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<!doctype html>
<html lang="en">
<head>
<!-- Required meta tags -->
<meta charset="utf-8">
<meta name="viewport" content="width=device-width, initial-scale=1, shrink-to-fit=no">
<title>Association</title>
<link href="https://cdn.jsdelivr.net/npm/[email protected]/dist/css/bootstrap.min.css" rel="stylesheet" integrity="sha384-1BmE4kWBq78iYhFldvKuhfTAU6auU8tT94WrHftjDbrCEXSU1oBoqyl2QvZ6jIW3" crossorigin="anonymous">
<link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/[email protected]/font/bootstrap-icons.css">
<link rel="stylesheet" href="https://unpkg.com/[email protected]/dist/bootstrap-table.min.css">
<link rel="stylesheet" href="https://unpkg.com/[email protected]/dist/extensions/filter-control/bootstrap-table-filter-control.min.css">
<link rel="stylesheet" href="https://unpkg.com/[email protected]/dist/extensions/sticky-header/bootstrap-table-sticky-header.min.css">
<link href="https://fonts.googleapis.com/css2?family=Open+Sans:wght@300&display=swap" rel="stylesheet">
</head>
<style>
body {
font-family: 'Open Sans', sans-serif !important;
}
/* .bootstrap-table{
margin-top: -10px;
} */
.table{
font-size: 12px;
}
.custom-time {
background-color: #4472c4;
color:white;
}
.custom-ucd {
background-color: #8daadb;
}
.custom-pval {
background-color: #dce8ff;
}
.table-striped > tbody > tr:nth-child(2n+1) > td, .table-striped > tbody > tr:nth-child(2n+1) > th {
background-color: #dce8ff;
}
.table > thead > tr > th{
border:1px solid rgb(0, 0, 0);
}
</style>
<body>
<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="100%" style="margin-left:0px; margin-top:-20px; margin-bottom:10px" viewBox="0 0 1297 100.843">
<g id="Group_237" data-name="Group 237" transform="translate(8.5 13.82)">
<g id="Group_235" data-name="Group 235" transform="translate(59.287 1)">
<g id="layer1" transform="translate(1089.764 20.003)">
<g id="g36446" transform="translate(0)">
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<div class="container">
<p style="margin-bottom: 20px;">Key markers and their corresponding <b>odds ratios (OR)</b>, <b>p-values (p-val)</b> and <b>fdr (false discovery rate)</b> for <b>Ulcerative Colitis (UC) and Crohn's Disease (CD)</b> at 4 different time points <b>(-6 years, -2/4 years, -1/2 years, Diagnosis)</b> in the preclinical phase of <b>Inflammatory Bowel Disease (IBD)</b>. Entires can be filtered by selecting <b>1-serologic</b> or <b>2-somalogic</b> datasets and/or entering multiple marker names separated by commas. <br><br> <b>Example Query:</b> Data Type: soma | Marker Names: PLA, TIM</p>
</div>
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<thead>
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<th data-field="type" data-filter-control="select" rowspan="3" data-valign="bottom" class="text-center">(Select)<br>Data Type</th>
<th data-field="marker" data-filter-control="input" rowspan="3" data-valign="bottom" class="text-center">(Query)<br>Marker Names</th>
<th colspan="6">-6 years</th>
<th colspan="6">-2/4 years</th>
<th colspan="6">-1/2 years</th>
<th colspan="6">Diagnosis</th>
</tr>
<tr class="custom-ucd">
<th colspan="3">CD</th>
<th colspan="3">UC</th>
<th colspan="3">CD</th>
<th colspan="3">UC</th>
<th colspan="3">CD</th>
<th colspan="3">UC</th>
<th colspan="3">CD</th>
<th colspan="3">UC</th>
</tr>
<tr class="custom-pval" class="text-center">
<th data-field="odd_D_cd" class="text-center">OR</th>
<th data-field="pval_D_cd" class="text-center">p-val</th>
<th data-field="fdr_D_cd" class="text-center">fdr</th>
<th data-field="odd_D_uc" class="text-center">OR</th>
<th data-field="pval_D_uc" class="text-center">p-val</th>
<th data-field="fdr_D_uc" class="text-center">fdr</th>
<th data-field="odd_C_cd" class="text-center">OR</th>
<th data-field="pval_C_cd" class="text-center">p-val</th>
<th data-field="fdr_C_cd" class="text-center">fdr</th>
<th data-field="odd_C_uc" class="text-center">OR</th>
<th data-field="pval_C_uc" class="text-center">p-val</th>
<th data-field="fdr_C_uc" class="text-center">fdr</th>
<th data-field="odd_B_cd" class="text-center">OR</th>
<th data-field="pval_B_cd" class="text-center">p-val</th>
<th data-field="fdr_B_cd" class="text-center">fdr</th>
<th data-field="odd_B_uc" class="text-center">OR</th>
<th data-field="pval_B_uc" class="text-center">p-val</th>
<th data-field="fdr_B_uc" class="text-center">fdr</th>
<th data-field="odd_A_cd">OR</th>
<th data-field="pval_A_cd" class="text-center">p-val</th>
<th data-field="fdr_A_cd" class="text-center">fdr</th>
<th data-field="odd_A_uc" class="text-center">OR</th>
<th data-field="pval_A_uc" class="text-center">p-val</th>
<th data-field="fdr_A_uc" class="text-center">fdr</th>
</tr>
</thead>
</table>
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