javascript - Automatically contrasting text color based on background image color - Stack Overflow

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I'm looking for a way to change the color of text to either #000 or #fff depending on the main color of a background image within a div called "banner". The background images are chosen at random on each page so I need to be able to do this automatically. I came across JavaScript color contraster but I'm struggling to understand how to use it properly. I notice the link I've posted gives a solution in javascript and I've also read about a possible solution in jquery.

I'm clueless with functions so if anyone could explain clearly how I could achieve this, where I place functions and how I "call them" (if that's the right term!) to use it I'd be really grateful.

Thanks for any help.

I'm looking for a way to change the color of text to either #000 or #fff depending on the main color of a background image within a div called "banner". The background images are chosen at random on each page so I need to be able to do this automatically. I came across JavaScript color contraster but I'm struggling to understand how to use it properly. I notice the link I've posted gives a solution in javascript and I've also read about a possible solution in jquery.

I'm clueless with functions so if anyone could explain clearly how I could achieve this, where I place functions and how I "call them" (if that's the right term!) to use it I'd be really grateful.

Thanks for any help.

• javascript
• jquery
• css
• colors
• contrast

Share Improve this question Follow edited May 23, 2017 at 12:13 CommunityBot 111 silver badge asked Jun 27, 2013 at 14:50 JustinJustin 6911 silver badge33 bronze badges 3

• 2 possible duplicate of How to decide font color in white or black depending on background color? – Marc Audet Commented Jun 27, 2013 at 14:51
• Not sure that answer would help the OP here. – Kyle Commented Jun 27, 2013 at 15:00
• See the Colours.js library for plimentary colours. And see this question about getting the image average colour. – Xotic750 Commented Jun 27, 2013 at 15:03

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1 Answer 1

Sorted by: Reset to default 5

You could do something like this. (using Colours.js and this answer)

Note, this will only work with images on the same domain and in browsers that support HTML5 canvas.

'use strict';

var getAverageRGB = function(imgEl) {
  var rgb = {
    b: 0,
    g: 0,
    r: 0
  };

  var canvas = document.createElement('canvas');
  var context = canvas.getContext && canvas.getContext('2d');
  if (Boolean(context) === false) {
    return rgb;
  }

  var height = imgEl.naturalHeight || imgEl.offsetHeight || imgEl.height;
  var width = imgEl.naturalWidth || imgEl.offsetWidth || imgEl.width;
  canvas.height = height;
  canvas.width = width;
  context.drawImage(imgEl, 0, 0);

  var data;
  try {
    data = context.getImageData(0, 0, width, height).data;
  } catch (e) {
    console.error('security error, img on diff domain');
    return rgb;
  }

  var count = 0;
  var length = data.length;
  // only visit every 5 pixels
  var blockSize = 5;
  var step = (blockSize * 4) - 4;
  for (var i = step; i < length; i += step) {
    count += 1;
    rgb.r += data[i];
    rgb.g += data[i + 1];
    rgb.b += data[i + 2];
  }

  rgb.r = Math.floor(rgb.r / count);
  rgb.g = Math.floor(rgb.g / count);
  rgb.b = Math.floor(rgb.b / count);

  return rgb;
};

var rgb = getAverageRGB(document.getElementById('image'));
var avgComplement = Colors.plement(rgb.r, rgb.b, rgb.g);
var avgComplementHex = Colors.rgb2hex.apply(null, avgComplement.a);
var pliment = parseInt(avgComplementHex.slice(1), 16);

document.body.style.backgroundColor = 'rgb(' + [
  rgb.r,
  rgb.g,
  rgb.b
].join(',') + ')';

var maxColors = 0xFFFFFF;
var midPoint = Math.floor(maxColors / 2);
document.getElementById('text').style.color = pliment > midPoint ? '#000' : '#fff';

<script src="https://cdnjs.cloudflare./ajax/libs/Colors.js/1.2.3/colors.min.js"></script>
<div id="text">Setting the BODY's background to the average color in the following image and this text to a plimentary colour of black or white:</div>
<img id="image" src="data:image/jpeg;base64,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" />

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