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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="utf-8">
<meta name="viewport" content="width=device-width, initial-scale=1">
<title>Interactive Visualization and Plotting with Julia</title>
<link href="https://cdn.jsdelivr.net/npm/[email protected]/dist/css/bootstrap.min.css" rel="stylesheet"
integrity="sha384-gH2yIJqKdNHPEq0n4Mqa/HGKIhSkIHeL5AyhkYV8i59U5AR6csBvApHHNl/vI1Bx" crossorigin="anonymous">
<script src="https://cdn.jsdelivr.net/npm/@popperjs/[email protected]/dist/umd/popper.min.js"
integrity="sha384-Xe+8cL9oJa6tN/veChSP7q+mnSPaj5Bcu9mPX5F5xIGE0DVittaqT5lorf0EI7Vk"
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<script src="https://cdn.jsdelivr.net/npm/[email protected]/dist/js/bootstrap.min.js"
integrity="sha384-ODmDIVzN+pFdexxHEHFBQH3/9/vQ9uori45z4JjnFsRydbmQbmL5t1tQ0culUzyK"
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</head>
<body>
<div class='container-sm'>
<p class="text-center">
<img
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'>
</p>
<br>
<p class="fs-4">
This page shows the rendered Jupyter and Pluto notebooks for the examples in the book <strong>Interactive
Visualization and
Plotting with Julia</strong>, published by <em>Packt</em>. The book
carefully explains each of the examples.
</p>
<p class="fs-4">
You can buy it from
<a href="https://www.amazon.com/Interactive-Visualization-Plotting-Julia-visualizations/dp/1801810516"
target="_parent">Amazon</a>
or the <a href="https://www.packtpub.com/product/interactive-visualization-and-plotting-with-julia"
target="_parent">Packt
website</a>.
</p>
<p class="fs-4">
All the code examples from the book, including these notebooks, are available on the book's <a
href="https://github.com/PacktPublishing/Interactive-Visualization-and-Plotting-with-Julia"
target="_parent">GitHub
repository</a>.
</p>
</div>
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