Welcome to this feature showcase! This post demonstrates the key interactive features of our blog: interactive footnotes, tab boxes, collapsible accordions, and KaTeX math rendering.
Interactive Footnotes
Did you know that footnotes can be interactive
This is an interactive footnote! Click on the number to see this tooltip appear. No more jumping to the bottom of the page.
? Unlike traditional footnotes that jump to the bottom of the page, our implementation shows tooltips when you click on them. This creates a much smoother reading experience
Interactive footnotes are especially useful for adding context without disrupting the main narrative flow. They can contain formatted text, emphasis, and even code snippets.
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You can include multiple footnotes in a paragraph Here’s another footnote demonstrating that you can have multiple footnotes in close proximity without any issues. , and they all work independently. The tooltips are theme-aware, meaning they’ll look great in both light and dark modes Try switching between light and dark themes (use the theme toggle in the navigation) to see how the footnote tooltips adapt their styling! .
Tab Boxes
Tab boxes are perfect for organizing related content into switchable views. Here’s an example showing different programming languages:
// A simple greeting function
function greet(name) {
return `Hello, ${name}! Welcome to our blog.`;
}
console.log(greet("World"));
# A simple greeting function
def greet(name):
return f"Hello, {name}! Welcome to our blog."
print(greet("World"))
Tab boxes help organize content into logical sections. They're especially useful for:
- Code examples in multiple languages
- Different approaches to solving a problem
- Organizing lengthy explanations
- Creating interactive tutorials
The active tab is remembered in your session, so you can navigate away and come back to the same tab!
Collapsible Accordions
Collapsible boxes (accordions) are ideal for FAQ sections, detailed explanations, or any content that benefits from progressive disclosure:
Collapsible boxes, also known as accordions, are UI elements that allow users to expand and collapse content sections. They're perfect for:
- Frequently Asked Questions (FAQs)
- Detailed explanations that might overwhelm at first glance
- Optional information that some readers might want to skip
- Organizing long-form content into digestible chunks
Click the header to toggle the content visibility!
While both organize content, they serve different purposes:
- Tab Boxes: Show one section at a time from multiple options. Great for alternative views of the same information (like code in different languages).
- Collapsible Boxes: Can show multiple sections simultaneously. Perfect for progressive disclosure where users might want to see several sections at once.
KaTeX Math Rendering
Mathematics can be beautifully rendered inline, like this famous equation: . You can also use more complex inline expressions such as .
For larger equations, use display mode:
Here’s the quadratic formula:
And a more complex example with matrices:
Combining Features
You can even combine these features! For instance, here’s a tab box with mathematical content:
One of the most beautiful equations in mathematics:
$$e^{ipi} + 1 = 0$$
This equation elegantly connects five fundamental mathematical constants: e, i, π, 1, and 0.
The Gaussian integral, also known as the Euler-Poisson integral:
$$int_{-infty}^{infty} e^{-x^2} dx = sqrt{pi}$$
This integral appears frequently in probability theory and physics.
The Taylor series expansion of ex:
$$e^x = sum_{n=0}^{infty} rac{x^n}{n!} = 1 + x + rac{x^2}{2!} + rac{x^3}{3!} + cdots$$
This infinite series converges for all real and complex values of x.
Conclusion
These interactive features enhance the reading experience by making content more engaging and accessible. The footnotes This final footnote shows that the system works consistently throughout the entire document, maintaining the same smooth interaction pattern. keep readers in flow, tab boxes organize alternative views elegantly, collapsible boxes enable progressive disclosure, and KaTeX brings mathematical expressions to life.
Feel free to explore these features in your own posts!