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<div class="frontmatter">
<div class="title"><h1></h1></div>
<div class="author"><h2></h2></div>
<div class="date"><h3></h3></div>
</div>
<div class="body">
<pre><code class="language-r">set.seed(42)
cl <- kmeans(iris[,-5], 3)
plot(iris[,-5], col = cl$cluster)
points(cl$centers, col = 1:3, pch = 8)
</code></pre>
<p><img src="data:image/png;base64,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