Tootfinder

Toxische Männlichkeit - Damit mein Sohn kein Macho oder Attentäter wird #News #Nachrichten

¿Era necesario el espejo para lucir esas nalgas redonditas, jugositas y apretaditas? ¿¡Ah!?
RT: #PedroPascal…

I'm not opposed to neologisms. To the contrary, I do love them, sometimes coining my own or adapting happily. That is, as long as they make the language richer, or perhaps more precise.
What I truly hate is the modern goo that people are speaking, because they don't know their own language well. The business newspeak, so to say.
This is especially bad in Polish where people are randomly polonizing English words for no reason at all.

Jak nietrudno zauważyć, nie jestem wrogiem neologizmów. Wręcz przeciwnie, cenię je, czasem tworzę bądź z radością adaptuję — o ile służą wzbogaceniu języka, czy pozwalają wyrazić myśli bardziej precyzyjnie.
Nie znoszę natomiast nowoczesnej papki językowej, która świadczy wyłącznie o ubóstwie słownictwa i nieznajomości języka rodzimego. Czyli biznesowej nowomowy.
#polszczyzna

heise | Web-Notizbuch ohne Cloud: Mit TiddlyWiki Wissen in einer HTML-Datei organisieren
Notizen, Ideen und Nischenwissen: TiddlyWiki hilft, ein persönliches Wiki aufzubauen. Das System ist flexibel, maximal anpassbar – und herrlich nerdig.

Beating solitons with nonzero relative wavenumber, their interaction, and coexistence with Akhmediev breathers
Wen-Juan Che, Chong Liu
https://arxiv.org/abs/2506.16989

Beating solitons with nonzero relative wavenumber, their interaction, and coexistence with Akhmediev breathers
We study beating solitons and their interaction for the three-component nonlinear Schrödinger equations (NLSEs) in both focusing and defocusing cases. We identify a previously unknown family of beating solitons with nonzero relative wavenumber which is absent in the two-component NLSEs. Existence diagrams of these beating solitons are extracted from the exact solutions. Unique coexistence and interaction between beating solitons and vector Akhmediev breathers are revealed by using the existenc…

Ergodic averages and the large intersection property along IP sets
Bryna Kra, Or Shalom
https://arxiv.org/abs/2506.17771 https://arxi…

Ergodic averages and the large intersection property along IP sets
We study multiple ergodic averages along IP sets, meaning we restrict iterates in the averages to all finite sums of some infinite sequence of natural numbers. We give criteria for convergence and divergence in mean of these multiple averages and derive sufficient conditions for convergence to the projection onto the space of invariant functions. For a class of sequences that, roughly speaking, only have rational obstructions to such a limit, we show that the behavior is controlled by nilsystem…

#bloomscrolling am #klexenhaus, Ghislaine und Rittersporn gehören gerade zu den stark aufstrebenden Persönlichkeiten.

"Zur Erinnerung an eine große Persönlichkeit: Dietrich Fischer-Dieskau (1925–2012)" @…:
https://blog.…

ɑ-Männchen, β-, γ-, δ-, σ-, ω-Typ, das bildet natürlich alles nur die kleine griechische Line der Persönlichkeits­typen. Laß dich nicht einschränken, sei ein ﺵ oder ein א.
Dieses ganze Persönlichkeits­typen-Seminar­system ist schon nochmal eine ganz eigene Form von #Esoterik. Vom dranhängenden rechts­angehängten Incel-Kram mit allen gesellschaftlichen Schäden ganz zu schweigen.
Ach…