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@think2011
Created October 31, 2016 17:17
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dial2
<!doctype html>
<html lang="zh-cn">
<head>
<meta charset="UTF-8">
<meta http-equiv="X-UA-Compatible" content="ie=edge">
<title>Document</title>
<link rel="stylesheet" href="demo.css">
<!--<script src="index.js"></script>-->
</head>
<style>
* {
margin: 0;
padding: 0;
list-style: none;
box-sizing: border-box;
}
</style>
<body>
<canvas width="800" height="800"></canvas>
<script>
var num = 8
var canvas = document.querySelector('canvas')
var ctx = canvas.getContext('2d')
var halfSize = 400
var arc = Math.PI / 180
var angle = 360 / num
var prizes = [
{title: '淘金币', position: [46, 1, 78, 78]},
{title: '支付宝红包', position: [210, 4, 90, 72]},
{title: '什么都没有', position: [386, 5, 78, 70]},
{title: '优惠券', position: [539, 9, 112, 62]},
{title: '流量包', position: [710, 9, 116, 62]},
{title: '淘话费', position: [880, 9, 112, 62]},
{title: '实物', position: [1068, -2, 76, 81]},
{title: '兑奖券', position: [1220, 9, 113, 63]},
]
var img = new Image()
img.src = 'data:image/png;base64,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'
img.onload = function () {
var timer = null
var speed = 3
var curArc = 0
function draw() {
ctx.clearRect(0, 0, 800, 800)
for (var i = 0; i < num; i++) {
// 画圈圈
ctx.save()
ctx.beginPath()
ctx.translate(halfSize, halfSize)
ctx.moveTo(0, 0)
ctx.rotate(angle * i * arc)
ctx.arc(0, 0, halfSize, 0, 2 * Math.PI / num, false)
if (i % 2 === 0) {
ctx.fillStyle = '#FE6869'
} else {
ctx.fillStyle = '#FF8584'
}
ctx.globalCompositeOperation = "destination-over"
ctx.fill()
ctx.restore()
}
// 画激光
ctx.save()
ctx.beginPath()
ctx.translate(halfSize, halfSize)
ctx.moveTo(0, 0)
ctx.rotate(angle * (curArc % num) * arc)
ctx.arc(0, 0, halfSize, 0, 2 * Math.PI / num, false)
ctx.globalCompositeOperation = "source-over"
ctx.shadowBlur = 30
ctx.shadowColor = '#F7FA04'
ctx.fillStyle = '#fff'
ctx.fill()
ctx.restore()
for (var i = 0; i < num; i++) {
var text = prizes[i].title
// 画图标
ctx.save()
ctx.font = 'bold 40px Arial'
ctx.fillStyle = '#000'
ctx.textAlign = 'center'
ctx.translate(halfSize, halfSize)
ctx.rotate((angle / 2 + angle * i) * arc)
ctx.fillText(text, 0, -300)
ctx.drawImage(img,
prizes[i].position[0],
prizes[i].position[1],
prizes[i].position[2],
prizes[i].position[3],
-prizes[i].position[2] / 2,
-280,
prizes[i].position[2],
prizes[i].position[3])
ctx.restore()
}
timer = requestAnimationFrame(draw)
speed--
if (speed < 0) {
curArc++
speed = 5
if (curArc > num / 2) {
speed = 1
}
if (curArc > num * 5) {
speed = 3
}
if (curArc > num * 7) {
speed = 5
}
if (curArc > num * 8) {
speed = 12
}
if (curArc > num * 10) {
speed = 18
if (curArc % num === 5) {
cancelAnimationFrame(timer)
}
}
}
}
timer = requestAnimationFrame(draw)
}
</script>
</body>
</html>
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