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Created February 9, 2014 06:07
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test.html
<!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>Title</title>
<style type="text/css">
body, td {
font-family: sans-serif;
background-color: white;
font-size: 12px;
margin: 8px;
}
tt, code, pre {
font-family: 'DejaVu Sans Mono', 'Droid Sans Mono', 'Lucida Console', Consolas, Monaco, monospace;
}
h1 {
font-size:2.2em;
}
h2 {
font-size:1.8em;
}
h3 {
font-size:1.4em;
}
h4 {
font-size:1.0em;
}
h5 {
font-size:0.9em;
}
h6 {
font-size:0.8em;
}
a:visited {
color: rgb(50%, 0%, 50%);
}
pre {
margin-top: 0;
max-width: 95%;
border: 1px solid #ccc;
white-space: pre-wrap;
}
pre code {
display: block; padding: 0.5em;
}
code.r, code.cpp {
background-color: #F8F8F8;
}
table, td, th {
border: none;
}
blockquote {
color:#666666;
margin:0;
padding-left: 1em;
border-left: 0.5em #EEE solid;
}
hr {
height: 0px;
border-bottom: none;
border-top-width: thin;
border-top-style: dotted;
border-top-color: #999999;
}
@media print {
* {
background: transparent !important;
color: black !important;
filter:none !important;
-ms-filter: none !important;
}
body {
font-size:12pt;
max-width:100%;
}
a, a:visited {
text-decoration: underline;
}
hr {
visibility: hidden;
page-break-before: always;
}
pre, blockquote {
padding-right: 1em;
page-break-inside: avoid;
}
tr, img {
page-break-inside: avoid;
}
img {
max-width: 100% !important;
}
@page :left {
margin: 15mm 20mm 15mm 10mm;
}
@page :right {
margin: 15mm 10mm 15mm 20mm;
}
p, h2, h3 {
orphans: 3; widows: 3;
}
h2, h3 {
page-break-after: avoid;
}
}
</style>
<!-- Styles for R syntax highlighter -->
<style type="text/css">
pre .operator,
pre .paren {
color: rgb(104, 118, 135)
}
pre .literal {
color: rgb(88, 72, 246)
}
pre .number {
color: rgb(0, 0, 205);
}
pre .comment {
color: rgb(76, 136, 107);
}
pre .keyword {
color: rgb(0, 0, 255);
}
pre .identifier {
color: rgb(0, 0, 0);
}
pre .string {
color: rgb(3, 106, 7);
}
</style>
<!-- R syntax highlighter -->
<script type="text/javascript">
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</head>
<body>
<h1>Title</h1>
<p>This is an R Markdown document. Markdown is a simple formatting syntax for authoring web pages (click the <strong>Help</strong> toolbar button for more details on using R Markdown).</p>
<p>When you click the <strong>Knit HTML</strong> button a web page will be generated that includes both content as well as the output of any embedded R code chunks within the document. You can embed an R code chunk like this:</p>
<pre><code class="r">summary(cars)
</code></pre>
<pre><code>## speed dist
## Min. : 4.0 Min. : 2
## 1st Qu.:12.0 1st Qu.: 26
## Median :15.0 Median : 36
## Mean :15.4 Mean : 43
## 3rd Qu.:19.0 3rd Qu.: 56
## Max. :25.0 Max. :120
</code></pre>
<p>You can also embed plots, for example:</p>
<pre><code class="r">plot(cars)
</code></pre>
<p><img 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Ewn/yBp3G8gE0hflQ18X+1uN1YBBRSovUB6758g6cHPS75FXk+eJX1VHqLvq93txiqggAK1F7iELdyB7Ev2IC8lm5OrSV+VDXxf7W43VgEFFKi9wJfYwmXIReT0geGX8/gc6avyEH1f7W43VgEFFKi9QBry95KFSNq4/Nz486Tvyga+73a5G6yAAgr0hcDDfbGVw2ykh+iHwfEpBRRQQAEFelXABr5X95zrrYACCiigwDACNvDD4PiUAgoooIACvSpgA9+re871VkABBRRQYBgBG/hhcHxKAQUUUECBXhWwge/VPed6K6CAAgooMIyADfwwOD6lgAIKKKBArwrYwPfqnnO9FVBAAQUUGEbAG90Mg+NTCiiggAJ9LbAcW783WZDcSg4hPXPLW3vw7C1LAQUUUECBksD8jJ9GfkcOIjPIT0h+oa4nyh58T+wmV1IBBbokMDvLfSNJD+4WcgWx+kPg02zmF8mZA5v7dR4XJm8n3x2YVukHe/CV3j2unAIKdFkgvyW+HUlv7ofkU8TqD4FJbOafSpt6JeMLlKZVdtQGvrK7xhVTQIEuC+zJ8h8keUxDvzJZn2xGrPoL5IjNzqXN/CTjfylNq+yoh+gru2tcMQUU6LLAuiw/h2gb9TQD3yHrkF81JvpYW4Gj2LLrSH5b/udkW5LGvXHInsFqlz34au8f104BBbon8DiLXra0+FUZf6I0zdF6CvyDzXopyXUXK5KzyDtJz5Q9+J7ZVa6oAgqMs8A3Wd7R5CFyI9mBHEzmI1Z/CDzHZh7Tq5tqA9+re871VkCBTgtczwJ2J4eTf5FbyJLEHjwIVvUFqtjAZ50mkkeqz+caKqBAzQXSc9+i5tvo5tVUoCrn4CfgexC5i+RClodJPiXnAodpxFJAAQUUUECBFgSq0oPP1YpLkC1JbgeYxj3fQVydHEnmITkfZimggAIKKKDACASq0oN/I+u6B7mW5MrV50luC3gZ2Yfk6wmWAgq0V+BtzO6X5ALya7IQsRRQoCYCVWngcyh+kyFMt2L6A0M852QFFBidwFt42zYkH543JfkRjePIS4ilgAI1EKjKIfrPYHkK2ZfkStVHSW4NuRrJOo70IpfleG1uStCscvXr3M2ecJoCfSiwK9v8PpIjZqmfkVeSN5AziaWAAj0uUJUG/ioc1yK5DeRkkvPxuUXk8eRckkP2I6nchGLjIV44mek57G8poMB/BB4rQeSDda53sRRQQIG2CeSCug+Tn5Icqn8zyWH5/IPzbdKOG0scwXxylMBSQIHZZvsYCLntaqNWYiAfpJdvTPBRAQXaInAYc1m7LXNqcSZV6cHnH5v8A5P7/X6FZL3SyN9EDic7kuOIpYAC7RHI/1c5LJ/kCNqryGvJHcRSQIEaCFSlgd8Gy9eQfD1ucbIIyRX0qYNJ/jGygY+GpUB7BHK/iXx7JT+oMol8jfyNWAooUBOBqjTwN+CZi3suJBuReUmj1mTgysaIjwoo0FaBy9s6N2emgAKVEahKA59zFMeSKeSrJLeqTaN/DXkdmUosBRRQQAEFFBihQFUa+ByOz13rFiIPkXyd7U1kATKN/JNYCiigwHgLpLPxXpJ/i/IV3pOIpUBPCMxRobV8nnVJ4556ivyEnEhs3EGwFFBg3AUmsMQfk7nIReRdJBclVunfTVbHUqC5gH+ozV2cqoACCnwUglPJl8l0kosSbyM7EEuBygvYwFd+F7mCCijQJYGlWO7FpWWfw/hQd8ssvdRRBborYAPfXX+XroAC1RXInS/XK63ezow/XJrmqAKVFKjKRXaVxHGlFFCgrwWOZOvvI7kvxwVkJ/IK8l5iKVB5AXvwld9FrqACCnRJIDf+yW2y5yfvIX8l65LniKVA5QXswVd+F7mCCijQRYHcXfOzXVy+i1Zg1AL24EdN5xsVUEABBRSoroANfHX3jWumgAIKKKDAqAVs4EdN5xsVUEABBRSoroANfHX3jWumgAIKKKDAqAVs4EdN5xsVUEABBRSoroANfHX3jWumgAIKKKDAqAX8mtyo6XyjAgoooEBFBRZjvbYi+WXSi8mfSN+VPfi+2+VusAIKKFBrgcls3ckkvwL4GLmOvIH0XdmD77td7gYroIACtRY4i63bjfxuYCvP5/E7JA197kbYN2UPvm92tRuqgAIK9IXAHWxlo3HPBueWw2ncV8xIP5UNfD/tbbdVAQUUqL/AvGziwoXNnJ3hHKL/e2FaXwzawPfFbnYjFVCgywJpdD5GfkBOIJOJ1RmBo5ntseTlZAo5m/yepBffV+U5+L7a3W6sAgp0QSAdqT+Q08l+ZHlyMnk/uZZY7RWI8/3kQ2Qu8iNyHLFqLHAE23ZKjbfPTVNAgWoK5Hfkjy+t2msZt9EpodR09DC2a+1ubJuH6Luh7jIVUKCfBPJ78heUNvgmxjPdUqBjAjbwHaN1xgoooMC/BXKTle3IhILHmxm+pzDe64O5xmAZMrHXN6RO6+85+DrtTbdFAQWqKHApK5WLvG4lHyGrkFeRHUkdakM2ItcWzCAbk/8lPyFWlwVs4Lu8A1y8Agr0hcAX2MpLyBokDf0h5EnS65Xvll9M8pjtWpxcTXKR22+J1UUBG/gu4rtoBRToK4GL2NqkTpVTD0ka99TfSC4q3JrYwIPQzfIcfDf1XbYCCijQ2wL5GtpTpU14hnE7jyWUboy6E7qh7jIVUECB0QsswltfR/5FppNHSbfqlyz4eJJbwz5EcrHdZWQzYnVZYLgefK6GLF71mVWdh6yQAUsBBRRQYNwFVmWJPyP5dzh3asuFbZNJt+oKFnwAyXn33GvkNDKNXECsCgqkUU9D/hXyPwPDGU92IbntXy+WN7rpxb3mOiugQEPgxQykQZ/amMDjFuT7pNwZK7xkXAYXZSlrkqXHZWm9tZDDWN2u3OimGdOeTHx+iORQ0AeavakHptnA98BOchUVUGBIgTV4Jj97Wq6TmTClPNHxygh0rYFvdog+N+rPhRP5XuP6A8MZz/n6SeQbxFJAAQUUGF+Bx1lcesrFyr/hOVSf5ywFZhJo1sDnBc+Sw8ldZHaSCyf2Ivk6hKWAAgooMP4Ct7HInPM+lCxI0tjnBjo5J38/sRSYSWC4q+g34JXnk9x16TNkHZLzPAuRY4ilgAIKKDC+AgexuE+TE0m+nvY1chyxFHiBwHAN/Dt49a6kceOCfC0jrz+YdLKBzzJyBf8jxFJAAQUU+K9Aro/6/H9HHVJgaIGhDtHnHfOTB0juM5zDP9eRuUknvnOZIwP5ZJpTAk+Th8kTJMvMVy4sBRRQQAEFFGhBYLge/NnM50gyJzmerE5OIF8g7a6jmOESZEuSWx6mcc8FfVlm1iFf0fsmsRRQQAEFFFCgDQJvZB65r3B6+iuRTUgnKhePpIFvVusx8dxmT7Q4za/JtQjmy2svsAtb+CsynVxMFiCWAgq0V6BrX5MbrgefTTyvsJ1/YTjpROVQfD48nNpk5lsxLacKLAUUaJ/ADswq34rZljxGtiY5QvdW8g9iKaBAjws0a+AvZ5s+SnIV/bQm23cO0/ZpMn0sk3KV/ilkX3ILyXn+XAOwGsk6bkFGUsvxoqHupLQkz00YyUx8jQJ9ILAb2/g+ksY99VPySpKjdmcSSwEFelygWQO/O9t0O0lDW+zBM/rveqQx0MbHq5jXWmR9MpnkcH2W821yIcmVoyOpfCDYeIgXrsD0vw/xnJMV6DeB/D9VvmB2BtNyvYulgAIKtE0gPe8TyTokN284hqQxzsV2x5J29LyPYD6nEEsBBWab7WMgFG97uiLjafSXF0cBBdoqUKlz8BewaQsMs3m5+c3+wzw/mqc+z5vuJH8iHyc5spDbL+ZreV8knx4ID5YCCrRBIHeqzOm2HJq/kqxLNiR3EEsBBWoqkMPk+R/9veRW8mGS8/G7kvxDkCtv211ZTqOX/keG05to1KoMTG+MjOHRHvwY8HxrbQXWY8veQBav7Ra6YQp0V6BrPfg5mmz3ZUz7Ncnh8gPIl8ml5LtkL/JO0u66mRm+a2Cm03ksXlSXq+j/PPCcDwoo0F6B3zK7HJXLHSstBRSokUCzi+wam5erayc3RgYec9j8wdK0dox+kJn8jOSq3nwV78skRxD+RXLDm42IpYACCiiggAIjFBiugT+WefyCbE5+R15FppD0qNtdtzDD3LUuhwpXIXeSXEWfnvvZ5FliKaCAAuMtMB8LTGcj1yWl81GFC3XzjaPXk3SAziJZL0uBlgUW4x35vuyXyO5kKdKr5Tn4Xt1zrrcC3RGYwGLPI7kvyKYDw7kocQ7SrXozC76JpKO1Lck3HzYmVnUFunYOvrok7V8zG/j2mzpHBeos8Ek2Lh2cYn2dkR2LE8ZxeGGWdS9ZorDMyQynFz+xMM3Bagl0rYHv5ifRau0C10YBBRSYWWAZRqfPPGm2nzOe6d2oHFH9EbmvsPDbGc6tvBcqTHNQgX8L2MD7h6CAAgo0F8jNtvK14WK9hZFcH9SNynKnkBcXFp5e/WYk62opMJPAcBfZzfRCRxRQQIEhBJZjem5+NXng+b14vG1guJcfjmTl01tekFxIcmg+FxvvSrpRWZcfkCdIbkyUawROIfuRGaTXKzc2y31Xch+WdD6/Qc4k1igFbOBHCefbFFDg3wLz89/c/W5bkgvSXkFOJO8mt5JertwbIFfR5yK7xld4X83wc6Rb9T0WfBfZnjxP3kYuIXWoC9iIq0iOkuTvKh+w5iI/JJYCwwocwbP5tGspoED7BD7GrNJjL9Y2jBxcnOCwArMQSK/99NJrcuQkHxp7vbzIrtf3oOuvQJ8K5HzwjaVtv5vx9HwtBUYqkL+Xa0ovfoTxeUrTHG1BwIvsWsDypQoo8AKBK5iSHvzshWeOZTjTrc4IzMlsVyW5KVjRvTNLG5+5XstiNiDLFxaXQ/VPFcYdbFHAc/AtgvlyBRSYSeCnjG1E0vvKRVGvIWnccx7ear9Azk3ndOMzJL3etUjMHye9XPew8jmtczvZlyxI1iRp5C0FZimQ/yk8Bz9LJl+gwKgE1uNducp801G92zeNRCA991xg9/HCiw9h+OuF8V4fTA9+J5I79s3b6xszsP5dOwdfE78RbYYN/IiYfJECClRU4KWs1/earNupTFuqyXQnVUOgaw285+Cr8QfgWiiggAKzEsjX855t8qIFmNbNr+41WSUnVUHABr4Ke8F1UECBdgssygzfQ/Ykq5E6VO4r8AT5dmFj0nvPhXb5zr6lwEwCNvAzcTiigAI1EJjMNuR6m5zDTYN4PXk9qUN9hI1Yg+TixtNJzslvQywFXiDgVfQvIHGCAgr0uMBZrH9+Be53A9vxSx6/Ra4jud1rL9c/WfncHz9HKHInuweJpUBTAXvwTVmcqIACPSxwJ+veaNyzGX8ladxzkVpd6gE2xMa9LnuzQ9thA98hWGergAJdE8jdz/I96kblHHUO0f+9McFHBfpBwAa+H/ay26hAfwnkcPzx5GVkMvkZuZL8kdShdmQjvjuQreqwQW5DZwQ8B98ZV+eqgALdE/gRi76ffJhMILkY7XhSh/o0G5Ff7tuF5N/vT5DFyTHEUqBvBbzRTd/uejdcgVoILMNW5Id95ixszdwMn0sWKUxzsFoC3uimWvvDtVFAAQUqJ5Ab2lxIije1eYrxfAd+IrEUmEnAc/AzcTiiQM8ILMyaJlbvCOR0wbIkDfVoKt95X5KsUnhzfmhmM5JvClgKzCTgOfiZOBxRoPIC+f31L5Acrp1E8qti25OniVVdgZVYtYNIet9rka+To0grNYMXZx45TP9ukn+/9ydbkCeJpcBMAvbgZ+JwRIHKC1zEGua8a66kfhPJTVwOJFZ1BRZi1f5MvkneSvIzqOuTHUirle/3r0ByNCA3uknv/RpiKdDXAl5k19e7vxYbP5mtyBXi5foBExYrT3S8MgI7syb7lNYmjfRxpWmO1lPAi+zquV/dKgXaKpBeW7ObteRQbfHK6rYu1JmNWSBHXJ4ozSWnVl5SmuaoAm0V8BB9WzmdmQIdFbiFuef/2Y8WlnIow7kFqxdZFVAqNjid9fkgyY13UrOTT5KcbrEU6JhAPvlbCijQGwK5QGs/8ieyOslXpNJYbECs6grcyarlZ2svJSeQXEl/OcmFdpYCHROwge8YrTNWoCMCjzDXNBArk1xkdTP5F7GqLZAGfTkyhTxKcjTGUqCjAjbwHeV15gp0RCA9+Rs6Mmdn2kmBfM3tqk4uwHkrUBTwHHxRw2EFFFBAAQVqImAPviY70s1QQIGOCOTrhx8g85NbyTdIjqBYClRewB585XeRK6iAAl0SeDHLPYPkIrl8Z/015AoyF7EUqLxAFRv4HFVYsPJyrqACCtRd4FNsYG4neyy5lryTnEPeRiwFKi9QlQY+N/A4iOTHFHJP7YdJbgxxHZlGLAUUUGC8BdLRKF8U9xum5dazlgKVF6hKA59PybkJxJYkP6CR9VqK7Eby/dH3E0sBBRQYT4F7WNjmpQXuxfjdpWmOKqDAMAK38dwSQzy/HtPPHeK5ViYfwYtPaeUNvlYBBcZVYD6Wdji5gPye7ENGU7n5Ty6My78bF5OfkhwlbLXS2cjRxC+SqSQ3pjmbWAq0ItD396LPofhNhhDbiukPDPGckxVQoB4CuZd+fhUt3xXflGxE1iSjOUV3AO9bjbyZbEx+Qb5CcmSwlcoNadLxuJdkPpeSzNNSoCcE8km3CrUWK5He9WMkd3jK/1j5Wkr+J81Fd1uQO8isallesPQQL0pvID/6sP0QzztZAQW6J5AG/V1k18IqpEd/OsnP4rZSV/LiXPH+bOFN+anWY0iODFgKjKdAevAnk/xdjmul8axCXcVKpJHPbyRPJvnU/Ag5geTT9/NkJJXz+Pmk3axWZGLmaSmgQPUE5mGVyue2c6HtvKNY1ft5T7Fxzywyr3zAtxRQoAICb2cdvtvG9TiCeeUogaWAAtUTWIRVOp/kg36jdmfgJ42RFh5z0W6+4taofOhPJ2FiY4KPCoyjQNfOwVelB/9nsPM/eLEmMJL124GcSaYRSwEF6inwIJv1YXI1OZBMImmQdyStVhr3P5LlSX5G99VkZZJTgJYCfSNQlQY+jfex5CSSw/KpbUkO2e9PcnjNUkCBegtcw+blg/7a5J/kMvIcabVm8IYVSP79SEfhcPJ3YinQVwJVaeAvQX0d8jWS/xn3IPlE/zi5g1gKKNAfAg+xmTlUP9bKB4P8u2Ip0LcCVWngswNy5Xyuot2J5Lurl5PRfHrnbZYCCiiggAL9LVClBr6xJ05j4FKSr7XkkJ2lgAKdEViU2eZDdc51X0HOJlbnBLZj1muSXAuQf99yGsJSoGMCrd74oWMrUprx3YxvTYpXwpZe4qgCCoxBII17PkznfHXur/4t8nlidUYgvm8hua4g1wXk9GP2gaWAAm0Q8GtybUB0FrURSOP+psLW5E5yp5L1CtMcbI/A65lN+QY772Hal9oze+dScYHDWL9cODruVdUe/LhDuEAF+kwgN5bJtS6NyvUuF5LlGhN8bJvA0swpHYxi5XSI1kURh9suYAPfdlJnqEBPCDzMWq5TWtNdGM9V7FZ7BXIHzXxlr1ivYCQ/jW0p0DEBG/iO0TrjLgvk2xg/IrnVcb56mUPQdahsxykk16ncR3KofTSVw8PpwedGUq8kuf9Evpr6K2K1V+CnzG4Kydf/0rDnXPznyEeIpUDHBGzgO0brjLsosCfLzo2S9iY7k1zQdAipQ13FRmxOpg5kFR7PIK3W9bxhCbIu2Z1MJ+nBW+0XyG1ytyQ/JHuQV5O3kr8RSwEF2iBwBPNIz8eqv8Cf2MTyj5Qcx7S1enzTN2T982GlWHMz8gBZvTjRYQUUqIyAF9lVZle4InUQyN0Py98xzuHsiT2+cQuz/neWtuEpxtPoL1qa7qgCCvS5gIfo+/wPoKab/1e2KzdwaVR6tznfeV1jQo8+/pr1np/kFESjDmRgWVL+Glbj+V57nIcVXoOs1IYVfynzeDmZ0IZ5VWkWuQ5jVZLtsxQYUuBFQz7jEwr0rsAnWPV7yMrkfpJzy68juXK8l+shVv595ByyBZmdTCUbkydIr1c+qOSCyEfIFJIjEzuSZ0grlQY911wsQvLeXEiYDww5ldHrlQ94MXqWZDgfYNYjsbIU6FuBI9hyz8H3z+7POfhtSBqIZWq22WmsDiIHksmkDjUfG5GL0bYubMxpDH+yMD7SwfyG/N6FF09jOPPK0YFervTcc4qmaHIo41/v5Y3qg3U/jG3syo1u+sB2cBNt4AcpHFCgcgKbsEb50FKsHGE8rzhhhMMX8roc3ShWGsLXFCf04HA+2J3UZL1PZdpSTaY7qRoCXWvgPQdfjT8A10KBfhd4DoB/lRDSwI+m1/0k7ys38DmcnWX0csUnh+bLVYdtK2+T420QsIFvA6KzUECBMQtcwRxeQT44MKc00AeQ/BBOq5WLEX9ReNNHGd6KXF2Y1ouDt7LSj5H8cE2jTmYgH4T8Tn1DxMdBgfxhWAoooEC3BfK1xveSy0kO16fnfgn5Emm18p7VyXRyP3mUvIz0eg+eTZgtH1amk7NILiBMox83S4EXCNjAv4DECQoo0CWBB1huvvq1JMn3+zM+msph7HeQXEU/gdxHyof/mdSTlQ9C65LFSLbpQWIp0FTABr4pixMVUKBLAull392mZde58cuRCUuBYQU8Bz8sj08qoIACCijQmwL24Htzv7nW4ycwhUV9iORK5TvJ50kOH7da+V7+/5L8clsOs36GtKunyqwsBRRQYGYBe/AzezimQFFgQUZOIeeS3B3vNpKLm15CWqn8f5aLx/IhYX9yPDmNrEEsBRRQQIExChzB+/OPtaXASAVyg4otSi/+OON7lqbNajR30zux9KINGT+2NM1RBRSon4A3uqnfPnWLaiCwANvwl9J2XMd4euKtVF7/y9Ibrmc887cUUECBjgh4iL4jrM60IgILsR6Lk/JdzUa6emmE31l68f9jPNNbqZt48ZvJXIU3bc3wPYXxVgfz07HZvrFWTkPkNqdjvR4n1xhkPrmnvKWAAhUQGOv/1BXYBFdBgRcI5Ec5cij9NQPPTOFxfZK7gLVS3+DFvyPLkLNJGunfkp+SVip3VsvNW24hHyarkPwC2FtIq5WG9AtkOTKJ5Lasmc/TpNX6AG/Yjswga5GNyGg+dLyW92W7niAbkFxM+DNiKaCAAuMi4Dn4cWGuxEKOZi0+Rxo9950YPp7MRVqtfFjITVP2Ipu3+ubS69PIp/GbRtJQj6ZysV62r1H7MvClxkgLj7vz2m+Rhkk+AOVDTKunH/LhKb8C91KSWoT8guRmLJYCCsw2W9fOwfcTvg18/+zti9jU8umn7P+1e5xgBdb/h0224QdMW6zJ9OEmndXkPemFbzXcm5o8tx/Tti1Nfx3jOZVhKaBAFxv48j+C7gwF6iCQQ8X/Km3I7Iw3equlp3pmNOufw+nlyvRWT7fF59nSjNITn6c0bVajc/OC8umBzLfV+cxqOT6vgAItCtjAtwjmy3tC4FrWMoefG7ULAznEfk1jQpceX8Zydyb/Q/KBo9XKOfycMkivuVE5PJ9z+vc2Jozw8Ve87sTCa1/N8JdJrhdopX7Jiw8hCw68KQ37ZeS8gXEfFFCgSwKtfurv0mq6WAVaEvgcr07D82PyV5KrzZclT5Ju1btYcD5onEN2IJ8luajtKTLSeo4XfojcQPJhIb8mlg8Koznf/U3el0b9UnIlWZqsQf5GWqlchHgg+SPJqYKVyXvJ+cRSQAEFxkXAc/DjwlyphazK2uTWsBO6vFZrsfw0xhML65G/x/0L460MphefBn41kuGxVBrkV5Hiuo1mfovypmxnPihYCijwX4GuXWRnD/6/O8Gh+gncWJFNWof12IM8Vlifgxj+TmG8lcH05P/UyhuGee3NwzzXylMP8OLEUkCBigh4Dr4iO8LVqLXAP9i6cs92SaalobYUUECBjgjYwHeEtWdmugJr+kVyFHlnz6x1761orgV4DdmZ5HRBLoo7nHyBWAoooEBHBDxE3xHWnpjp8qxlrqLO+aG7yTFkY7IrsdorkB7820gOye9OHiH/j+TiNksBBRToG4F86Gh85aadG+1FdjNr/oTRDWae9O9fN9u0NM1RBRRQQIHRC3TtIruqHKLPYctcdHQXeZo8TJ4g15FpxGq/QPb91aXZXs54roa2FFBAAQV6XKAqDXzOAedrP1uSSSTrtRTZjexJ3k+s9grczuzeUJhlvk8d5zsL0xxUQAEFFFBgTAK38e4lhpjDekw/d4jnWpnsIfqZtZZjNLcmzS+KvZ6cQXIoyeqMQP6+cw4+N+C5hryZ1KVWZ0O+R35B/kDyvXpLAQX+I9D3h+hzKH6TIf4a8uMXfr92CJwxTE5PfQEykUwlx5P9iNV+gRczy9xR70KSD1ObkRydKh5BYbQna3HWOt/JP5psTnYhh5KXE0sBBbookMOyVajcAesU8hi5hTxK5ie5U1cuutuC3EFmVcvwghzab1b/x8S5yQ7NnnSaAh0UeDvznkJy5XyjVmbgUyS3sO3l+igrfx85sbARb2Q4H9g/XpjmoAL9KpAe/MnkyvEGSONZhbqKlUgjvz6ZTHI4M7323C/7EjLS9VyD104lzWolJj7S7AmnKdBhgXmY/z2lZcxgPNeb9Hrl6EQa+GLl/7OXFCc4rIAC/SuwLJueHsDj5HySxrhROeR3WmNkDI9H8N4cJbD6QyAfCtcjG5Kchuhm5UjUpSSHsxt1IAMHNEZ6+DGnGy4i+RCTmoOkgfdIWTQsBbr4e/D5R7AKtS8rkXOUuWf328jFZCq5mVgKtCqQXuU3SBqaZ0j+nqaQXMzZjbqBhX6RZPkHkxVITkPl777X61dswCtItvHbJEfiDienE0sBBRSY7UYM5i04pNeefwyXJvbgCzAOjkjgEl71jsIr08s8k3S7J58jVW8iG5C61SpsUJzT2FsKKPBfgcMYXPu/o+M3VJUe/PVscnrvvx7Y9O/zuBQ5h3xrYJoPCoxU4EleeFLhxellpmFdk/ymMH0kg7kuJN8uWJA8RaaRv5HR1F28Kalj3cRGJZYCClREYI6KrMfRrMcPyf6F9Wkc5juiMM1BBUYi8DwvmrP0wvSe00C3UpN58ZfI58nrSf4mTyWLEEsBBRRQYIQCuep2jSavncq09zWZ3uqkfFDwIrtW1Ub2+hwJylfBPkF2I+XGlUnjWvuwtCPJXGR28mVyzcAwDyOur/LK15Ve/X7G9ypNc1QBBRQYSqBrh+ir0oMPTO49/8cmQtOZdkyT6U6qhkAa0HzzIRdXXUFeRXLKpXhNBaPjWmmYcxHbJeQ8kh79+gOPPIy4cs7+wdKr85UwvwJWQnFUAQUU6KaAPfjO6L+b2Z5RmvVnGE8vutdrVzbgpMJG5Ktg/yQbFqY5qIACCgwnYA9+OB2fq7RAzm1/pbSGZzGee933eh3LBuQw/0VkX5KLP3PB3a+JpYACClRaIOdOLQXGIvB33pyvfaURbNSWDDzcGOnhx3+x7juT9NgXIjkVcR2xFFBAgcoL2MBXfhdVfgXTy72RLEYynMb+0yQNYl2qHT32+cH4OHnlAEouSLxyYNgHBRRQoO0CVbrIru0b5wzHReAfLGUKuZvk2w5LkNygKOeqrf8I5DD/n0m+P789+RA5lOTCP0sBBRRQYIwCXmQ3RkDfPmqBt/PO8nUK6cmfOOo5+kYFFOgVAS+y65U95XoqMAqB+XjPVaX33ct4voZnKaCAAh0R8BB9R1idqQIzCfyesbeSNPSNSq8+h+0tBRRQoCMCXmTXEVZnqsBMAn9g7HRyF8nFdSuTRck0YimggAIdEbAH3xFWZ6rACwS+zZSNyaPkApIbBD1DLAUUUKAjAvbgO8LqTBVoKnAtUxNLAQUU6LiAPfiOE7sABRRQQAEFxl/AHvyszWO0A1mQ/IX8klidE1iTWb+W5Hv0PyKPE0sBBRRQoEUBe/DDg8XnZPJq8gg5nHyVWJ0R2JHZfoOkUV+KPDbwyIOlgAIKKKBAc4HR3OjmQ8zqY4XZ5adR84Mjude61V6BFZhdGvSFC7PNfeBzcZqlgAIK9KqAN7qp6J57Get1RmHd8rvi6dG/vDDNwfYIrMJsvkgeKszuBwyvWBh3UAEFFFBghAIeoh8eagZPr1p6yQaMZ7rVXoFHmV25MV+SaQu1dzHOTQEFFOgPAS+yG34/f42nTyI5J3w9yTniPcnixGqvwKXMbidyMPk6yUWN+UGW4ikSRi0FFFBAgZEI2MAPr3QrT29P0ujMTW4hk8nTxGq/wL7Mcn+S6yVyPj7uFxFLAQUUUKBFARv4WYPdx0umzfplvqINArnGIefhLQUUUECBMQp4Dn6MgL5dAQUUUECBKgrYwFdxr7hOCiiggAIKjFHABn6MgL5dAQUUUECBKgrYwFdxr7hOCiiggAIKjFHABn6MgL5dAQUUUECBKgrYwFdxr7hOCiiggAIKjFHAr8mNEbDH3579/ybyYnI1+TOxFFBAAQVqIGAPvgY7cZSbkBv3HE82I0uTG8g2xFJAAQUUqIGAPfga7MRRbsJRvO835JsD7z+Fx1PJjeSmgWk+KKCAAgr0qIA9+B7dcW1Y7fw864mF+dzPcH4571WFaQ4qoIACCvSogA18j+64Nqx2fr2t/KM5+XncJ9owb2ehgAIKKNBlARv4We+ARXnJASQ/gPIBUhezb7MtOUy/PMn5+Pxq29bkbGIpoIACCvS4QF0aq07thnmZ8Y/JveRE8jpyOZmL9HqdywbkQ8sJJI16fp51dfIssRRQQAEFFOgZgTRmuZCslTqQF+9SesPBjL+jNM1RBRRQQAEFmgkcxsS1mz3R6Wn24IcXXoSnryy95BLGFytNc1QBBRRQQIFKCdjAD7877ubpN5Resifjd5WmOaqAAgoooEClBKr4Pfis00TySAWkchHaHWRJch7ZiUwgPySWAgoooIAClRWoSg8+jeZBJD3jp8nDJF/Xuo5MI92qGSw4h+MfJJuSXGC3BbEUUEABBRSotEBVevDpKS9BtiS3kjTuk0iu6j6SzEMad1xjcMhahmfS225W+c53vg7WauUDR9bBUkABBRRQoGcEqtLAvxGx9cl9Bbn0ni8j+5DPkZE08Gvwuk1Is0rDf3ezJ5ymgAIKKKBA3QSq0sDnUHwa5lObAG/FtAeaTG826RwmJs1qZybmu96WAgoooIACtReoSgP/GaRPIfuSW0huozo/WY1kHT3vDYKlgAIKKKDASAWq0sBfxQqvRXKYfjLJ+fj02nNY/mLyPLEUUEABBRRQYIQCVWngs7pPkgtHuN6+TAEFFFBAAQWGEajK1+SGWUWfUkABBRRQQIFWBWZv9Q09/PpXsu75UZWcDuhmbcDCc8rB0w6d3ws5QjUnearzi3IJCLyE5CuuVucFcu+Q/BvyTOcX5RIQiHdOF4+mpvCm3BH1ntG82ff0lsCZrG4uILQ6L7Api/h05xfjEgYEpisxbgJ7sKTyD2GN28L7cEHTe3GbPUTfi3vNdVZAAQUUUGAWAjbwswDyaQUUUEABBXpRwAa+F/ea66yAAgoooMAsBGzgZwHk0woooIACCvSigA18L+4111kBBRRQQIFZCNjAzwLIpxVQQAEFFFBAgZEILM6L/GA1EqmxvyY/M7zA2GfjHEYokF9stMZHYCKLyX0HrPER8G97fJxdigIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKNBTAnP11Nr29sq+iNWfvbc3wbVXQAEFxiawDm+/s5SlxzZL391E4K1M+31p+lTGLyG3kR+TBYk1doFlmcU9ZMXCrPw7L2C0aTB/0xeQa8hJZDXSqI8zcC3J33aGrbEJpHNwKMm/IcnBZAJJ+bf9Hwf/20RgT6YdQ15ciD2fJlCjnJRG+2vkfvKHwjwWYfhesibJ/7yHk2OJNTaB9/H2v5CnSbGB9+98bK7ldy/BhPtIbnGdmkbO/ffQbLPtyGM+uM5P8rqryf8Qa/QCu/LWM0j+rUjOIpmW6rm/be+J/p8dNx7/fSULuZwsRhYl/yDPE6s9Apsxm5i+uzS7fOq+gaSX8ww5imxPrNELpEezE9mC/L00G//OSyBjHM2/0bH+28B80ovfYGB4cx7To59B8iHgVLIdsUYvEN+PkPxbkVxPXktS/m3/x8H/NhH4LdNuHkga9kOavMZJYxeYyiyKPfjdGc8/go3KEZT4z92Y4OOYBHLEpNiD9+98TJyzfPPRvOL7A686n8dtCu/Ih9uzCuMOjk0gP+ZzB9lhYDY997dtD35sfwCtvDuNTg5rrkzWJnuT9OStzgoszOyfKCzinwPDaeit9gv4d95+08Ycc6h4a/LhgQnlv+0cwfIX5gZwxviQo1T5IHUFOX1gXv5tD0D4MGuBfPreY9Yv8xUtCkzl9fkfsVG7MZBDl42axECjkW9M83H0AuUefHlO/p2XRUY3nn8r7iOrFd5+HsPF003pQJxYeN7B0Qmkcf8Z+TnJ8FBV+b9te/BD7br2Tp+H2R1A8tio9CAfaIz42DGBu5nz5MLcM3xXYdzB9gn4d94+y+Kccuj9s+T1JNeTNCp/28s3RnicTPzbLoCMYvBFvOf7ZE6SD0+5iDTl3/Z/HPzvEAIXMf2DA8+ty2MOp803MO5D+wSmMqtiDz7n2nOB0mYkwyeQg4nVHoFyD96/8/a4NuayAgOPk43JQoUwONvmJBeFLUUmkz+TXFRqjV7g/3hrTJckDe/Gv9P+bY/etfbv3IAt/A25mTxC3kqs9gtMZZbFBj5L2JE8RtLjyfeJG//DMmiNUaDcwPt3PkbQ0tsPZfz5JskRwNlJvvKZf0/+Sj5LrLEJ3M7by95nD8zSv+2x2fbFu/Op0FMj47+rc+htwfFfbN8u0b/z8dv1ua4kR6es8RHwb3t8nF2KAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwUoENeeGVI32xr1NAgfYJzNG+WTknBRRQQAEFFKiKgA18VfaE66FAZwVexOyPJX8nd5D9SWoNcio5ntxPziKLkdTs5FPkbnIP+STJtNSi5AyS+V1DNiKN2p6BP5LbyXbEUkABBRRQQIEOCezMfC8mC5PVyKNkJfJq8jw5hCxEvkXSyKfeRW4ka5G87jqyLkn9lBxHliDTyC0kNYU8SLYl+fCQxt9D9CBYCiiggAIKdEIgverbyNZk7oHw8O+G+xkeJ2aESqP/LMlrfkXS0580kA/xeCDJB4HnSD4oNJ77NcNrkj3IRaRR/8eADXxDw0cFFFBAAQXaLJDTcV8gOQyfw+pfJWnE0zO/mhTrUUZWJum9pzf+10LOZjgNeT4EFKdneE9yKDmcNGp9BmzgGxo+KqCAAgoo0GaBeZlfet4vIluQ9Ob3IGngZ5A5SWo5ksY7r/8e2Y00aj4G5icTyENkEdKoRRnI9L3JLxoTeXwbsYEvgDiowHgJeJHdeEm7HAW6K7ALiz+N5Hz7OeQm0qhJDOSceS6gew/5Dfknybn4nF9fkOS5k8i+5GmSw/cfJPk3JOfhryerkhyeX4/kCMA8ZCdiKaCAAgoooECHBNJzT4N9O7mL/JzkvHt68PeRa0mm5+r3ZUnqxeQMMoP8heTCuvTsU2uRm8kd5FaSc/WN2ouBHNq/m3yf2IMHwVJAAQUUUKCTAulVp8feqDTwNw6M5BB+s3oJE5NmlUPz6d2Xay4mNC7cKz/nuAIKjINAPtVbCijQPwJPsqlJs3q42USmPTHE9Ex+YIjncmV+YimgQJcE5uzScl2sAgpUQyDn028hN1RjdVwLBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUKBSAv8fx2zhFlP+oI4AAAAASUVORK5CYII=" alt="plot of chunk unnamed-chunk-2"/> </p>
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