribution advice on fedi. 🫣 It's becoming increasingly clear that I'll need to jump ship from Ubuntu very soon. I've been using linux as my only os for several years now, and I originally chose Ubuntu because I wanted web searches for " " to generally just give me an answer. But every release has made things harder (like avoiding snap) and canonical seems dead set on driving their os into the GenAI void. So I need recommen…

@netzschleuder@social.skewed.de
2026-05-04 10:00:05

inploid: Inploid: an online social Q&A platform
Inploid is a social question & answer website in Turkish. Users can follow others and see their questions and answers on the main page. Each user is associated with a reputability score which is influenced by feedback of others about questions and answers of the user. Each user can also specify interest in topics. The data is crawled in June 2017 and consist of 39,749 nodes and 57,276 directed links between them. In addition, for …

inploid: Inploid: an online social Q&A platform. 39749 nodes, 57276 edges. https://networks.skewed.de/net/inploid
@oekologisch_unterwegs@mastodon.online
2026-05-03 07:23:58

Wahrscheinlich eine #Waldkiefer. Sie ist eine der häufigsten #Nadelbaumarten in Europa und besonders anpassungsfähig an trockene, sandige Böden. Mal sehen, wie lange sie den #Klimawandel a…

Die Nadeln und Blütenstände auf dem Bild gehören sehr wahrscheinlich zur Waldkiefer, auch Gemeine Kiefer genannt. Mehrere junge Triebe einer Kiefer mit zahlreichen kleinen, gelblich-grünen männlichen Zapfen, die in Gruppen an den Spitzen der Zweige wachsen. Die Nadeln sind lang, dünn und dunkelgrün. Einige Nadeln sind vertrocknet und braun verfärbt. Die Triebe sind dicht angeordnet und füllen das Bild nahezu vollständig aus.
@fanf@mendeddrum.org
2026-06-01 08:42:03

from my link log —
Thorium nucleus excited with laser: a breakthrough after decades.
tuwien.at/en/tu-wien/news/news

Atomic Nucleus Excited with Laser: A Breakthrough after Decades
The "thorium transition", which physicists have been looking for for decades, has now been excited for the first time with lasers. This paves the way for revolutionary high precision technologies, including nuclear clocks.

@jerome@jasette.facil.services
2026-06-02 20:18:16

I had missed this:
Oriole Station Relocation on the Sheppard line: GO or No GO?
(Answer: no go)
urbantoronto.ca/news/2026/03/o

Oriole Station Relocation: GO or No GO? | UrbanToronto
Served by the Richmond Hill GO line, Oriole GO has provided nearby North York neighbourhoods with direct rail service to downtown since it opened in 1978. In 2002, however, Leslie station on Sheppard Line 4 opened, and plans to relocate Oriole GO station about 500 metres north to better connect the subway and GO lines have been in the works since.

@fraca7@social.linux.pizza
2026-06-03 20:56:23

BTW I’m still angry that nobody told me that left recursion in recursive descent parsers generated from PEGs was a solved problem
#programming

@theodric@social.linux.pizza
2026-06-04 07:19:21

Remember to get super angry today about things that you can't affect and wouldn't know about without a global network of organisations whose sole purpose is to find and promote the most enraging happenings of the previous day curated from the total output of eight billion people.

@fanf@mendeddrum.org
2026-05-31 17:42:02

from my link log —
42 is an answer to the question, what is the sum of three cubes?
aperiodical.com/2019/09/42-is-

42 is the answer to the question “what is (-80538738812075974)³ + 80435758145817515³ + 12602123297335631³?”
We now know that the number 42 can be written as the sum of three cubes: \[ 42 = (-80538738812075974)^3 + 80435758145817515^3 + 12602123297335631^3 \] This computational breakthrough was achieved i…