Tootfinder

Ukrainian Intelligence: Russia has about 950 long-range missiles remaining: https://benborges.xyz/2024/04/02/ukrainian-intelligence-russia.html

20 best remaining free agents Cowboys could sign https://cowboyswire.usatoday.com/lists/cowboys-free-agency-post-draft-options/

20 best remaining free agents Cowboys could sign
A look at some of the best talent remaining on the free agent market among those who could fill a need for Dallas. | From @KDDrummondNFL

do not stare into abyss with the remaining fragments of soul

"IKEA blamed for Romanian forest destruction"
#Romania #IKEA #Environment

IKEA blamed for Romanian forest destruction
IKEA is under scrutiny over its wood sourcing practices after two reports linked the furniture giant to destructive logging in some of Europe’s last ancient forests. The recent investigations, conducted separately by Greenpeace and fellow environmental groups Agent Green and the Bruno Manser Fonds (BMF), focus on IKEA’s procurement of wood from ecologically sensitive areas […]

When the dust settles: Remaining Questions of Privacy vs Utility under the DMA [Promoted content]
https://poliverso.org/display/0477a01e-58526320-b42d108b3aa6ddf8
When the dust settles: Remaining Questions of Privacy vs Utility under the DMA [Promot…

Looks like about 80-90% of our team at @… have received their Apple Vision Pro devices!
Because I’m in the remaining 10-20%, I'm reading through the Apple Vision Pro User Guide which I would probably be way too impatient to look at if I actually had a device in front of me.

Another good decision on #ScheduleA joinder out of the NDIL (this time, from Judge Ellis):
https://storage.courtlistener.com/reca

Comparison of two numerical methods for Riemannian cubic polynomials on Stiefel manifolds
Alexandre Anahory Simoes, Leonardo Colombo, F\'atima Silva Leite
https://arxiv.org/abs/2404.19407

Comparison of two numerical methods for Riemannian cubic polynomials on Stiefel manifolds
In this paper we compare two numerical methods to integrate Riemannian cubic polynomials on the Stiefel manifold $\textbf{St}_{n,k}$. The first one is the adjusted de Casteljau algorithm, and the second one is a symplectic integrator constructed through discretization maps. In particular, we choose the cases of $n=3$ together with $k=1$ and $k=2$. The first case is diffeomorphic to the sphere and the quasi-geodesics appearing in the adjusted de Casteljau algorithm are actually geodesics. The se…

CNN: Pentagon considers tapping into remaining $4 billion in Ukraine defense aid fund: https://benborges.xyz/2024/02/28/cnn-pentagon-considers.html

Moldovan military holds JCET drills with US, Romania: https://benborges.xyz/2024/04/01/moldovan-military-holds.html