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Übergangstechnologie Merz

Übergangstechnologie Merz

State of the Browser is an annual community event, and we are grateful to everyone who supports us by becoming an official supporter or a volunteer at our event!

Today, we spotlight Browser Choice Alliance! They are a medium supporter and have been supporting us for 2 years now. Thank you! 💜

https://browserchoicealliance.org/

by nekory@flocon_art

ガチのロリコンこそ考えそうな思考だと思うBST
無垢であり清き明き心であり
究極を追い求めるとそうなる
https://note.com/karatchi/n/n62feffa91fe9
実際は意地悪という心をどう扱うかは議論の余地があると思うけど

La suite de l'émission de Minuit Décousu sur les inculpés du 8 décembre.
C'est vraiment flippant.
https://audioblog.arteradio.com/blog/139527/podcast/267763/episode-240-avec-les-inculpe-es-du-8-decembre-2-2-qui-terrorise-qui-le-petit-theatre-de-la-justice-d-exception

Holiday special

#webcomic #krita #miniFantasyTheater

저 털뭉치는 누구~?

I was listening to this podcast with Jeremy Alm, who said:

“My main dissertation result was a conditional result. And about four years after I graduated, a Hungarian graduate student proved that my condition, like my additional hypothesis, held in only trivial cases.”

(04:15)

https://kpknudson.com/my-favorite-theorem/2025/2/6/episode-94-jeremy-alm

I picked out this episode (“In which every thing happens or it doesn't”) because I thought it was going to be about the ergodic theorem, and I would like to understand the ergodic theorem. But it turned out to be about the Rado graph. That's OK, I'm always up for some hot Rado graph action.

眠気 has goneなんだけど、寝るをしてみます

잠이 안와

by nekory@flocon_art

@quincyQuincy ⁂ Ein mit Isolierstoffen ummantelter ein- oder mehradriger Verbund von Einzelleitungen, welcher der Übertragung von Fischen dient.

私は小学生のころ「人の心の中にこそ真実がある」と宮崎駿とかに教えられ、「ほんまか！」とひたすら検証しつづけたら、こうなったぞ。

無茶はやめなされ、と、いいたい。

13. 선블레이즈 여러모로 셀레스트의 열화판. 셀레스트보단 제한된 무브셋을 가졌지만, 또 그것만의 맛이 있는 플랫포머예요. 대신 이 게임은 모든 스테이지가 한 화면 안에 다 들어오는 컨셉을 강조했습니다. 덕분에 셀레스트보다 퍼즐요소가 좀 더 두각되는 느낌이예요. 동선을... 정말 최적의 동선을 그리고 머릿속으로 시뮬레이션 하고 달려야 하는 게임이거든... 절대 한 스테이지를 클리어하기 전 까지, 중간에 쉬게 해주질 않습니다. 셀레스트가 상당히 피지컬 요소가 강하다면, 이건 뇌지컬도 챙겨야해요.

請問象友，台灣還有用多少算多少的手機資費方案嗎？目的是為了保留門號，資費愈低愈好

搬離台灣時用了台灣大哥大「4G 用多少算多少」的資費方案，當時覺得計算方式先算 99 再減免 99 有點奇妙，也沒多想，結果現在台灣大哥大開始亂算

https://m.mobile01.com/topicdetail.php?f=18&t=7214051

而且我好像還在小站上推薦過這個資費給類似需求的站友，覺得很抱歉

🐓 <-- banana

メイちゃんかわいいやったーーー
by 川萩れい@skeb募集中@Rei_wakasagi

会社とかのAWSの権限付与とかも似たようなリスク管理考えないとでないの？と思ってしまう
結局人を信用しない前提を考えないと独裁国家でも運用管理でも同じじゃないのかなBST

私は小学生のころ「人の心の中にこそ真実がある」と宮崎駿とかに教えられ、「ほんまか！」とひたすら検証しつづけたら、こうなったぞ。

無茶はやめなされ、と、いいたい。

メイちゃんかわいいやったーーー
by 川萩れい@skeb募集中@Rei_wakasagi

人格的に優れていてはむしろ革命の遂行に支障ありそう。
独裁者が国家を掌握してまずやらねばならないことは不要な盟友の粛清らしいし。。

Logitech CEO on Bloomberg just now: "75% of our engineers and developers are heavy users of AI."

Logitech CEO on Bloomberg just now: "75% of our engineers and developers are heavy users of AI."

Tesla quietly equipped its new vehicles with AI 4.5 computer. As they have always done, AI 4.0 vehicles will likely be left behind regarding updates, just as AI 3.0 was, while Elon continues to make lofty promises about full autonomy. electrek.co/2026/01/26/t...

Tesla quietly starts shipping ...

人格的に優れていてはむしろ革命の遂行に支障ありそう。
独裁者が国家を掌握してまずやらねばならないことは不要な盟友の粛清らしいし。。

みんな大好き

​​

前段階の社会的な存在なのかなとおもいました たぶん資本主義(というか工業化?)の発達で階級分離が必然的に進行し、最終的には労働者と資本家の階級に収斂するという見取り図があり、ただ現実的には農業国家から工業国家へという過程を踏む、とくにロシア革命当時だとまだかなり農業中心国家だったはずだから農民の存在が唯物論にとっては後進的なものだったんじゃないかと読まずに勝手に推測

Zweiter. #Vertipper des Tages: Ceterer

(bringt den Rest: Caterer et Ceterer)

#typo #TypoDesTages

​​​​

12. 셀레스트 딸기 따러 나선 뒷산이 사실 지옥의 에베레스트였던 건에 대하여. 제게 있어 플랫포머 장르중 최고라 단언할 수 있는 게임입니다. 제한된 벽타기와 8방향 1회 공중대시. 이 간단한 무브셋 뿐이지만, 미친 가속도를 다뤄야 하고, 정말 상당한 고인물 테크닉과 스피드런 루트가 존재하는 미친 게임이예요. 전 그냥 8챕 까지 a루트만 클리어해서 기본엔딩 봤어요..ㅎ.... 9챕, 10챕, b루트, c루트.... 절대 못해..

You have permission to take a break.

You have permission to take a break.

Irony thick as thieves.

TIL about “dark flow”: https://pmc.ncbi.nlm.nih.gov/articles/PMC8866259/

TBH this sounds kind of familiar to when I used to regularly play video games all day, lose all sense of self and time during it, and then feel like crap after.

movinkpadでイリヤちゃん描き描き2

Was ist #Kabeljau? Nur falsche Antworten bitte

Skebのリクエストありがとでした！

I was listening to this podcast with Jeremy Alm, who said:

“My main dissertation result was a conditional result. And about four years after I graduated, a Hungarian graduate student proved that my condition, like my additional hypothesis, held in only trivial cases.”

(04:15)

https://kpknudson.com/my-favorite-theorem/2025/2/6/episode-94-jeremy-alm

I picked out this episode (“In which every thing happens or it doesn't”) because I thought it was going to be about the ergodic theorem, and I would like to understand the ergodic theorem. But it turned out to be about the Rado graph. That's OK, I'm always up for some hot Rado graph action.