本文介绍: 2023年春节祝福第二弹———送你一只守护兔，她会像你爱她一样爱着你，她并不厉害，但即使失败了，小小的她也会再度勇敢站起来，保护自己的朋友们。让它温暖每一个你！用【html5，css3】画一只有表情的动态兔子。
2023年春节祝福第二弹
送你一只守护兔，让它温暖每一个你！
【html5 css3】画一只会动的兔子
一、送你一只守护兔，效果图
来张动态截图：
二、前言
最近老妈经常说我，你弄那些有什么用，关你什么事，访问量高收藏量高有什么用，别人不是他的都抢，你还将自己熬夜辛苦弄出来的白给别人，你得到了什么？
我得到了什么呢？
我连评选2022年新注册博客的2022「博客新星」年度评选TOP100入围赛都进不了，
是我的博客太差没人看吗？按访问量统计排名，不分注册时间，所有人中，我现在大概在1100左右，如果单从2022年注册csdn的人中排名，前10内。我是2022年5月开始写csdn博客的。博客处野生状态，访问量完全随缘，主要来源是各大搜索平台。
有好心人提醒，这种评选是要拉选票的。但这种拉票方式我真学不会，也不想学。所以只能官方玩官方的游戏，我玩我的（按我的准则决定参与程度）。
为什么要写这个分享详细具体技术纯干货的博客呢？包括自己写的完整源代码也是无偿提供给所有需要者？
1、我不是职业老师
2、我虽然会写点代码，但不是程序员
3、我不是养尊处优之辈，经济状况很一般，煮饭洗碗之类一般人需要做的家务事，我也需要亲自动手处理。
4、我只是一个平凡得不能再平凡的普通人。
5、我虽然还是姐姐，但年龄是真的很老了，身体也不好。
。。。
每个人的天分不一样，成长经历也不一样，我从小是有些与众不同的天分能力，但那些是别人认为不可能存在也理解不了的东西，现在所有都已经变成了事实，那些天分已经没有任何意义了，除此，我就只是一个平凡得不能再平凡的普通人。
我是奶奶级别的老。。。老。。。老姐姐，但我很宅，从小到大在大城市中隐居般两点一线的生活方式，让我还保持着孩子般清澈纯洁的心和会为别人流泪的眼睛。
我没有讨好别人的倾向，相反，我很骄傲，我从来就没求过别人，我只靠自己努力得到想要的东西，力所不能及的从不奢望亦不稀罕。象我这类人，并不适合这个社会，太累，但改不了也不想改，那就只能这样了。。。
因为曾经淋过雨，所以希望雨天时能为有需要的人带把伞。因为懂得，所以慈悲。生活不易，能够多一点幸福快乐总是好的。在我力所能及的范围内，我希望自己的努力和付出能带给别人开心和快乐！虽然你我并不认识，虽然逆境清醒已经很笨，但我还是选择坚持做个单纯善良的人。
粉丝数量多少会被当成身份高低的标榜，我知道规则，但我从不在博文中强求任何人成为我的粉丝。对我而言，那只是别人的数字游戏而已，不能代表什么。
我一直很喜欢一句话：你S了，谁会真心哭？那些真心为你掉眼泪的人，才是你来到这个世界上真正收获得到的东西。
如果有缘，天晴后，我们可以像平等的朋友一样在网上聊聊天，聊聊彼此的近况，这大概就是我想要的吧。我不会因为你飞黄腾达而跟你多说一句话，也不会因为你落魄而避开。。。
2023年春节祝福第二弹的内容，我选择了用 html5 和 css3画一只会自己动的兔子，这是一只守护兔，我想让它温暖每一个看到她的你！
项目构思：当你孤单无助地面对强敌时，谁会是那个信得过的战友？送你一只守护兔，她会像你爱她一样爱着你，她并不厉害，但即使失败了，小小的她也会再度勇敢站起来，保护自己的朋友们。
兔子的颜色一开始我用了浅浅的淡蓝色，但搭配到背景里效果不太理想，就换成了浅粉色，更符合现在的节日环境吧。她是女孩子哟。守护兔细节上还有很多不完美需要调整的地方，以后再更新改进吧，单css文件就有5000多行代码。（时间上不允许，还有几天就过年了。。。）
2023年春节祝福第二弹主要用到的特效有： |
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祝福里的“2023年”这几个字我用了css3文字阴影特效，只要设置搭配好，这个立体效果不比用ps等图片设计软件做出来的差。当然，设计软件可以处理更多细节，例如是做平面设计海报，我会在文字上面加点透明浮雕光影；如果是三维视频类，还要打上各种光线。。。但这只是基于网页的特效，能出这种效果已经不错了，非图片形式，更利于net。这个文字特效的具体制作方法和相关的代码会在下文中分享。 |
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祝福框沿用了2023年春节祝福第一弹中的形式，只是增加了边框变化特效。 |
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满屏飘落花瓣特效， 满屏飘落的桃花花瓣，营造出一种唯美浪漫的气氛 |
三、代码解释及部分特效教程
（1）、css3 立体字
方法比较简单，在css中写好相关的代码（详细代码见下文），通过html页面调用：
<div class=”threeD1″>2023年</div>
使用时不需要每次都重写代码，只需将 “2023年” 这几个字换成你所需要做成这种立体效果的文字即可。
<div class="threeD1">2023年</div>.threeD1 {
width: 500px;
margin: 80px auto;
margin: 0;
padding: 0;
box-sizing: border-box;
position: absolute;
display: flex;
text-align: center;
height: 100%;
margin-top: 150px;
content: '';
display: inline-block;
vertical-align: top;
text-align: center; /*设置文字居中*/
font-size: 80px; /*设置字体大小*/
font-weight: 800; /*设置字体粗细*/
color: #fefefe;
text-shadow: 0px 1px 0px #c0c0c0, 0px 2px 0px #b0b0b0, 0px 3px 0px #a0a0a0, 0px 4px 0px #909090, 0px 5px 10px rgba(0,0,0,0.6);
-webkit-transform-style: preserve-3d; /*设置元素保留3D位置*/
}（2）、充电特效
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（a）、前置知识
要想完成这个特效，须要知道一些前置的属性：animation 、transform
| box–shadow：阴影 | |
| boxShadow 属性把一个或多个下拉阴影添加到框上。该属性是一个用逗号分隔阴影的列表，每个阴影由 2-4 个长度值、一个可选的颜色值和一个可选的 inset 关键字来规定。省略长度的值是 0。 | |
| 用法：box–shadow: h–shadow v-shadow blur spread color inset; | |
| 值 | 说 明 |
| h-shadow | 必需的。水平阴影的位置。允许负值 |
| v-shadow | 必需的。垂直阴影的位置。允许负值 |
| blur | 可选。模糊距离 |
| spread | 可选。阴影的大小 |
| color | 可选。阴影的颜色。 |
| inset | 可选。从外层的阴影（开始时）改变阴影内侧阴影 |
| border-radius：设置圆角 | |
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border-radius 允许你设置元素的外边框圆角，即允许你为元素添加圆角边框。 当使用一个半径时确定一个圆形， 当使用两个半径时确定一个椭圆。这个(椭)圆与边框的交集形成圆角效果。 最多可指定四个 border-radius 属性的复合属性。 如果省略左下角，右上角是相同的。 如果省略右下角，左上角是相同的。 如果省略右上角，左上角是相同的。 |
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| 用法：border-radius: 1-4 length|% / 1-4 length|%; | |
| 值 | 说 明 |
| length | 定义弯道的形状。 |
| % | 使用%定义角落的形状。 |
| linear–gradient() 创建一个线性渐变 | |
| linear–gradient() 函数用于创建一个表示两种或多种颜色线性渐变的图片。 | |
| 创建一个线性渐变，需要指定两种颜色，还可以实现不同方向（指定为一个角度）的渐变效果，如果不指定方向，默认从上到下渐变。 | |
| 用法：background–image: linear–gradient(direction, color–stop1, color–stop2, …); | |
| direction | 制定方向，用角度值指定渐变的方向或角度 |
| color-stop1, color-stop2,… | 用于指定渐变的起止颜色。依次用什么颜色变为什么颜色 |
线性渐变 linear–gradient ，径向渐变 radial–gradient 详细实例介绍请查看此文内介绍：
2023春节祝福系列第一弹（上）（放飞祈福孔明灯，祝福大家身体健康）（附完整源代码及资源免费下载）_逆境清醒的博客-CSDN博客
| CSS3 filter(滤镜) | |
| filter: none | blur() | brightness() | contrast() | drop-shadow() | grayscale() | hue-rotate() | invert() | opacity() | saturate() | sepia() | url(); | |
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hue-rotate(deg) |
给图像应用色相旋转。”angle”一值设定图像会被调整的色环角度值。值为0deg，则图像无变化。若值未设置，默认值是0deg。该值虽然没有最大值，超过360deg的值相当于又绕一圈。 |
色彩颜色对照表（300+颜色）(16进制、RGB、CMYK、HSV、中英文名)
（b）、主要思路步骤及相关代码
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1、 |
用css3画出电池的大概形状，四周用小圆角，设定充电动画效果的颜色 |
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css代码：
html,
body {
width: 100%;
height: 100%;
display: flex;
background: #e4e4e4;
}
.container {
position: relative;
width: 140px;
margin: auto;
}
.header {
position: absolute;
width: 26px;
height: 10px;
left: 50%;
top: 0;
transform: translate(-50%, -10px);
border-radius: 5px 5px 0 0;
background: #768bcc;
border: 1px solid rgba(255, 255, 255, 0.22);
}
.battery {
position: relative;
height: 220px;
box-sizing: border-box;
border-radius: 15px 15px 5px 5px;
box-shadow: 0 0 5px 2px rgba(255, 255, 255, 0.22);
background: #ff000011;
z-index: 1;
}
.battery-copy {
position: absolute;
top: 0;
left: 0;
height: 220px;
width: 140px;
border-radius: 15px 15px 5px 5px;
overflow: hidden;
}
.battery::after {
content: "";
position: absolute;
left: 0;
right: 0;
bottom: 0;
top: 90%;
border-radius: 0px 0px 5px 5px;
background: linear-gradient(to bottom, #7abcff 0%, #00BCD4 44%, #2196F3 100%);
}html部分：
<div class="container">
<div class="header"></div>
<div class="battery"></div>
</div>| 2、 |
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.battery::after {
content: "";
position: absolute;
left: 0;
right: 0;
bottom: 0;
top: 90%;
border-radius: 0px 0px 5px 5px;
-webkit-animation: charging 10s linear infinite;
animation: charging 5s linear infinite;
background: linear-gradient(to bottom, #7abcff 0%, #00BCD4 44%, #2196F3 100%);
}
@keyframes charging {
0% {
}
55% {
top: 5%;
border-radius: 0 0 5px 5px;
}
90% {
top: 0%;
border-radius: 15px 15px 5px 5px;
}
}
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添加动画 通过 filter: hue-rotate(angle)，给图像应用色相旋转。”angle”一值设定图像会被调整的色环角度值。 该值虽然没有最大值，超过360deg的值相当于又绕一圈。 |
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css3代码：
@keyframes charging {
0% {
filter: hue-rotate(180deg);
}
55% {
top: 5%;
filter: hue-rotate(30deg);
border-radius: 0 0 5px 5px;
}
90% {
top: 0%;
filter: hue-rotate(200deg);
border-radius: 15px 15px 5px 5px;
}
}| 4、 |
添加波浪动画效果 |
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css3代码：
.g-wave {
position: absolute;
width: 300px;
height: 300px;
background: rgba(255, 255, 255, 0.8);
border-radius: 15% 57% 24% 62%;
bottom: 25px;
left: 50%;
transform: translate(-50%, 0);
z-index: 1;
-webkit-animation: move 5s linear infinite;
animation: move 5s linear infinite;
}
@-webkit-keyframes move {
100% {
transform: translate(-50%, -160px) rotate(720deg);
}
}
@keyframes move {
100% {
transform: translate(-50%, -160px) rotate(720deg);
}
}html代码：
<div class="container">
<div class="header"></div>
<div class="battery"></div>
<div class="battery-copy">
<div class="g-wave"></div>
</div>
</div>| 5、 |
添加多个波浪动画 添加阴影 |
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（c）、充电特效完整源代码
<!DOCTYPE html>
<html lang="en" xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta charset="utf-8" />
<title></title>
<title>电池充电动画特效源代码---逆境清醒2023年春节祝福系列相关代码</title>
<meta name="description" content="逆境清醒2023年春节祝福系列相关代码">
<meta name="description1" content="逆境清醒https://blog.csdn.net/weixin_69553582?type=lately">
<meta name="keywords" content="逆境清醒,2023年,春节祝福">
<style>
html,
body {
width: 100%;
height: 100%;
display: flex;
background: #e4e4e4;
}
.container {
position: relative;
width: 140px;
margin: auto;
}
.header {
position: absolute;
width: 26px;
height: 10px;
left: 50%;
top: 0;
transform: translate(-50%, -10px);
border-radius: 5px 5px 0 0;
background: #768bcc;
border: 1px solid rgba(255, 255, 255, 0.22);
}
.battery {
position: relative;
height: 220px;
box-sizing: border-box;
border-radius: 15px 15px 5px 5px;
box-shadow: 0 0 5px 2px rgba(255, 255, 255, 0.22);
background: #ff000011;
z-index: 1;
}
.battery-copy {
position: absolute;
top: 0;
left: 0;
height: 220px;
width: 140px;
border-radius: 15px 15px 5px 5px;
overflow: hidden;
}
.battery::after {
content: "";
position: absolute;
left: 0;
right: 0;
bottom: 0;
top: 90%;
border-radius: 0px 0px 5px 5px;
box-shadow: 0 14px 28px rgba(33, 150, 243, 0), 0 10px 10px rgba(9, 188, 215, 0.08);
-webkit-animation: charging 10s linear infinite;
animation: charging 5s linear infinite;
background: linear-gradient(to bottom, #7abcff 0%, #00BCD4 44%, #2196F3 100%);
}
.g-wave {
position: absolute;
width: 300px;
height: 300px;
background: rgba(255, 255, 255, 0.8);
border-radius: 15% 57% 24% 62%;
bottom: 25px;
left: 50%;
transform: translate(-50%, 0);
z-index: 1;
-webkit-animation: move 5s linear infinite;
animation: move 5s linear infinite;
}
.g-wave:nth-child(2) {
border-radius: 38% 16% 43% 27%;
transform: translate(-50%, 0) rotate(-135deg);
}
.g-wave:nth-child(3) {
border-radius: 42% 76% 27% 50%;
transform: translate(-50%, 0) rotate(135deg);
}
@-webkit-keyframes charging {
0% {
filter: hue-rotate(180deg);
box-shadow: 0 14px 28px rgba(0, 150, 136, 0.83), 0px 4px 10px rgba(9, 188, 215, 0.4);
}
55% {
top: 5%;
filter: hue-rotate(30deg);
border-radius: 0 0 5px 5px;
box-shadow: 0 14px 28px rgba(4, 188, 213, 0.2), 0 10px 10px rgba(9, 188, 215, 0.08);
}
90% {
top: 0%;
filter: hue-rotate(200deg);
border-radius: 15px 15px 5px 5px;
box-shadow: 0 14px 28px rgba(4, 188, 213, 0), 0 10px 10px rgba(9, 188, 215, 0.4);
}
}
@keyframes charging {
0% {
filter: hue-rotate(180deg);
box-shadow: 0 14px 28px rgba(0, 150, 136, 0.83), 0px 4px 10px rgba(9, 188, 215, 0.4);
}
55% {
top: 5%;
filter: hue-rotate(30deg);
border-radius: 0 0 5px 5px;
box-shadow: 0 14px 28px rgba(4, 188, 213, 0.2), 0 10px 10px rgba(9, 188, 215, 0.08);
}
90% {
top: 0%;
filter: hue-rotate(200deg);
border-radius: 15px 15px 5px 5px;
box-shadow: 0 14px 28px rgba(4, 188, 213, 0), 0 10px 10px rgba(9, 188, 215, 0.4);
}
}
@-webkit-keyframes move {
100% {
transform: translate(-50%, -160px) rotate(720deg);
}
}
@keyframes move {
100% {
transform: translate(-50%, -160px) rotate(720deg);
}
}
</style>
<script>
</script>
</head>
<body>
<div class="container">
<div class="header"></div>
<div class="battery"></div>
<div class="battery-copy">
<div class="g-wave"></div>
<div class="g-wave"></div>
<div class="g-wave"></div>
</div>
</div>
</body>
</html>（3）、动态爱心特效
<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN">
<HTML>
<HEAD>
<TITLE>html动态爱心</TITLE>
<META NAME="Generator" CONTENT="EditPlus">
<META NAME="Author" CONTENT="">
<META NAME="Keywords" CONTENT="">
<meta name="description" content="逆境清醒2023年春节祝福系列相关代码">
<meta name="description1" content="逆境清醒https://blog.csdn.net/weixin_69553582?type=lately">
<style>
html, body {
height: 100%;
padding: 0;
margin: 0;
background: #000;
}
canvas {
position: absolute;
width: 100%;
height: 100%;
}
</style>
</HEAD>
<BODY>
<canvas id="pinkboard"></canvas>
<script>
/*
* Settings
*/
var settings = {
particles: {
length: 500, // maximum amount of particles
duration: 2, // particle duration in sec
velocity: 100, // particle velocity in pixels/sec
effect: -0.75, // play with this for a nice effect
size: 30, // particle size in pixels
},
};
/*
* RequestAnimationFrame polyfill by Erik Möller
*/
(function(){var b=0;var c=["ms","moz","webkit","o"];for(var a=0;a<c.length&&!window.requestAnimationFrame;++a){window.requestAnimationFrame=window[c[a]+"RequestAnimationFrame"];window.cancelAnimationFrame=window[c[a]+"CancelAnimationFrame"]||window[c[a]+"CancelRequestAnimationFrame"]}if(!window.requestAnimationFrame){window.requestAnimationFrame=function(h,e){var d=new Date().getTime();var f=Math.max(0,16-(d-b));var g=window.setTimeout(function(){h(d+f)},f);b=d+f;return g}}if(!window.cancelAnimationFrame){window.cancelAnimationFrame=function(d){clearTimeout(d)}}}());
/*
* Point class
*/
var Point = (function() {
function Point(x, y) {
this.x = (typeof x !== 'undefined') ? x : 0;
this.y = (typeof y !== 'undefined') ? y : 0;
}
Point.prototype.clone = function() {
return new Point(this.x, this.y);
};
Point.prototype.length = function(length) {
if (typeof length == 'undefined')
return Math.sqrt(this.x * this.x + this.y * this.y);
this.normalize();
this.x *= length;
this.y *= length;
return this;
};
Point.prototype.normalize = function() {
var length = this.length();
this.x /= length;
this.y /= length;
return this;
};
return Point;
})();
/*
* Particle class
*/
var Particle = (function() {
function Particle() {
this.position = new Point();
this.velocity = new Point();
this.acceleration = new Point();
this.age = 0;
}
Particle.prototype.initialize = function(x, y, dx, dy) {
this.position.x = x;
this.position.y = y;
this.velocity.x = dx;
this.velocity.y = dy;
this.acceleration.x = dx * settings.particles.effect;
this.acceleration.y = dy * settings.particles.effect;
this.age = 0;
};
Particle.prototype.update = function(deltaTime) {
this.position.x += this.velocity.x * deltaTime;
this.position.y += this.velocity.y * deltaTime;
this.velocity.x += this.acceleration.x * deltaTime;
this.velocity.y += this.acceleration.y * deltaTime;
this.age += deltaTime;
};
Particle.prototype.draw = function(context, image) {
function ease(t) {
return (--t) * t * t + 1;
}
var size = image.width * ease(this.age / settings.particles.duration);
context.globalAlpha = 1 - this.age / settings.particles.duration;
context.drawImage(image, this.position.x - size / 2, this.position.y - size / 2, size, size);
};
return Particle;
})();
/*
* ParticlePool class
*/
var ParticlePool = (function() {
var particles,
firstActive = 0,
firstFree = 0,
duration = settings.particles.duration;
function ParticlePool(length) {
// create and populate particle pool
particles = new Array(length);
for (var i = 0; i < particles.length; i++)
particles[i] = new Particle();
}
ParticlePool.prototype.add = function(x, y, dx, dy) {
particles[firstFree].initialize(x, y, dx, dy);
// handle circular queue
firstFree++;
if (firstFree == particles.length) firstFree = 0;
if (firstActive == firstFree ) firstActive++;
if (firstActive == particles.length) firstActive = 0;
};
ParticlePool.prototype.update = function(deltaTime) {
var i;
// update active particles
if (firstActive < firstFree) {
for (i = firstActive; i < firstFree; i++)
particles[i].update(deltaTime);
}
if (firstFree < firstActive) {
for (i = firstActive; i < particles.length; i++)
particles[i].update(deltaTime);
for (i = 0; i < firstFree; i++)
particles[i].update(deltaTime);
}
// remove inactive particles
while (particles[firstActive].age >= duration && firstActive != firstFree) {
firstActive++;
if (firstActive == particles.length) firstActive = 0;
}
};
ParticlePool.prototype.draw = function(context, image) {
// draw active particles
if (firstActive < firstFree) {
for (i = firstActive; i < firstFree; i++)
particles[i].draw(context, image);
}
if (firstFree < firstActive) {
for (i = firstActive; i < particles.length; i++)
particles[i].draw(context, image);
for (i = 0; i < firstFree; i++)
particles[i].draw(context, image);
}
};
return ParticlePool;
})();
/*
* Putting it all together
*/
(function(canvas) {
var context = canvas.getContext('2d'),
particles = new ParticlePool(settings.particles.length),
particleRate = settings.particles.length / settings.particles.duration, // particles/sec
time;
// get point on heart with -PI <= t <= PI
function pointOnHeart(t) {
return new Point(
160 * Math.pow(Math.sin(t), 3),
130 * Math.cos(t) - 50 * Math.cos(2 * t) - 20 * Math.cos(3 * t) - 10 * Math.cos(4 * t) + 25
);
}
// creating the particle image using a dummy canvas
var image = (function() {
var canvas = document.createElement('canvas'),
context = canvas.getContext('2d');
canvas.width = settings.particles.size;
canvas.height = settings.particles.size;
// helper function to create the path
function to(t) {
var point = pointOnHeart(t);
point.x = settings.particles.size / 2 + point.x * settings.particles.size / 350;
point.y = settings.particles.size / 2 - point.y * settings.particles.size / 350;
return point;
}
// create the path
context.beginPath();
var t = -Math.PI;
var point = to(t);
context.moveTo(point.x, point.y);
while (t < Math.PI) {
t += 0.01; // baby steps!
point = to(t);
context.lineTo(point.x, point.y);
}
context.closePath();
// create the fill
context.fillStyle = '#ea80b0';
context.fill();
// create the image
var image = new Image();
image.src = canvas.toDataURL();
return image;
})();
// render that thing!
function render() {
// next animation frame
requestAnimationFrame(render);
// update time
var newTime = new Date().getTime() / 1000,
deltaTime = newTime - (time || newTime);
time = newTime;
// clear canvas
context.clearRect(0, 0, canvas.width, canvas.height);
// create new particles
var amount = particleRate * deltaTime;
for (var i = 0; i < amount; i++) {
var pos = pointOnHeart(Math.PI - 2 * Math.PI * Math.random());
var dir = pos.clone().length(settings.particles.velocity);
particles.add(canvas.width / 2 + pos.x, canvas.height / 2 - pos.y, dir.x, -dir.y);
}
// update and draw particles
particles.update(deltaTime);
particles.draw(context, image);
}
// handle (re-)sizing of the canvas
function onResize() {
canvas.width = canvas.clientWidth;
canvas.height = canvas.clientHeight;
}
window.onresize = onResize;
// delay rendering bootstrap
setTimeout(function() {
onResize();
render();
}, 10);
})(document.getElementById('pinkboard'));
</script>
</BODY>
</HTML>
（4）、满屏花瓣飘落动画特效
完整源代码如下：
<!DOCTYPE html>
<html lang="en" xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta charset="utf-8" />
<title>满屏飘落花瓣特效源代码---逆境清醒2023年春节祝福系列相关代码</title>
<meta name="description" content="逆境清醒2023年春节祝福系列相关代码">
<meta name="description1" content="逆境清醒https://blog.csdn.net/weixin_69553582?type=lately">
<style>
html,
body {
width: 100%;
height: 100%;
display: flex;
background: #0094ff;
}
</style>
<script>
//飘落桃花
let stop, staticx;
const img = new Image();
img.src = "data:image/png;base64,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";
function Sakura(x, y, s, r, fn) {
this.x = x;
this.y = y;
this.s = s;
this.r = r;
this.fn = fn;
}
Sakura.prototype.draw = function (cxt) {
cxt.save();
const xc = 40 * this.s / 4;
cxt.translate(this.x, this.y);
cxt.rotate(this.r);
cxt.drawImage(img, 0, 0, 40 * this.s, 40 * this.s)
cxt.restore();
}
Sakura.prototype.update = function () {
this.x = this.fn.x(this.x, this.y);
this.y = this.fn.y(this.y, this.y);
this.r = this.fn.r(this.r);
if (this.x > window.innerWidth || this.x < 0 || this.y > window.innerHeight || this.y < 0) {
this.r = getRandom('fnr');
if (Math.random() > 0.4) {
this.x = getRandom('x');
this.y = 0;
this.s = getRandom('s');
this.r = getRandom('r');
} else {
this.x = window.innerWidth;
this.y = getRandom('y');
this.s = getRandom('s');
this.r = getRandom('r');
}
}
}
SakuraList = function () {
this.list = [];
}
SakuraList.prototype.push = function (sakura) {
this.list.push(sakura);
}
SakuraList.prototype.update = function () {
let i = 0, len = this.list.length;
for (; i < len; i++) {
this.list[i].update();
}
}
SakuraList.prototype.draw = function (cxt) {
let i = 0, len = this.list.length;
for (; i < len; i++) {
this.list[i].draw(cxt);
}
}
SakuraList.prototype.get = function (i) {
return this.list[i];
}
SakuraList.prototype.size = function () {
return this.list.length;
}
function getRandom(option) {
let ret, random;
switch (option) {
case 'x':
ret = Math.random() * window.innerWidth;
break;
case 'y':
ret = Math.random() * window.innerHeight;
break;
case 's':
ret = Math.random();
break;
case 'r':
ret = Math.random() * 6;
break;
case 'fnx':
random = -0.5 + Math.random();
ret = function (x, y) {
return x + 0.5 * random - 1.7;
};
break;
case 'fny':
random = 1.5 + Math.random() * 0.7
ret = function (x, y) {
return y + random;
};
break;
case 'fnr':
random = Math.random() * 0.03;
ret = function (r) {
return r + random;
};
break;
}
return ret;
}
function startSakura() {
requestAnimationFrame = window.requestAnimationFrame ||
window.mozRequestAnimationFrame ||
window.webkitRequestAnimationFrame ||
window.msRequestAnimationFrame ||
window.oRequestAnimationFrame;
let canvas = document.createElement('canvas'),
cxt;
staticx = true;
canvas.height = window.innerHeight;
canvas.width = window.innerWidth;
canvas.setAttribute('style', 'position: fixed;left: 0;top: 0;pointer-events: none;');
canvas.setAttribute('id', 'canvas_sakura');
document.getElementsByTagName('body')[0].appendChild(canvas);
cxt = canvas.getContext('2d');
const sakuraList = new SakuraList();
for (let i = 0; i < 50; i++) {
let sakura, randomX, randomY, randomS, randomR, randomFnx, randomFny, randomFnR;
randomX = getRandom('x');
randomY = getRandom('y');
randomR = getRandom('r');
randomS = getRandom('s');
randomFnx = getRandom('fnx');
randomFny = getRandom('fny');
randomFnR = getRandom('fnr');
sakura = new Sakura(randomX, randomY, randomS, randomR, {
x: randomFnx,
y: randomFny,
r: randomFnR
});
sakura.draw(cxt);
sakuraList.push(sakura);
}
stop = requestAnimationFrame(function () {
cxt.clearRect(0, 0, canvas.width, canvas.height);
sakuraList.update();
sakuraList.draw(cxt);
stop = requestAnimationFrame(arguments.callee);
})
}
window.onresize = function () {
const canvasSnow = document.getElementById('canvas_sakura');
canvasSnow.width = window.innerWidth;
canvasSnow.height = window.innerHeight;
}
img.onload = function () {
startSakura();
}
function stopp() {
if (staticx) {
const child = document.getElementById("canvas_sakura");
child.parentNode.removeChild(child);
window.cancelAnimationFrame(stop);
staticx = false;
} else {
startSakura();
}
}
</script>
</head>
<body>
<canvas id="canvas_sakura"></canvas>
</body>
</html>
四、兔字的谐音祝福词
兔字的谐音祝福词，读起来简单容易，朗朗上口，也很萌萌哒。
符合兔年春节氛围，表达出美好的新年愿景。
这里收集了一些“兔”字谐音祝福词，需要的可自行更改到祝福框里
- 大展鸿“兔”（大展鸿图）、
- “兔”飞猛进（突飞猛进）、
- “钱”“兔”似锦（前途似锦）、
- “兔”步青云（徒步青云）、
- “钱”“兔”无量（前途无量）
- “兔”来运转（突来运转），
- 扬眉“兔”气（扬眉吐气），
- “兔”个乐呵（图个乐呵）、
- 难得“福”“兔”（难得糊涂）,
- 好事成“兔”(“好事成双”，“双”用two”)
- 我爱你，兔（too）
- 兔（to）必NO.1
- “钱”“兔”无量（前途无量）
- 大有“钱”“兔”（大有前途）
- “兔”然暴富（突然暴富）
五、完整源代码下载及其他内容见（下）
2023年春节祝福第二弹——送你一只守护兔，让它温暖每一个你（下）
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原文地址:https://blog.csdn.net/weixin_69553582/article/details/128699908
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