Tootfinder

I love this album. EPIC POLITICAL INDUSTRIAL METAL AL ->
Ministry - Moral Hygiene (Full Album 2021) - Playlist
https://www.youtube.com/playlist?list=PLnUNgWk4CcyZjc012_89K848JamwqUVVG

Satellite and Mobile Phone Data Reveal How Violence Affects Seasonal Migration in Afghanistan
Xiao Hui Tai, Suraj R. Nair, Shikhar Mehra, Joshua E. Blumenstock
https://arxiv.org/abs/2507.00279

Satellite and Mobile Phone Data Reveal How Violence Affects Seasonal Migration in Afghanistan
Seasonal migration plays a critical role in stabilizing rural economies and sustaining the livelihoods of agricultural households. Violence and civil conflict have long been thought to disrupt these labor flows, but this hypothesis has historically been hard to test given the lack of reliable data on migration in conflict zones. Focusing on Afghanistan in the 8-year period prior to the Taliban's takeover in 2021, we first demonstrate how satellite imagery can be used to infer the timing of the …

Importe aus Russland massiv gesunken
Deutschland hat im vergangenen Jahr fast 95 Prozent weniger Waren aus Russland importiert als vor dem Ukraine-Krieg. 2024 wurden Waren im Wert von 1,8 Milliarden Euro aus Russland eingeführt, wie das Statistische Bundesamt mitteilte.
Vor den bisher 17 Sanktionspaketen der EU gegen Russland beliefen sich die Importe 2021 - dem Jahr vor dem Überfall Russlands auf die Ukraine - noch auf 33,1…
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Ukraine-Liveblog: ++ Ukraine erhält Leichname von Gefallenen ++
Die Ukraine hat die sterblichen Überreste von mehr als 1.200 getöteten Soldaten erhalten. Russland meldet einen Vorstoß im Westen der ukrainischen Region Donezk.

Remarks on radial symmetry of stationary and uniformly-rotating solutions for the 2D Euler equation
Boquan Fan, Yuchen Wang, Weicheng Zhan
https://arxiv.org/abs/2506.05034

Remarks on radial symmetry of stationary and uniformly-rotating solutions for the 2D Euler equation
We prove that any uniformly rotating solution of the 2D incompressible Euler equation with compactly supported vorticity $ω$ must be radially symmetric whenever its angular velocity satisfies $Ω\in (-\infty,\inf ω/ 2] \cup \, [ \sup ω/ 2, +\infty )$, in both the patch and smooth settings. This result extends the rigidity theorems established in \cite{Gom2021MR4312192} (\textit{Duke Math. J.},170(13):2957-3038, 2021), which were confined to the case of non-positive angular velocities and non…