Tootfinder

Don't mind me, just over here escape-routing this BGA inside out

A late addition to stroke awareness month (May).
From my article: #health #stroke

The dbcooper package turns a database connection into a collection of functions. #rstats

GitHub - pipeline-tools/dbcooper: Create user-friendly accessor functions from a database connection
Create user-friendly accessor functions from a database connection - pipeline-tools/dbcooper

I've enjoyed Michael Madsen in films ever since I first saw Reservoir Dogs, probably when I was 13 or 14, right after it came out. And then in Species, Sin City, Kill Bill- and the most recent Madsen thing I've seen, The Hateful Eight, from 10 years ago. And he was in 8 movies last year, and 4 still upcoming! Truly one of our time's greatest actors, and amazing right up to the end. He'll be missed. RIP

AgentPorn.ai - Where Developers get their fix
https://agentporn.ai/

Endlich mal ein bisschen flacher.
#gmiatlichRadln #rausgeschafft #day521

Our ancient #epiphyllum is having a great year...beautiful stuff!

Eko_Fisk & Gears in the Rain – This Will Not Make You Happier
https://www.clongclongmoo.org/2025/06/03/eko_fisk-gears-in-the-rain-this-will-not-make-you-happier/

This https://arxiv.org/abs/2412.19753 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

Divisibility classes of ultrafilters and their patterns
A divisibility relation on ultrafilters on the set $\mathbb{N}$ of natural numbers is defined as follows: ${\cal F}\hspace{1mm}\widetilde{\mid}\hspace{1mm}{\cal G}$ if and only if every set in $\cal F$ upward closed for divisibility also belongs to $\cal G$. Previously we isolated basic classes: powers of prime ultrafilters, and described the pattern of an ultrafilter, measuring the quantity of members of each basic class dividing a given ultrafilter. In this paper we define a topology on the s…

Die ePetition 177612 an den Bundestag aus dem Bereich Auslieferung, Durchlieferung, Rücklieferung von Personen mit dem Titel
Übereilte Auslieferung deutscher Staatsbürger an ausländische Regierungen
kann bis zum Dienstag 15. Juli 2025 01:00 UTC mitgezeichnet werden und lautet
Mit der Petition wird ein klarer rechtlicher Rahmen gefordert, der übereilte Auslieferungen deutscher Staatsbürger an ausländische Regierungen nur in einem zeitlichen Rahmen zulässt, der es dem Beschul…