Tootfinder

»Neue Tricks mit QR-Codes:
QR-Codes sind beliebte Vehikel für Verbrecher, Hyperlinks an Sicherheitssystemen vorbei zum Opfer zu schleusen. Der Einfallsreichtum ist groß.«
Nun ja, mensch sollte auch nicht jegliche QR-Code scannen, die nicht auf drei ausgebleicht sind. QR-Scanner Apps, die zB den URL-Pfad erst anzeigen bevor mensch den Link aufruft, helfen da sehr wohl zur mehr Sicherheit.
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Neue Tricks mit QR-Codes
QR-Codes sind beliebte Vehikel für Verbrecher, Hyperlinks an Sicherheitssystemen vorbei zum Opfer zu schleusen. Der Einfallsreichtum ist groß.

wiki_link_dyn: Wikipedia link dynamics (2011)
Six networks of the evolving hyperlink structure among wikipedia articles, for simple English (en), German (de), Dutch (nl), Polish (pl), Italian (it), French (fr), taken in August 2011. Each edge is timestamped, and an edge (i,j) indicates that article i hyperlinks to j. The edge sign indicates the addition ( 1) or deletion (-1) of that link at the specified time.
This network has 100312 nodes and 1627472 edges.
Tags: Informati…

The Integral Chow Rings of the Moduli Stacks of Hyperelliptic Prym Pairs III
Alessio Cela, Alberto Landi
https://arxiv.org/abs/2509.15186 https://arxiv.org…

The Integral Chow Rings of the Moduli Stacks of Hyperelliptic Prym Pairs III
This paper is the third and final part of a series devoted to the description of the integral Chow rings of the moduli stacks of hyperelliptic Prym pairs. For a fixed genus $g$, there are two natural stacks, $\mathcal{RH}_g$ and $\widetilde{\mathcal{RH}}_g$, parametrizing hyperelliptic Prym pairs, with the former being the $μ_2$-rigidification of the latter. Both decompose as the disjoint union of $\lfloor (g+1)/2 \rfloor$ components, denoted $\mathcal{RH}_g^n$ and $\widetilde{\mathcal{RH}}_g^…

Hier eine persönliche Auswahl von tatsächlich im #Korpus vorkommenden schönen Modifikationen von "langsam" (von oben nach unten nach Häufigkeit sortiert). Mit dabei: Viele Tiere!
- zeitlupenlangsam
- schneckenlangsam 🐌
- schnelllangsam (?!?)
- schildkrötenlangsam 🐢
- schweinelangsam 🐷
- hyperlangsam
- hundslangsam 🐕‍🦺
- rasendlangsam
- ameisenlangsam 🐜
- krötenlangsam 🐸
- lavalangsam
- tuckerlangsam
- zentimeterlangsam
(Quelle: DeReKoGram, #linguistics

So, after a week spent on #Wayland with #sway and #hyprland, it's back to xorg and Enlightenment for me. WebEx is unusable in tiling WMs and on Wayland, and muscle memory with E is too strong. Year of the …

Galois module structures and the Hasse principle in twist families via the distribution of Selmer groups
Alex Bartel, Adam Morgan
https://arxiv.org/abs/2508.14026 https://

Galois module structures and the Hasse principle in twist families via the distribution of Selmer groups
We address several seemingly disparate problems in arithmetic geometry: the statistical behaviour of the Galois module structure of Mordell--Weil groups of a fixed elliptic curve over varying quadratic extensions; the frequency of failure of the Hasse principle in quadratic twist families of genus $1$ hyperelliptic curves; and the Hasse principle for Kummer varieties. The common technical ingredient for all of these is a result on the distribution of $2$-Selmer ranks in certain sparse families …

I took a look at the Curiosity Channel (which is on my Roku at home).
Wow, it has a lot of content created by musk-fan-boyz, such as paean pieces about the glory of hyperloop.

google: Google internal webpages (2007)
A directed network of webpages from Google's own sites, and the hyperlinks among them. Edge direction indicates that i hyperlinks to j.
This network has 15763 nodes and 171206 edges.
Tags: Informational, Web graph, Unweighted
https://networks.skewed.de/net/google

foldoc: FOLDOC entries (2002)
A network of hyperlinks among entries in the Free On-line Dictionary of Computing (FOLDOC, www.foldoc.org), an online dictionary of acronyms and technical terms for computers. An edge points from i to j if the term j is referred to in the entry for term i. Edge weight denotes number of uses of the same term.
This network has 13356 nodes and 120238 edges.
Tags: Informational, Web graph, Weighted

wiki_link_dyn: Wikipedia link dynamics (2011)
Six networks of the evolving hyperlink structure among wikipedia articles, for simple English (en), German (de), Dutch (nl), Polish (pl), Italian (it), French (fr), taken in August 2011. Each edge is timestamped, and an edge (i,j) indicates that article i hyperlinks to j. The edge sign indicates the addition ( 1) or deletion (-1) of that link at the specified time.
This network has 100312 nodes and 1627472 edges.
Tags: Informati…