Tootfinder

This is going on, and the UK government is worried about a punk act at Glastonbury hurting the IDFs feelings?!?
The end cannot come soon enough for Netanyahu and the IDF.
#IsraeliGenocide #IsraelWarCrimes

Tariq (@rzeta0@mastodon.social)
Attached: 1 image Fuck von der Leyen. Fuck Starmer. Fuck Merz. Fuck the EU. Fuck the BBC. Fuck the Guardian. Fuck the US Democrats. Fuck the German Staatsrason. Fuck the complicit mastodon-social admins. History will not forget your role in this. #genocide #gaza #warcrimes #history #palestine #ukpol #uspol #europe #journalism #mastodon #germany

Norsk films stŸrste seier – og kanskje den siste – Ytring https://www.nrk.no/ytring/norsk-films-storste-seier-_-og-kanskje-den-siste-1.17432132

Norsk films største seier – og kanskje den siste
Triumfen i Cannes må være en øyeåpner for krisen her hjemme.

Et stort Ÿyeblikk i norsk filmhistorie – Ytring https://www.nrk.no/ytring/et-stort-oyeblikk-i-norsk-filmhistorie-1.17430431

Et stort øyeblikk i norsk filmhistorie
Joachim Trier lager filmer som napper i nervetrådene til filmelskere over hele verden.

Explicit construction of benign subgroup for Higman's reversing operation
V. H. Mikaelian
https://arxiv.org/abs/2506.12442 https://

Explicit construction of benign subgroup for Higman's reversing operation
For the Higman reversing operation $ρ$ and for a set of integer-valued functions $\mathcal X$ the following has been proved. Let the subgroup $A_{\mathcal X}$ be benign in the free group $F$, let the respective finitely presented overgroup $K_{\mathcal X}$ with its finitely generated subgroup $L_{\mathcal X}$ be given for $A_{\mathcal X}$ explicitly, and let the set $\mathcal Y = ρ\mathcal X$ be obtained from $\mathcal X$ by the reversing operation $ρ$. Then $A_{\mathcal Y}$ also is benign i…