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                <article>
<img id="img" 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" />
<div class="viewColor">current color</div>
<!--https://www.flickr.com/photos/benimoto/2539253315/in/faves-43259386@N05/-->
<canvas id="canvas"></canvas>
<div class="palette">
</div>
<p>
You may drag and drop a new image of your choice.<br>
To pick your colors click on the canvas.<br>
You may delete picked colors by double click them.<br>
You can get the colors also from the console.
</p>
</article>


              
            
!

CSS

              
                @import url('https://fonts.googleapis.com/css?family=Quattrocento+Sans');
* {
  box-sizing: border-box;
} 

html,
body {
  min-height: 100vh;
}

body {
  background-color: #222;
  color:white;
  font-family: Quattrocento Sans, Arial, sans-serif;
  /*display: flex;*/
  -webkit-font-smoothing: antialiased;
  -moz-osx-font-smoothing: grayscale;
}

#img {
  display: none;
}

canvas {}

article {
  width: 400px;
  display:block;
  margin:0 auto;
}
article p{padding:1em 0 0 0; line-height:2em;}

.viewColor {
  width: 100%;
  height: 50px;
  line-height: 50px;
  text-align: center;
  background-color: rgb(124, 177, 26);
}

.palette {
  display: flex;
  flex-wrap: wrap;
  align-content: flex-start;
}

.swatch {
  width: 50%;
  height: 105px;
  padding: 15px 30px;
  line-height: 25px;
}
.swatch:nth-child(5n){ margin-right: 0;}
              
            
!

JS

              
                /*INCLUDES:
Lea Verou's color contrast:
https://codepen.io/enxaneta/pen/729bdb57bcace876689066ba81417fc7
hsl to rgb to hex: 
https://codepen.io/enxaneta/pen/15d04eb1b8b68c95cd5298b46b2eabb8
*/

function getFontColor(rgbRy) {
  if (colorContrast(rgbRy, [255, 255, 255]) > 4.5) {
    return "white";
  } else {
    return "black";
  }
}

var theBody = document.body;
var palette = document.querySelector(".palette");
var img = document.getElementById("img");
var viewColor = document.querySelector(".viewColor");// the current color
var colorsRy = [];
var imgW = 400;
var canvas = document.querySelector("canvas");
var ctx = canvas.getContext("2d");
var cw = canvas.width = imgW; //img.width,
cx = cw / 2;
var ch = canvas.height = imgW * img.height / img.width,
  cy = ch / 2;

//draw the first image on the canvas
ctx.drawImage(img, 0, 0, cw, ch);
// get the Image Data
var imgData = ctx.getImageData(0, 0, cw, ch);
var pixels = imgData.data;
var thisRGB;
var thisRGBRy;

// on mousemove you get the current color
canvas.addEventListener("mousemove", function(e) {
  var m = oMousePos(canvas, e);

  var i = (m.x + m.y * cw) * 4;
  var R = pixels[i];
  var G = pixels[i + 1];
  var B = pixels[i + 2];
  thisRGBRy = [R, G, B];
  thisRGB = display_rgb(thisRGBRy);
  viewColor.style.backgroundColor = thisRGB;
  viewColor.style.color = getFontColor(thisRGBRy);
  //viewColor.innerHTML =  thisRGB;

}, false);

// You may drag and drop a new image of your choice.
theBody.addEventListener("dragenter", dragenter, false);
theBody.addEventListener("dragover", dragover, false);
theBody.addEventListener("drop", drop, false);

function dragenter(e) {
  e.stopPropagation();
  e.preventDefault();
}

function dragover(e) {
  e.stopPropagation();
  e.preventDefault();
}

function drop(e) {
  e.stopPropagation();
  e.preventDefault();

  var datos = e.dataTransfer;
  var theFiles = datos.files;

  handleFiles(theFiles);
}

function handleFiles(theFiles) {
  for (var i = 0; i < theFiles.length; i++) {
    var _file = theFiles[i];
    var isImg = /^image\//;

    if (!isImg.test(_file.type)) {
      continue;
    }

    var img = new Image();
    img.src = window.URL.createObjectURL(_file);
    img.onload = function() {
      var w = imgW;
      var h = imgW * img.height / img.width;
      
      
      // clear canvas & swatches
      ctx.clearRect(0, 0, cw, ch);
      clearSwatches(palette);
      colorsRy.length = 0;
      console.clear();
      
      // resize the canvas
      ch = canvas.height = h,
        cy = ch / 2;
      
      // draw new image
      ctx.drawImage(this, 0, 0, w, h);
      imgData = ctx.getImageData(0, 0, cw, ch);
      pixels = imgData.data;
    }
  }
}

// END drag and drop new image



function Swatch(RGBry, parent) {
  this.element = document.createElement("div");

  this.rgb = display_rgb(RGBry);
  this.hex = display_hex(rgb2hex(RGBry));
  this.hsl = display_hsl(rgb2hsl(RGBry));
  
  this.att = {}
  this.att.class = "swatch";
  this.att.style = "background-color:" + this.rgb + "; color:" + getFontColor(RGBry) + ";";
  for (var name in this.att) {
    if (this.att.hasOwnProperty(name)) {
      this.element.setAttribute(name, this.att[name]);
    }
  }
  this.element.innerHTML = this.hex + "<br>" + this.rgb + "<br>" + this.hsl;
  parent.appendChild(this.element)
}

canvas.addEventListener("click", function(e) {
  // add swatch on click
  var swatch = new Swatch(thisRGBRy, palette);
  colorsRy.push(swatch);
  // get the colors string
  var colorsStr = getColorsStr(colorsRy);
  console.clear();
  console.log(colorsStr);

}, false);

palette.addEventListener("dblclick", function(e) {
  // remove swatch on dblclick
  if (e.target.className == "swatch") {
    for (var i = 0; i < colorsRy.length; i++) {
      if (colorsRy[i].element == e.target) {
        colorsRy.splice(i, 1);
        palette.removeChild(e.target);
        break;
      }
    }
  }

  var colorsStr = getColorsStr(colorsRy);
  console.clear();
  console.log(colorsStr);

}, false);

function clearSwatches(parent) {
  while (parent.firstChild) {
    parent.removeChild(parent.firstChild);
  }
}

function getColorsStr(colorsRy) {
  var colorsStr = ''
  for (var i = 0; i < colorsRy.length; i++) {
    colorsStr += '['+colorsRy[i].hex + ','+ colorsRy[i].rgb + ','+ colorsRy[i].hsl+']';
    if(i < colorsRy.length-1){colorsStr += ',\n';};
  }
  return colorsStr;
}

function oMousePos(canvas, evt) {
  var ClientRect = canvas.getBoundingClientRect();
  return { //objeto
    x: Math.round(evt.clientX - ClientRect.left),
    y: Math.round(evt.clientY - ClientRect.top)
  }
}
              
            
!
999px

Console