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Assisted-by: GLM 5.3
This commit is contained in:
2026-09-29 10:03:32 +02:00
commit f8ed33df83
206 changed files with 44165 additions and 0 deletions
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Hello *world* and **bold**
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Prose before.
```go
fmt.Println("hi")
```
indented code
Inline `code` too.
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![alt text](/media/pic.webp "Caption here")
![plain](/media/other.webp)
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# Title One
Some [link](https://example.com) here.
## Sub & "head"
### Deep
Text.
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<script>alert(1)</script>
<img src="/media/x.webp" onerror="alert(1)">
[click](javascript:alert(1))
<iframe src="https://evil"></iframe>
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# Math
Inline radiation: $E = h\nu$ redshifted by $\sqrt{g_{tt}}$.
$$E = h\nu\,\sqrt{g_{tt}(r)} = \text{konst.} \quad (1)$$
The metric reads $ds^2 = -g_{tt}(r)c^2dt^2 + dr^2 + r^2d\Omega^2$, and a
photon loses energy as $\frac{E(t)}{E_0} = e^{-Ht}$.
$$1+z = \frac{\nu(r_1)}{\nu(r_2)} = \sqrt{\frac{g_{tt}(r_1)}{g_{tt}(r_2)}}. \quad (2)$$
Prices are not math: the ticket costs $5 and the guide $10 per group.
The metric in prose right above its display form
$$g_{tt}(r) = 1 - \frac{r_s}{r}$$
continues in a sentence after it.
$$r_h = \frac{\sigma}{\sqrt{2\pi G \rho_{\text{amb}}}},
\qquad M_h = \frac{2\sigma^2 r_h}{G}. \quad (7)$$
An equation broken across lines keeps its prose out of mathematics
$\nabla^2 h =
(8\pi/\kappa a)u$: the binding is the force of a cell $\kappa a = c^4/G$,
and the source is the energy.
$$\raisebox{1em}{E} = h\nu$$
Inline degradation too: $\raisebox{1em}{E}$ stays visible where it stands.
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# Diagrams
A flowchart of the observed cycle:
```mermaid
flowchart LR
A[Observation] --> B{Hypothesis}
B -->|confirmed| C[Theory]
B -->|refuted| D[Revised model]
```
A sequence of a measurement:
```mermaid
sequenceDiagram
participant O as Observer
participant S as Source
O->>S: request spectrum
S-->>O: redshifted light
Note over S: proper time runs slow
```
A type the renderer does not carry stays source:
```mermaid
stateDiagram-v2
[*] --> calm
```
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~~struck~~ text
> quote
Footnote[^1]
[^1]: note text
Term
: definition
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| a | b |
|---|---|
| 1 | 2 |
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- [x] done
- [ ] todo
1. ordered
2. items