Tootfinder

I’m getting enough of these to think it must be the new Nigerian prince scam. Am I right? Anyone know how it works?

Can all German genocide deniers please get the fuck out of my mentions.
Genocide denial is the last and final stage of genocide and constitutes complicity in genocide.
Matze Schmidt, you are complicit in genocide.
And history is taking notes.
https://masto.ai/@matzeschmidt/1150655

#Japan 🇯🇵 finally got their first female PM! Unfortunately, I don’t like most of her far-right political views, such as opposition to same-sex marriage, desire to amend Japan’s pacifist constitution, support for anti-immigration policies, and downplaying of Japanese war crimes.

today, rich & i present an overstuffed deadcast season finale, a triple episode, feat. new musical scales, saudi acidhead regicide, connections between the dead & the gay rights movement, crickets, the quieting of ned lagin's biomusic & more. https://www.dead.net/deadcast/blues-allah-

Okay, my obscure background as an erstwhile DC land use lawyer is finally relevant.
There are several agencies that oversee any projects at the White House, including the Commission of Fine Arts, the Commission for the Preservation of the White House, the National Park Service, and the National Capital Planning Commission.
Guess who apparently hasn't filed for approval from any of them?
-- Jamie Baker Roskie
Considering that Trump has one of his cronies running N…

"...there isn’t enough new housing to make a dent on affordability. "
What I don't understand is why journalists keep framing this as a simple supply and demand - if only we let developers build, the price will come down.
When the reality is developers will build if and only if one condition is met: Buyers (or landords) will pay a price that meets the developers profit targets. And we see evidence of that in the timelines looking at selling price vs construction…

S.F. upzoning plan heads to committee for final amendments
At Monday's meeting, amendments will range from excluding historical buildings to increasing the percentage of larger, family-friendly units.

"...there isn’t enough new housing to make a dent on affordability. "
What I don't understand is why journalists keep framing this as a simple supply and demand - if only we let developers build, the price will come down.
When the reality is developers will build if and only if one condition is met: Buyers (or landords) will pay a price that meets the developers profit targets. And we see evidence of that in the timelines looking at selling price vs construction…

S.F. upzoning plan heads to committee for final amendments
At Monday's meeting, amendments will range from excluding historical buildings to increasing the percentage of larger, family-friendly units.

And now that I'm below poly, I think it's time to give my microscope a well-deserved break from the near-constant imaging it's been doing the past few weeks.
369963 photos totaling 203.4 GB. Over a hundred hours of imaging time averaging around 3000 photos an hour. 27 etch cycles, 72 imaging runs.
I'll start shooting some analysis video later today talking about the device floorplan and such. But as a teaser, here's the final image just after stripping poly bu…

#Drumpf deeply callous and caustic caged animal energy insults fired at female reporters in his orbit are nothing new, as dozens of immature sickening remarks have been attributed to him in the past year, but ominous autocratic threats against TV networks do raise the bar and cause constitutional alarm.
The paunchy Prez recent angry babbling tirades in

Trump, who just called a female reporter ‘piggy’, rages at ABC News journalist for being too mean to him
Trump called ABC ‘fake news’ during the Oval Office exchange

Maxmum Size of a Uniform Family with Bounded VC-dimension
Tianchi Yang, Xingxing Yu
https://arxiv.org/abs/2508.14334 https://arxiv.org/pdf/2508.14334

Maxmum Size of a Uniform Family with Bounded VC-dimension
In 1984, Frankl and Pach proved that, for positive integers $n$ and $d$, the maximum size of a $(d+1)$-uniform set family $\mathcal{F}$ on an $n$-element set with VC-dimension at most $d$ is at most ${n\choose d}$; and they suspected that ${n\choose d}$ could be replaced by ${n-1\choose d}$, which would generalize the famous Erdős-Ko-Rado theorem and was mentioned by Erdős as Frankl--Pach conjecture. However, Ahlswede and Khachatrian in 1997 constructed $(d+1)$-uniform families on an $n$-elem…