Theme features #
For quick reference, directly lifted from the Hugo Book docs.
Columns #
Columns help organize shorter pieces of content horizontally for readability.
{{% columns [ratio="1:1"] [class="..."] %}} <!-- begin columns block -->
# Left Content
Lorem markdownum insigne...
<---> <!-- magic separator, between columns -->
# Mid Content
Lorem markdownum insigne...
<---> <!-- magic separator, between columns -->
# Right Content
Lorem markdownum insigne...
{{% /columns %}}
Left Content
Lorem markdownum insigne.
Mid Content
Olympo signis Delphis!
Right Content
Retexi Nereius nova develat stringit, frustra Saturnius uteroque inter!
Button #
{{< button relref="/" [class="..."] >}}Get Home{{< /button >}}
{{< button href="https://github.com/alex-shpak/hugo-book" >}}Contribute{{< /button >}}
Details #
{{< details "Title" [open] >}}
## Markdown content
Lorem markdownum insigne...
{{< /details >}}
Title
HTML content #
Lorem markdownum insigne…
Hint #
{{< hint [info|warning|danger] >}}
## Markdown content
Lorem markdownum insigne. Olympo signis Delphis! Retexi Nereius nova develat
stringit, frustra Saturnius uteroque inter! Oculis non ritibus Telethusa
{{< /hint >}}
Markdown content #
Lorem markdownum insigne. Olympo signis Delphis! Retexi Nereius nova develat stringit, frustra Saturnius uteroque inter! Oculis non ritibus Telethusa
Mermaid #
{{< mermaid class="optional" >}}
stateDiagram-v2
State1: The state with a note
note right of State1
Important information! You can write
notes.
end note
State1 --> State2
note left of State2 : This is the note to the left.
{{< /mermaid >}}
stateDiagram-v2
State1: The state with a note
note right of State1
Important information! You can write
notes.
end note
State1 --> State2
note left of State2 : This is the note to the left.
Tabs #
{{% tabs %}}
{{% tab "MacOS" %}} # MacOS Content {{% /tab %}}
{{% tab "Linux" %}} # Linux Content {{% /tab %}}
{{% tab "Windows" %}} # Windows Content {{% /tab %}}
{{% /tabs %}}
KaTeX #
{{< katex display=true class="optional" >}}
f(x) = \int_{-\infty}^\infty\hat f(\xi)\,e^{2 \pi i \xi x}\,d\xi
{{< /katex >}}
\[
f(x) = \int_{-\infty}^\infty\hat f(\xi)\,e^{2 \pi i \xi x}\,d\xi
\]