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main16.js
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(function() {
'use strict';
var isDrawing, lastPoint;
var container16 = document.getElementById('js-container16'),
canvas16 = document.getElementById('js-canvas16'),
canvasWidth16 = canvas16.width,
canvasHeight16 = canvas16.height,
ctx6 = canvas16.getContext('2d'),
image16 = new Image(),
brush16 = new Image();
// base64 Workaround because Same-Origin-Policy
image16.src = 'data:image/png;base64,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';
image16.onload = function() {
ctx6.drawImage(image16, 0, 0);
// Show the form when Image is loaded.
document.getElementById('form16').style.visibility = 'visible';
};
brush16.src = 'data:image/png;base64,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';
canvas16.addEventListener('mousedown', handleMouseDown, false);
canvas16.addEventListener('touchstart', handleMouseDown, false);
canvas16.addEventListener('mousemove', handleMouseMove, false);
canvas16.addEventListener('touchmove', handleMouseMove, false);
canvas16.addEventListener('mouseup', handleMouseUp, false);
canvas16.addEventListener('touchend', handleMouseUp, false);
function distanceBetween(point1, point2) {
return Math.sqrt(Math.pow(point2.x - point1.x, 2) + Math.pow(point2.y - point1.y, 2));
}
function angleBetween(point1, point2) {
return Math.atan2( point2.x - point1.x, point2.y - point1.y );
}
// Only test every `stride` pixel. `stride`x faster,
// but might lead to inaccuracy
function getFilledInPixels(stride) {
if (!stride || stride < 1) { stride = 1; }
var pixels = ctx6.getImageData(0, 0, canvasWidth16, canvasHeight16),
pdata = pixels.data,
l = pdata.length,
total = (l / stride),
count = 0;
// Iterate over all pixels
for(var i = count = 0; i < l; i += stride) {
if (parseInt(pdata[i]) === 0) {
count++;
}
}
return Math.round((count / total) * 100);
}
function getMouse(e, canvas16) {
var offsetX = 0, offsetY = 0, mx, my;
if (canvas16.offsetParent !== undefined) {
do {
offsetX += canvas16.offsetLeft;
offsetY += canvas16.offsetTop;
} while ((canvas16 = canvas16.offsetParent));
}
mx = (e.pageX || e.touches[0].clientX) - offsetX;
my = (e.pageY || e.touches[0].clientY) - offsetY;
return {x: mx, y: my};
}
function handlePercentage(filledInPixels) {
filledInPixels = filledInPixels || 0;
console.log(filledInPixels + '%');
if (filledInPixels > 50) {
canvas16.parentNode.removeChild(canvas16);
}
}
function handleMouseDown(e) {
isDrawing = true;
lastPoint = getMouse(e, canvas16);
}
function handleMouseMove(e) {
if (!isDrawing) { return; }
e.preventDefault();
var currentPoint = getMouse(e, canvas16),
dist = distanceBetween(lastPoint, currentPoint),
angle = angleBetween(lastPoint, currentPoint),
x, y;
for (var i = 0; i < dist; i++) {
x = lastPoint.x + (Math.sin(angle) * i) - 25;
y = lastPoint.y + (Math.cos(angle) * i) - 25;
ctx6.globalCompositeOperation = 'destination-out';
ctx6.drawImage(brush16, x, y);
}
lastPoint = currentPoint;
handlePercentage(getFilledInPixels(32));
}
function handleMouseUp(e) {
isDrawing = false;
}
})();