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README.html
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README.html
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<!DOCTYPE html>
<!-- saved from url=(0014)about:internet -->
<html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=utf-8"/>
<meta http-equiv="x-ua-compatible" content="IE=9" >
<title>faux <a href="https://debruine.github.io/faux"><img src="data:image/png;base64,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<h1>faux <a href="https://debruine.github.io/faux"><img 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" 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<p><a href="https://zenodo.org/badge/latestdoi/163506566"><img src="https://zenodo.org/badge/163506566.svg" alt="DOI"/></a>
<a href="https://CRAN.R-project.org/package=faux"><img src="https://www.r-pkg.org/badges/version-last-release/faux" alt="CRAN status"/></a>
<img src="https://cranlogs.r-pkg.org/badges/grand-total/faux" alt="Downloads"/>
<a href="https://lifecycle.r-lib.org/articles/stages.html#stable"><img src="https://img.shields.io/badge/lifecycle-stable-brightgreen.svg" alt="Lifecycle: stable"/></a>
<a href="https://codecov.io/github/debruine/faux?branch=master"><img src="https://codecov.io/gh/debruine/faux/branch/master/graph/badge.svg" alt="Coverage status"/></a>
<a href="https://github.com/debruine/faux/actions"><img src="https://github.com/debruine/faux/workflows/R-CMD-check/badge.svg" alt="R-CMD-check"/></a></p>
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<p>It is useful to be able to simulate data with a specified structure. The <code>faux</code> package provides some functions to make this process easier. See the <a href="https://debruine.github.io/faux/">package website</a> for more details.</p>
<h2>Installation</h2>
<p>You can install the released version of faux from <a href="https://CRAN.R-project.org">CRAN</a> with:</p>
<pre><code class="r">install.packages("faux")
</code></pre>
<p>And the development version from <a href="https://github.com/debruine/faux">GitHub</a> with:</p>
<pre><code class="r"># install.packages("devtools")
devtools::install_github("debruine/faux")
</code></pre>
<p>Please note that the 'faux' project is released with a <a href="https://github.com/debruine/faux/blob/master/CODE_OF_CONDUCT.md">Contributor Code of Conduct</a>. By contributing to this project, you agree to abide by its terms.</p>
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