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table-unpivot.html
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<!DOCTYPE html>
<html><head>
<title>Table un-pivot</title>
<meta charset="utf-8">
<style>
body {
font-family: OpenSans, Arial, Helvetica;
}
.exampleImage {
position: absolute;
right: 0px;
top: 0px;
}
.sendBack {
z-index:-5;
}
</style>
</head>
<body>
<h1>Table un-pivot</h1>
<textarea id="paste" rows="10" style="width:50%; min-width:400px;" placeholder="Copy-paste your pivoted table here. Should be tab-separated (like when we copy from excel)."></textarea> <button onclick="clearInput()">Clear</button>
<br>
<button onclick="unpivotme()" style="height: 3em; width: 150px;"><big>Unpivot Me!</big></button>
<br><br>
<textarea id="output" rows="20" style="width:30%; min-width:200px;" placeholder="your tabular data should come un-pivoted here in 3 columns. Copy-paste it back to your excel."></textarea>
<div class="exampleImage">
<img src="data:image/png;base64,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" class="sendBack"><br>
<p>A simple script (you can Ctrl+S and save this offline) to convert <br>pivoted ("wide") charts into linear ("narrow") tables. </p>
<p><a href="https://github.com/answerquest/answerquest.github.io/blob/master/table-unpivot.html">See the code</a> | By <a href="http://nikhilvj.co.in">Nikhil VJ</a> from Pune, India | <a href="https://nikhilvj.co.in/contribute/">i appreciate this!</a></p>
</div>
<script>
function unpivotme() {
var inputHolder = document.getElementById('paste').value;
var lines = inputHolder.split('\n');
lines = lines.filter( x => x.length); // removes blank lines
for(let i=0; i< lines.length; i++) {
lines[i] = lines[i].split('\t');
lines[i] = lines[i].map( x => x.trim() ); // datacleaning : trim each element - remove extra spaces
}
//console.log(lines);
// gather the vertical column
var col1 = [];
for(i=1, len=lines.length; i<len; i++) {
col1.push(lines[i][0]);
}
// gather the horizontal header row
var col2 = [];
for(j=1; j< lines[0].length; j++) {
col2.push(lines[0][j]);
}
var rows = lines[0].length;
var cols = lines.length;
console.log(`rows: ${rows}, cols: ${cols}\n`);
console.log(`${col1.join('|')}\n`);
console.log(`${col2.join('|')}\n`);
// Main loop
// cycle thru col1, col2
document.getElementById('output').value = '';
var resultTable = [];
for(i=0, len1=col1.length; i<len1; i++) {
for(j=0, len2=col2.length; j<len2; j++) {
var val = lines[i+1][j+1];
linearRow = [col1[i], col2[j], val];
resultTable.push(linearRow);
document.getElementById('output').value += `${linearRow.join('\t')}\n`;
}
}
console.log(resultTable);
}
function clearInput() {
document.getElementById('paste').value = "";
}
</script>
</body>
</html>