Tootfinder

Because today is the June #solstice, here is my 2020 animated map of this solstice’s day-night cycle rendered using the #CahillConcialdi map projection, which is my most favorite.
Grab the file here:

from my link log —
Don't Panic! Better, fewer, syntax errors for LR parsers.
https://soft-dev.org/pubs/html/diekmann_tratt__dont_panic/
saved 2020-07-07

In an incoherent speech last night, Trump prepared the US public for him stealing the midterm elections in November, which his Republican party would normally lose.
https://bbc.com/news/articles/cx2k9wvv5wyo

Trump alleges 'shocking vulnerabilities' in US election security ahead of midterms
The president accuses China of meddling in the 2020 election, directly contradicting past findings from US intelligence.

from my link log —
cson: CoffeeScript object notation.
https://github.com/bevry/cson
saved 2020-10-23 https://dotat.at/:/BLNG7.html

GitHub - bevry/cson: CoffeeScript-Object-Notation. Same as JSON but for CoffeeScript objects.
CoffeeScript-Object-Notation. Same as JSON but for CoffeeScript objects. - bevry/cson

"Deaths from ectopic pregnancies nearly doubled between 2020 and 2025, a ProPublica analysis found, " - needless deaths brought to you by the so-called #ProLIfe community.
Abortion bans make ‘evidence-based medicine’ impossible in some cases, new report says

Abortion bans make ‘evidence-based medicine’ impossible in some cases, new report says
Some 41 states restrict abortions, a ‘core component’ of maternal fetal practice, high-risk pregnancy non-profit says

The BBC reports license fee payers fell 539K YoY to 23.3M in 2025-26, the biggest fall since 2020-21; license fee income rose £36M to £3.9B after the fee uplift (Max Goldbart/Deadline)
https://deadline.com/2026/07/bbc-licence-fee-payers-plummet-c…

BBC License Fee Payers Plummet By Half A Million
The number of BBC licence fee payers fell by 539,000 last year as charter renewal negotiations enter a new stage, according to the annual report.

Wer nutzt #orgmode für #Journalling?
Ich komme von #Logseq und lege mir dort bei jedem Tag einen Eintrag an. Dieser ist mit einem Hauptthema verlinkt. So komme ich vom Hauptthema zum Tag oder vom Tag zum H…

sp_baboons: Baboons' interactions (2020)
Network of interactions between a group of 20 Guinea baboons living in an enclosure of a Primate Center in France, between June 13th 2019 and July 10th 2019. The data set contains observational and wearable sensors data.
This network has 13 nodes and 63095 edges.
Tags: Social, Animal, Offline, Unweighted, Weighted, Temporal, Metadata

from my link log —
Lezer: a parser system in JavaScript.
https://lezer.codemirror.net/
saved 2020-10-21 https://dotat.at/:/VL4WJ.html

Lezer
Incremental parsing system

@… I use this for cabbage slaws. I adjust the spices for different tastes.
https://grandmaingrids.com/frommykitch

from my link log —
What science can tell us about C and C 's security.
https://alexgaynor.net/2020/may/27/science-on-memory-unsafety-and-security/
saved 2020-05-28

Dirichlet symbols and the nonlinear wave equation
Ramlal Debnath, Haakan Hedenmalm
https://arxiv.org/abs/2608.04666 https://arxiv.org/pdf/2608.04666 https://arxiv.org/html/2608.04666
arXiv:2608.04666v1 Announce Type: new
Abstract: We study the operator symbols of Dirichlet type introduced by Hedenmalm and Shimorin (2020), in connection with a given contraction on $L^2$ of the unit disk. They are always holomorphic functions on the bidisk. Such Dirichlet symbols associated with the Grunsky operator of a univalent function on the disk or exterior disk are of particular significance. From the work of Hedenmalm and Shimorin, we know they are characterized as solutions of a certain nonlinear wave equation. We perform a local analysis of such symbols near the diagonal on the bidisk, and in so doing, we provide alternative chart coordinates for the infinite-dimensional manifolds of univalent functions of the disk or the exterior disk. Those coordinates allow us to characterize $\log\psi'$ for $\psi$ in the class $\Sigma$ of normalized univalent functions without explicitly touching the univalence property. Moreover, those manifolds extend the universal Teichm\"uller space of Lipman Bers beyond the quasicircle boundary setting, allowing for more fractality. The fractality of harmonic measure for the domain associated with the given univalent function can be studied in terms of the asymptotic variance introduced by McMullen (2008). The asymptotic variance captures the $L^2$ average amplitude of the nonlinearity. We introduce the new concept of Schwarzian asymptotic variance, which measures the average amplitude of the Schwarzian derivative in place of the nonlinearity. For this new Schwarzian asymptotic variance, we find that the effectiveaverage amplitude of $(1-|z|^2)^2|\Sop(\vp)|^2$ on the disk in the hyperbolic metric sense is at most $72/5=14.4$, considerably smaller than the maximum amplitude of $36$. Here, $\Sop(\vp)$ is the Schwarzian derivative of $\varphi\in\mathscr{S}$, and the analogous statement is valid for $\psi\in\Sigma$ as well.
toXiv_bot_toot

from my link log —
Constructive vs predicative data types.
https://www.hillelwayne.com/post/constructive/
saved 2020-08-14 https://

Judge quashes Justice Department subpoena for information about 2020 election workers in Georgia (Tierney Sneed/CNN)
https://www.cnn.com/2026/07/07/politics/judge-quashes-justice-department-subpoena-2020-election-workers-georgia
http://www.memeorandum.com/260707/p108#a260707p108

"According to researchers at Purdue U, the US Military Academy at West Point, and Florida International U, one popular app used by service members to rate living conditions on their own bases include code from Huawei, the Chinese telecom that US regulators flagged as a national security threat in 2020. Two others were built by Russian companies and incorporate the Russian ad service Yandex."
Apps targeted at US troops contain Chinese and Russian code - Ars Technica
https://arstechnica.com/security/2026/07/apps-targeted-at-us-troops-contain-chinese-and-russian-code/