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@giorgi-ghviniashvili
Forked from bumbeishvili/.block
Last active August 1, 2018 15:15
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license: mit
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"
getImageData(base64img);
var storedColors;
var loadedImage;
// Feel free to change or delete any of the code you see in this editor!
var svg = d3.select("body").append("svg")
.attr("width", 960)
.attr("height", 500)
svg.append("circle")
.attr('fill','aqua')
.attr('r',250)
.attr('cx',250)
.attr('cy',250)
.on('mouseenter',circleMouseEnter)
function circleMouseEnter(){
var cr = d3.select(this);
var r = +cr.attr('r');
var x = +cr.attr('cx')
var y = +cr.attr('cy')
var data = [
{cx:(x-r/2),cy:(y-r/2),r:r/2},
{cx:(x+r/2),cy:(y-r/2),r:r/2},
{cx:(x-r/2),cy:(y+r/2),r:r/2},
{cx:(x+r/2),cy:(y+r/2),r:r/2},
]
svg.selectAll('.newCircles')
.data(data)
.enter()
.append('circle')
.attr('fill',d => matchedColor(d.cx,d.cy))
.attr('r', d => d.r)
.attr('cx',d => d.cx)
.attr('cy',d => d.cy)
.on('mouseenter',circleMouseEnter)
cr.remove();
}
function matchedColor(x,y){
calcX = Math.round( x / 500 * loadedImage.width);
calcY = Math.round( y / 500 * loadedImage.height);
var index = calcY * loadedImage.width + calcX;
var color = (storedColors[index] ).toString()
return color;
}
function getImageData(base64img) {
var img = new Image();
img.src = base64img;
var canvas = document.createElement("canvas");
var context = canvas.getContext("2d");
img.onload = function() {
canvas.width = img.width;
canvas.height = img.height;
context.drawImage(img, 0, 0);
img.style.display = "none";
var imageData = context.getImageData(0, 0, canvas.width, canvas.height);
loadedImage = imageData;
storeColors(imageData)
}
}
function storeColors (loadedImage){
var data = loadedImage.data;
var matrix = new Array(data.length);
for (var i = 0; i < data.length; i += 4) {
matrix[i/4] = data.subarray(i, i+4);
}
var colors = matrix.map(function(d) {
return d3.hsl("rgb(" + d[0] + "," + d[1] + "," + d[2] + ")");
})
.filter(function(d) { return d !== undefined; });
storedColors = colors;
}
</script>
</body>
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