--- markdown-underline: '*': b --- # Let's test the features! 0. `*`: *star* 1. `**`: **globstar** 2. `_`: _underscore_ 3. `__`: __underscores__ 4. `~~`: ~~double tilde~~ _**__salient__**_ ____ #### Definition list celerity $c$ : Speed of light in a vacuum. circle constant $\tau$ : Circumference of the unit circle. With multiline things and goodies like some *bold text*. Gumbo beet greens corn soko endive gumbo gourd. Parsley shallot courgette tatsoi pea sprouts fava bean collard greens dandelion okra wakame tomato. Dandelion cucumber earthnut pea peanut soko zucchini.

VOIR LA SOLUTION

```math f\colon\left\{\begin{aligned}\mathbb{R}_4[X]&\longrightarrow\mathbb{R}_4[X] \\ P&\longmapsto P’\end{aligned}\right. \qquad g\colon\left\{\begin{aligned}\mathbb{R}_2[X]&\longrightarrow\mathbb{R}_2[X] \\ P&\longmapsto XP’+P\end{aligned}\right. ```

### Flowchart ######################################################## ```mermaid graph LR subgraph M3P2 File[File] Website[Website] Pipeline[Pipeline] end Teacher((Teacher)) Student((Student)) Student --> |reads| Website Teacher --> |edits| File File --> |triggers| Pipeline Pipeline --> |updates| Website ``` ### LateX 💾🐘🐘🐘🐘🐢 ```math f\colon\left\{\begin{aligned}\mathbb{R}_4[X]&\longrightarrow\mathbb{R}_4[X] \\P&\longmapsto P’\end{aligned}\right. \qquad g\colon\left\{\begin{aligned}\mathbb{R}_2[X]&\longrightarrow\mathbb{R}_2[X] \\ P&\longmapsto XP’+P\end{aligned}\right. ``` > The complex exponential of the circle constant is unity. >> $e^{i\tau}=1$ ### GeoGebra #### Iframe #### ??? See https://wiki.geogebra.org/en/Reference:GeoGebra_Apps_Embedding ### Videos #### Iframe