Tootfinder

Google rolls out Nano Banana image editing upgrades in Photos, including a "help me edit" feature that lets users make edits using text or voice prompts (Elyse Betters Picaro/ZDNET)
https://www.zdnet.com/article/your-google-

Your Google Photos just got 3 huge Nano Banana image editing upgrades - for free
Google Photos just made it easier than ever to create realistic AI edits, thanks to Google DeepMind's top image-editing model.

Es stimmt einfach, was man sagt: die #Grüne|n sind wie eine Banane: Erst grün, dann gelb, dann schwarz.
Bürgerrechtspartei my ass... #Palantir
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Steve Bannon gets a boost in Supreme Court appeal of his contempt conviction (Jordan Rubin/MSNBC)
https://www.msnbc.com/deadline-white-house/deadline-legal-blog/steve-bannon-gets-boost-supreme-court-appeal-contempt-conviction-rcna243525
http://www.memeorandum.com/251112/p144#a251112p144

In case you’re wondering, blowing snow / sleet rain highway drive between London and Hamilton ON at 5am SUCKED. https://bsky.app/profile/bmann.ca/post/3madnld664k2v

Boris (@bmann.ca)
In case you’re wondering, blowing snow / sleet rain highway drive between London and Hamilton ON at 5am SUCKED.

RE: https://verkehrswende.social/@BahnMonitor/115878369129447049
Ich glaube, der bisherige Rekord lag über 180 Minuten. 😱

Transitivities of maps of generalized topological spaces
M. R. Ahmadi Zand, N. Baimani
https://arxiv.org/abs/2511.06241 https://arxiv.org/pdf/2511.06241 https://arxiv.org/html/2511.06241
arXiv:2511.06241v1 Announce Type: new
Abstract: In this work, we present several new findings regarding the concepts of orbit-transitivity, strict orbit-transitivity, $\omega$-transitivity, and $\mu$-open-set transitivity for self-maps on generalized topological spaces.
Let $(X,\mu)$ denote a generalized topological space. A point $x \in X$ is said to be \textit{quasi-$\mu$-isolated} if there exists a $\mu$-open set $U$ such that $x \in U$ and $i_\mu(U \setminus c_\mu(\{x\})) = \emptyset$. We prove that $x$ is a quasi-$\mu$-isolated point of $X$ precisely when there exists a $\mu$-dense subset $D$ of $X$ for which $x$ is a $\mu_D$-isolated point of $D$. Moreover, in the case where $X$ has no quasi-$\mu$-isolated points, we establish that a map $f: X \to X$ is orbit-transitive (or strictly orbit-transitive) if and only if it is $\omega$-transitive.
toXiv_bot_toot

Echt een knappe speech van Rutte, binnen de beperkte ruimte die hij heeft als SG van de NAVO (inclusief de VS). Duidelijk en expliciet. Dat hij vecht voor het voortbestaan van de NAVO is natuurlijk zijn werk/opdracht.
www.youtube.com/live/vTur2di...
#NAVO #Oekraine

Nein liebe FDP, es wurden nicht erst die Bahnen gekauft und dann das Netz umgebaut, sondern die Bahnen wurden gekauft, als 80% des Netzes entsprechend umgebaut waren.
Die grundlegende Entscheidung für die breiten Bahnen wurde bereits in einer Zeit getroffen, als die DVB noch einen Technischen Geschäftsführer hatte, wenn nicht sogar noch eher.
https://

Policymakers behind key state AI bills scoff at Trump's EO; some GOP governors are pushing ahead with their own AI bills; Steve Bannon says Sacks misled Trump (Axios)
https://www.axios.com/2025/12/12/trump-states-defiant-ai-executive-order

States defiant in face of Trump's AI executive order
States are forging ahead with AI laws despite President Trump's new executive order aimed at reining them in.

Adelita Grijalva is finally sworn in as Trump scrambles to derail Epstein files measure (Steve Benen/MSNBC)
https://www.msnbc.com/rachel-maddow-show/maddowblog/adelita-grijalva-sworn-in-trump-epstein-files-rcna243532
http://www.memeorandum.com/251112/p112#a251112p112