Tootfinder

Pure Movement
#Music2MoveYou #NowPlaying
https://muz4now.com/2020/pure-movement

Pure Movement #NowPlaying
Stan Stewart - @muz4now

{testthat} is great for automatic testing. Here are some tricks for the heavy user: #rstats

This week's #ThursDeath is a twofer. Death-doom two piece GRAVE EATER from Wales, UK put out two filthy demos in 2020, one in January and one in September. Not sure which I like more, but they're both chock full of raw, cavernous, growly, sludgy, often slow, plodding riffs and grooves. Even some actual power tools in the last track of the first demo here, 'Powertool Lobotomy'. Hope we se…

London-based Definely, whose AI tools help law firms draft and review legal contracts, raised a $30M Series B led by Revaia, with Clio and others participating (Cate Lawrence/Tech.eu)
https://tech.eu/2025/06/09/uk-legaltech-de…

UK legaltech Definely secures $30M to boost global reach and AI development
UK legaltech company Definely has raised $30 million in Series B funding to accelerate its global expansion and AI product roadmap. This additional funding brings the total amount raised by Definely since its inception to $40 million. Launched in 2020 by Nnamdi Emelifeonwu and Feargus MacDaei, Definely was born from lived experience, including that of co-founder MacDaeid, who is registered blind after being diagnosed with a degenerative eye condition at age 11. Throughout his life, he consiste…

FBI Director Kash Patel feeds 2020 election conspiracy theories with documents about unverified tip (NBC News)
https://www.nbcnews.com/politics/justice-department/fbi-director-kash-patel-feeds-2020-election-conspiracy-theories-docume-rcna213521
http://www.memeorandum.com/250617/p154#a250617p154

“Niemand zag aankomen dat het aantal arbeidsongeschikten zo snel zou toenemen”.
Niemand? Wie in de zomer van 2020 zichzelf informeerde over #LongCovid weet dit dus al vijf jaar.
“Vooral jongeren met psychische problemen” … die zullen er heus bijzitten maar je wilt de mensen niet de kost geven bij wie de #LongCovid

Schrik over wachtlijsten WIA-keuring, 'het is ook veel te ingewikkeld'
De Landelijke Cliëntenraad, verzekeringsartsen en de Tweede Kamer maken zich zorgen over de fors oplopende WIA-wachtlijsten. "Het hele systeem is het probleem".

Spectral evolution of GX 17 2 using AstroSat and NICER observations
Sree Bhattacherjee, Ranjeev Misra, Biplob Sarkar, V. Jithesh, Jayashree Roy, Yashpal Bhulla
https://arxiv.org/abs/2506.21679

Spectral evolution of GX 17+2 using AstroSat and NICER observations
We study the spectral evolution of the Z-track source GX 17+2 using AstroSat and NICER observations taken between 2016 and 2020. The AstroSat observations cover the period when the source is in the normal branch (NB) and the flaring branch (FB), while for the NICER ones the variability can be associated with the FB branch. The source spectra at different regions of the branches are well described by accretion disk emission, blackbody surface emission and a thermal Comptonization component. In t…

I came across these guys during lockdown in 2020-21. It's been at the top of my list of #writing music ever since.
Totorro, Come To Mexico (Album, 2016)
https://totorro.bandcamp.com/album/com

Adjacency spectral radius and H-factors in 1-binding graphs
Sizhong Zhou, Tao Zhang, Zhiren Sun
https://arxiv.org/abs/2506.20273 https://

Adjacency spectral radius and H-factors in 1-binding graphs
Let $G$ be a graph, and let $H:V(G)\longrightarrow\{\{1\},\{0,2\}\}$ be a set-valued function. Hence, $H(v)$ equals $\{1\}$ or $\{0,2\}$ for any $v\in V(G)$. We let $$ H^{-1}(1)=\{v: v\in V(G) \ \mbox{and} \ H(v)=1\}. $$ An $H$-factor of $G$ is a spanning subgraph $F$ of $G$ such that $d_F(v)\in H(v)$ for each $v\in V(G)$. Lu and Kano showed a characterization for the existence of an $H$-factor in a graph [Characterization of 1-tough graphs using factors, Discrete Math. 343 (2020) 111901]. Let …

Mark your calendars for our upcoming events this Fall from the Love of Children program. You can read and register for these events at https://yaleyouthministryinstitute.org/upcoming-events/

"Finding Flow"
8 instrumental compositions that helped me find my way back to F-L-O-W
#NowPlaying
https://muz4now.com/2020/finding-flow-nowplaying/…

Finding Flow #NowPlaying
Stan Stewart - @muz4now

Just now: we're celebrating 5 years of CLARIN-CH 🇨🇭and the fact that Switzerland is a full member of #CLARIN since beginning of 2025
🎉

California court upholds John Eastman's disbarment for role in Trump 2020 plot (Kyle Cheney/Politico)
https://www.politico.com/news/2025/06/17/california-court-john-eastman-disbarment-00411266
http://www.memeorandum.com/250617/p158#a250617p158

A new Lagrange multiplier approach for constructing structure preserving schemes, III. Bound preserving and energy dissipating
Qing Cheng, Tingfeng Wang, Xiaofei Zhao
https://arxiv.org/abs/2506.12402

A new Lagrange multiplier approach for constructing structure preserving schemes, III. Bound preserving and energy dissipating
In the third part of this series, we continue to explore the idea of the Lagrange multiplier introduced in the first part [2020, Comput. Methods Appl. Mech. Engr., 391, 114585] and refined in the second part [2022, SIAM J. Numer. Anal., 60, 970-998] to further develop efficient and accurate numerical schemes that preserve the maximum bound principle (MBP) and energy dissipation for solving gradient flows. The proposed framework allows us to begin with any conventional scheme as a predictor step…

5 Tools to Amp Up Your Keyboard Rig
#DigitalPiano #MusicianTips
https://muz4now.com/2020…

5 Tools to Amp Up Your Keyboard Rig
Stan Stewart - @muz4now