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dollar_cost_averaging.html
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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="utf-8">
<title>Bokeh Plot</title>
<link rel="stylesheet" href="https://cdn.pydata.org/bokeh/release/bokeh-1.0.4.min.css" type="text/css" />
<script type="text/javascript" src="https://cdn.pydata.org/bokeh/release/bokeh-1.0.4.min.js"></script>
<script type="text/javascript">
Bokeh.set_log_level("info");
</script>
</head>
<body>
<div class="bk-root" id="dee0709a-cdb3-4d1f-9caf-4f655690b6ed" data-root-id="5061"></div>
<script type="application/json" id="5310">
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