Tootfinder

I’m not saying the answer will always be “no,” but people are wildly, wildly overselling the number of situations in which the answer will be “yes.”
Sometimes the answer is “no” because incorrectness is a deal-breaker — and that scenario’s been getting a lot of attention (fake legal briefs, vibe-coding faceplants, etc).
Sometimes, however, the answer is “no” because making something •typical• isn’t really helpful. Where humanity needs to come to the foreground, homogeneity is positively unhelpful. Here’s a fascinating example:
https://hci.social/@bwaber/115647856415818492

Every year I have this tradition of being extra honest for the last hours of the outgoing years. Ask me anything before my midnight via DM or publicly, and I’ll answer honestly and kindly. Or tell me something honest about yourself, and I’ll appreciate you for sharing <3

Looking forward to seeing my drums teacher tonight. I wonder will they do The Ocean or Fool In The Rain!
https://www.waterfront.co.uk/what-s-on/the-answer-a-celebration-of-ze/

The Answer A Celebration of Zeppelin '71 | 29 November 2025 | Ulster Hall
The Answer presents a stunning celebration of the Led Zeppelin at Ulster Hall, Belfast on 29 November 2025.

I know that sentencing kids to tooth decay is small potatoes compared to lots of the rest of what this administration is doing, but this still makes me angry.
(Yes, I know, if we removed all processed sugars from our diet, that would also address tooth decay in a substantial way, but also let's be honest about whether that's going to happen.)

Really enjoyed the podcast! Thanks for both the acknowledgement and answering my question. I hope it gets enough traction, and y’all get enough questions to warrant another episode soon.
And let me know when it's on a public feed - when I spread the word to my 300 followers (most of whom are bots and dead accounts) your downloads are gonna spike 🤣😆🤣
@…

"Technical communities provide software businesses with an audience, a test bed, and eventually, a customer pool for their products and services, but this only works if the products are good enough to begin with. This insight was clearly defined by Guy Kawasaki, arguably the person who invented the field of Developer Relations, during his tenure as Chief Evangelist at Apple from 1983 to 1987."

Guy Kawasaki
There is a website out there providing an answer to the question "What is Developer Relations?," a question that this author, whose job title is precisely that one, gets a lot. According to this resource, Developer Relations is an umbrella term encompassing three major areas of activity: "Community," "Content," and "Product;" a perfect description of a job role, at least as far as this author is concerned.

»Exploit-Code verfügbar — DNS-Einträge unzähliger Bind-Server manipulierbar:
Angreifer können via Cache-Poisoning Datenverkehr auf eigene Domains umleiten. Allein in Deutschland sind laut BSI rund 40.000 DNS-Server anfällig.«
Mist aber auch, dem muss ich wohl nun nachgehen ob ich und/oder Kunden davon ebenfalls betroffen sind und wie behebt mensch das?
🔓

Exploit-Code verfügbar: DNS-Einträge unzähliger Bind-Server manipulierbar - Golem.de
Angreifer können via Cache-Poisoning Datenverkehr auf eigene Domains umleiten. Allein in Deutschland sind laut BSI rund 40.000 DNS-Server anfällig.

Rams' Puka Nacua delivers one-handed catch of the year candidate vs. Panthers https://www.nytimes.com/athletic/6849981/2025/11/30/puka-nacua-one-handed-catch-rams-panthers/

Degree sequences realizing labelled perfect matchings
Joseph Briggs, Jessica McDonald, Songling Shan
https://arxiv.org/abs/2510.01110 https://arxiv.org/pdf…

Degree sequences realizing labelled perfect matchings
Let $n\in \mathbb{N}$ and $d_1 \geq d_2 \geq d_n\geq 1$ be integers. There is characterization of when $(d_1, d_1, \ldots, d_n)$ is the degree sequence of a graph containing a perfect matching, due to results of Lovász (1974) and Erdős and Gallai (1960). But \emph{which} perfect matchings can be realized in the labelled graph? Here we find the extremal answers to this question, showing that the sequence $(d_1, d_2, \ldots, d_n)$: (1) can realize a perfect matching iff it can realize $\{(1, n)…

Welcome to NFL draft season: 30 questions on the QBs, standout prospects and risers to watch https://www.espn.com/nfl/draft2026/story/_/id/47097046/2026-nfl-draft-questions-top-prospects-qb-class-risers