Tardigrade hunting is the first small step in a gargantuan, wildly ambitious scientific undertaking:
to sequence the genomes of all life on Earth.
Accompanied by Prof Mark Blaxter,
who leads the institute’s Tree of Life program,
Morek, a postdoctoral researcher and tardigrade expert,
goes on to collect lichen from a walnut tree on the lush campus, before returning to the lab with his samples.
Malachi Lawrence signs rookie deal with Cowboys https://www.dallascowboys.com/news/malachi-lawrence-signs-rookie-deal-with-cowboys
Kennedy Center lawyers tell staff to remove references to Trump in signage (NBC News)
https://www.nbcnews.com/politics/trump-administration/kennedy-center-lawyers-tell-staff-remove-references-trump-signage-rcna348512
http://www.memeorandum.com/260604/p103#a260604p103
Trump signs a national security memorandum seeking to "accelerate the use of AI across intelligence and warfighting domains in line with American values" (Reuters)
https://www.reuters.com/technology/us-says-it-will-speed-dev…
Sharp Orlicz Endpoints for Spatial-Temporal Ergodic Averaging
Jie Li
https://arxiv.org/abs/2608.03767 https://arxiv.org/pdf/2608.03767 https://arxiv.org/html/2608.03767
arXiv:2608.03767v1 Announce Type: new
Abstract: We study the composition of temporal ergodic averaging with spatial averaging over shrinking metric balls, and determine sharp Orlicz endpoints for the corresponding unrestricted joint limit. For consecutive Birkhoff averages normalized by $N\Lambda_q(N)$ ($q\ge 0$), the sharp Orlicz endpoint is $L\log_{q 1}L$. In particular, the ordinary case $q=0$ yields an $L\log L$ local joint convergence theorem under the Lebesgue differentiation property alone, while $L^1$ fails even on the Euclidean interval, answering two questions of Young. The same $L\log_{q 1}L$ endpoint holds for prime averages for every $q\ge 1$. For arbitrary time sequences, $L\log_qL$ always suffices at the same normalization $N\Lambda_q(N)$ ($q\ge 1$), and this endpoint is sharp in the Orlicz sense for fixed-base exponential sequences $k^n$ ($k\ge 2$) and for sequences with polynomial ratio separation, including $n!$.
The positive results rest on a local stability principle: under the ball Lebesgue differentiation property, pointwise temporal convergence lifts to the local joint limit whenever the associated temporal maximal function admits an $L^1$ majorant. The additional logarithm in the regular-time case comes from lifting restricted logarithmic maximal estimates from sets to general functions. The arbitrary-sequence theorem uses a dyadic decomposition instead. The lower bounds are local $\infty$-sweeping out constructions, obtained by weighted local sweeping out for polynomial-growth regular times, by residue constructions for polynomially ratio-separated sequences, and by digit constructions for fixed-base exponentials.
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ACLU sues over prolonged detention of asylum-seeking teens with disabilities | Courthouse News Service
https://www.courthousenews.com/aclu-sues-over-prolonged-detention-of-asylum-seeking-teens-with-disabilities/
Malachi Lawrence signs rookie deal with Cowboys https://www.dallascowboys.com/news/malachi-lawrence-signs-rookie-deal-with-cowboys
Anthropic signs a 20-year, $19B lease to use a TeraWulf data center in Kentucky, set to have a ~400MW capacity, with the first power delivery in H2 2027 (CNBC)
https://www.cnbc.com/2026/07/06/anthropic-terawulf-data-center-ai.html
The Plaintiffs and proposed class representatives in this putative class action are minors, their parents, and young adults seeking to challenge the imminent and unconstitutional disclosure of their identities and sensitive health information related to gender-affirming medical care to the DOJ Defendants, whom they allege are seeking that information for improper, unlawful, and discriminatory purposes