Every time this crosses my YT feed, I have to watch it. The music, the sound effects, the cheesy minimalist movements for animation... :chef's kiss:

#StarTrek #Animated #STAS #IfOnlyWeHadMoreOfThis

https://www.youtube.com/watch?v=YKlSr_UFF9M

Trekimation - Star Trek: The Next Generation - The Best Of Both Worlds Animated

YouTube
Am I Alone ?

PeerTube

Remember the story of little #Stasik from #Bakhmut and his military godfather?

7-year-old #Stas and his family were taken from #Bakhmut by fighter #Peter with the call sign “#Stone”. The boy became friends with his saviour. After #Stas’s family settled in #Chernivtsi, “#Stone” became the boy’s godfather.

But the matter did not end there: #Peter_Voloshchenko, who became a guardian angel for the child and a friend for the whole family, helped the #Bakhmut residents buy an apartment

@mhoye Really great read, and mirrors my own experience in both understanding and educating.

To wit: the humanities kids taking my New Media class did not need a code-heavy class, but it was sufficient to, later on in the term, get them to create a #github account and get used to the idea of repos and code being something being out there actively worked on.

Similarly, the engineering students in the #stas class didn't need help with code, but context was everything. Big picture stuff.

Om man låter mig fixa presenten så blir det nördigt! #stas #pebermø
https://math.stackexchange.com/a/2398465?stw=2 - Answer:
Fubini theorem and best of #sof #stas
Lebesgue integral of Gaussian process is Gaussian.

Let $X:\Omega\times\mathcal{T}\rightarrow\mathbb{R}$ be a measurable stochastic process, Lebesgue integrable on $\mathcal{T}$ for a.e. $\omega\in\Omega$: $$\int_{\mathcal{T}} |X(\omega,t)|\,dt<\...

https://math.stackexchange.com/a/2398465?stw=2 - Answer:
Fubini theorem and best of #sof #stas
Lebesgue integral of Gaussian process is Gaussian.

Let $X:\Omega\times\mathcal{T}\rightarrow\mathbb{R}$ be a measurable stochastic process, Lebesgue integrable on $\mathcal{T}$ for a.e. $\omega\in\Omega$: $$\int_{\mathcal{T}} |X(\omega,t)|\,dt<\...

Il y a quand même des bonnes nouvelles à #saintÉtienne
La #STAS utilise #openstreetmap ! 🎉👍😁