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Support horizontal layout in code and output boilerplates #2194

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merged 10 commits into from
Mar 7, 2023
Merged

Support horizontal layout in code and output boilerplates #2194

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acf9d62
Use codeAndOutputCode boilerplate for ug index
yucheng11122017 Mar 5, 2023
09a5a58
Change boilerplate to allow for horizontal layouts
yucheng11122017 Mar 6, 2023
e8e5fe9
Change boilerplate of codeAndOutputCode to allow horizontal output
yucheng11122017 Mar 6, 2023
95c6bfc
Change first example of code to horizontal layout
yucheng11122017 Mar 6, 2023
ee8c1e8
Remove unecessary indented class
yucheng11122017 Mar 6, 2023
1f7081b
Update documentation for variables
yucheng11122017 Mar 6, 2023
ca212e7
Add horizontal layout for codeAndOutputSeperate boilerplate
yucheng11122017 Mar 6, 2023
d91f47a
Remove uncessary linebreak
yucheng11122017 Mar 6, 2023
3357ebe
Fix typo in codeAndOutputCode
yucheng11122017 Mar 6, 2023
d0c46e5
Remove nits in code
yucheng11122017 Mar 7, 2023
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47 changes: 8 additions & 39 deletions docs/index.md
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Original file line number Diff line number Diff line change
Expand Up @@ -33,58 +33,27 @@ MarkBind extensions to Markdown | `==highlighted text==`<br>`%%grey text%%`<br>`
An example that uses GFMD syntax for task lists:
<div style="overflow-x: auto">

<table>
<tr>
  <td style="padding-top: 15px">

```markdown
**Things to do:**

- [x] Finish my changes
- [ ] Push my commits to GitHub
- [ ] Open a pull request

```
  </td>
  <td>&nbsp;→&nbsp;</td>
  <td>
<box>

<include src="codeAndOutputCode.md" boilerplate>
<variable name="code">
**Things to do:**

- [x] Finish my changes
- [ ] Push my commits to GitHub
- [ ] Open a pull request

</box>
  </td>
</tr>
</table>
</variable>
</include>

</div>

An example that uses KaTeX to generate math equations:

<div style="overflow-x: auto">

<table>
<tr>
  <td style="padding-top: 20px">

```markdown
Euler's Identity \(e^{i\pi}+1=0\) is a beautiful formula.
```
  </td>
  <td>&nbsp;→&nbsp;</td>
  <td>
<box>

<include src="codeAndOutputCode.md" boilerplate>
<variable name="code">
Euler's Identity \(e^{i\pi}+1=0\) is a beautiful formula.

</box>
  </td>
</tr>
</table>
</variable>
</include>
</div>

</panel>
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