FreesearchR/inst/apps/FreesearchR/www/intro.html

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<div id="welcome" class="section level1">
<h1>Welcome <img role="img" 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" style="float: right;" /></h1>
<p>This is the <strong><em>FreesearchR</em></strong> data analysis tool,
a free tool for basic data evaluation and analysis. If you need more
advanced tools, start with <strong><em>FreesearchR</em></strong> and
then youll probably be better off using <em>R</em> or similar
directly.</p>
<p>With this tool you can:</p>
<ol style="list-style-type: decimal">
<li><p><strong>Import data</strong> from a spreadsheet/file on your
machine, directly from a <a href="https://projectredcap.org/" title="Read more on the data capture tool REDCap">REDCap</a> server, try
it with sample data or access data directly <a href="https://agdamsbo.github.io/FreesearchR//#run-locally-on-your-own-machine" title="Read about running FreesearchR on your local machine">if run in R
locally</a></p></li>
<li><p><strong>Prepare</strong> data for analysis by filtering data,
modifying variables or create new variables</p></li>
<li><p><strong>Evaluate data</strong> using descriptive analyses methods
and inspect cross-correlations as well as <a href="https://agdamsbo.github.io/FreesearchR/articles/missingness.html" title="Read more about missing data">missing observations</a></p></li>
<li><p><strong>Visualise data</strong> by <a href="https://agdamsbo.github.io/FreesearchR/articles/visuals.html" title="See available plot types">creating simple, clean plots</a> for
overview and quick insights</p></li>
<li><p><strong>Create simple regression models</strong> for even more
advanced data analyses</p></li>
<li><p><strong>Download</strong> results as a report, get the modified
data set and save the code for learning and to reproduce the results
later</p></li>
</ol>
<p>The full <a href="https://agdamsbo.github.io/FreesearchR/">project
documentation is here</a> where youll find detailed descriptions of the
app and link to the source code! If you want to <a href="https://redcap.au.dk/surveys/?s=JPCLPTXYDKFA8DA8">share feedback,
please follow this link to a simple survey</a>.</p>
</div>