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        <title>bluray - Add Ringu</title>
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        <description>The ratings and comments are about the picture quality, not about the content. As of 2025-01-16 (and likely years in the future), the setup is an LG 77“ G3 4K OLED evo (2023), Apple TV 4K (3rd Gen), and a Plex server with Blu-ray and UHD remuxes.

TV Shows</description>
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        <description>Roo Code is an extension to VSCode, and I quote them verbatim:

Roo Code is an open-source, AI-powered coding assistant that runs in VS Code. It goes beyond simple autocompletion by reading and writing across multiple files, executing commands, and adapting to your workflow—like having a whole dev team right inside your editor.</description>
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        <description>init</description>
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        <title>2025-05-13-porter-thomas-fluctuations - Extend info on variance</title>
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        <description>Porter-Thomas fluctuations

Let&#039;s talk about Porter-Thomas (PT) fluctuations! To do that, we need to start talking about:

The Porter-Thomas distribution

Long story short: The PT distribution is the $\chi^2$ distribution with one degree of freedom ($k = 1$). In nuclear physics we have a central concept, namely the $L = 1$$$
f_{X1}(E_{\gamma}, E_i, j_i, \pi_i) = \dfrac{16 \pi}{9 \hbar^3 c^3}\langle B(X1;\downarrow) \rangle (E_{\gamma}, E_i, j_i, \pi_i) \rho (E_i, j_i, \pi_i).\qquad (0)
$$$$
\lan…</description>
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        <title>2025-02-17-obtd - Elaborate on decays and excites</title>
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        <description>Another possible bug in the OBTD calculations: Why are excitations stronger than decays?

Making sure that initial and final states are ordered correctly

Feast your eyes on the below figure:



It might seem fine and dandy, but consider this: If you look at for example $0f7/2 \rightarrow 0f5/2$$0f5/2 \rightarrow 0f7/2$$0f7/2$$0f5/2$$0f5/2 \rightarrow 0f7/2$$0^-$$1^-$$j$$$
B(\sigma \lambda; \xi_i j_i \rightarrow \xi_f j_f) = \frac{1}{2 j_i + 1} \mid ( \xi_f j_f \mid \mid M_{\sigma \lambda} \mid …</description>
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