1.每一個方向上的邊框形狀並不是矩形的，其實是三角形或梯形的，配合圓角邊框可以製作美麗花瓣
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>邊框的實際形狀（製作美麗花瓣）</title>
<style>
.box {
width: 200px;
height: 200px;
border: 1px solid #000;
margin: 20px auto;
}
.box:nth-child(1) {
width: 0;
height: 0;
border: 50px solid #000;
border-left-color: #f00b;
border-right-color: #0f0b;
border-top-color: #00fb;
border-bottom-color: #0ffb;
}
.box:nth-child(2) {
width: 20px;
height: 0;
border: 50px solid #000;
border-left-color: #f00b;
border-right-color: #0f0b;
border-top-color: #00fb;
border-bottom-color: #0ffb;
}
.box:nth-child(3) {
width: 20px;
height: 20px;
border: 50px solid #000;
border-left-color: #f00b;
border-right-color: #0f0b;
border-top-color: #00fb;
border-bottom-color: #0ffb;
}
.box:nth-child(4) {
width: 200px;
height: 200px;
border: 50px solid #000;
/*border-left: #f00b;*/
/*border-right: none;*/
/*border-top: #00fb;*/
/*border-bottom: #0ffb;*/
border-left-color: #f00b;
border-right-color: #0f0b;
border-top-color: #00fb;
border-bottom-color: #0ffb;
border-top-left-radius: 259px;
border-top-right-radius: 1px;
border-bottom-left-radius: 1px;
border-bottom-right-radius: 259px;
background-color: #ff0b;
}
.box:nth-child(5) {
width: 200px;
height: 200px;
border: 50px solid #000;
/*border-left: #f00b;*/
border-right: none;
/*border-top: #00fb;*/
/*border-bottom: #0ffb;*/
border-left-color: #f00b;
border-right-color: #0f0b;
border-top-color: #00fb;
border-bottom-color: #0ffb;
border-top-left-radius: 259px;
border-top-right-radius: 1px;
border-bottom-left-radius: 1px;
border-bottom-right-radius: 259px;
background-color: #ff0b;
}
.box:nth-child(6) {
width: 200px;
height: 200px;
border: 50px solid #000;
/*border-left: #f00b;*/
border-right: none;
border-top: #00fb;
/*border-bottom: #0ffb;*/
border-left-color: #f00b;
border-right-color: #0f0b;
border-top-color: #00fb;
border-bottom-color: #0ffb;
border-top-left-radius: 259px;
border-top-right-radius: 1px;
border-bottom-left-radius: 1px;
border-bottom-right-radius: 259px;
background-color: #ff0b;
}
.box:nth-child(7) {
width: 200px;
height: 200px;
border: 50px solid #000;
border-left: #f00b;
border-right: none;
/*border-top: #00fb;*/
/*border-bottom: #0ffb;*/
border-left-color: #f00b;
border-right-color: #0f0b;
border-top-color: #00fb;
border-bottom-color: #0ffb;
border-top-left-radius: 259px;
border-top-right-radius: 1px;
border-bottom-left-radius: 1px;
border-bottom-right-radius: 259px;
background-color: #ff0b;
}
</style>
</head>
<body>
<div class="box"></div>
<div class="box"></div>
<div class="box"></div>
<div class="box"></div>
<div class="box"></div>
<div class="box"></div>
<div class="box"></div>
</body>
</html>2.CSS3製作簡單表白小桃星
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>簡單小桃星</title>
<style>
.heart {
width: 200px;
height: 300px;
margin:100px auto;
position: relative;
}
.heart span {
position: absolute;
left:0;
top:85%;
transform:translate(0,-75%);
width: 200px;
height: 300px;
color:#ff0b;
text-align: center;
font:500 150px/300px "microsoft yehei";
z-index: 999;
}
.heart::after,.heart::before {
content: '愛';
position: absolute;
width: 100%;
height: 100%;
background-color: #f00;
text-align: center;
/*line-height:;*/
border-radius: 50% 50% 0 0;
font:500 20px/100px "microsoft yehei";
color:#ff0b;
}
.heart::before {
transform:rotate(-46deg) translate(-55px,0px);
}
.heart::after {
content: '你';
transform:rotate(46deg) translate(55px,0px);
}
</style>
</head>
<body>
<div class="heart">
<span>我</span>
</div>
</body>
</html>3.CSS3 3d變換效果 transform
◆
transform:rotateX(360deg);表示在x軸3D旋轉360度
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3新增的3d變換效果（rotateX）</title>
<style>
.box {
width: 300px;
height: 226px;
margin:100px auto;
/*3D效果一般配合透視效果來使用更加明顯，一般是給父容器添加透視*/
/*perspective:1000px;
值越大焦距越遠，
值越小焦距越近，值越小效果越明顯，
就會感覺和你的距離更加的近，
透視效果僅僅只是視覺上的呈現*/
perspective:150px;
}
img {
transition:transform 1500ms linear 0s;
}
img:hover {
transform:rotateX(360deg);
}
</style>
</head>
<body>
<div class="box">
<img 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" alt="">
</div>
</body>
</html>◆
transform:rotateY(360deg);表示在y軸3D旋轉360度
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3新增的3d變換效果（rotateY）</title>
<style>
.box {
width: 237px;
height: 300px;
margin:100px auto;
/*3D效果一般配合透視效果來使用更加明顯，一般是給父容器添加透視*/
/*perspective:1000px;
值越大焦距越遠，
值越小焦距越近，值越小效果越明顯，
就會感覺和你的距離更加的近，
透視效果僅僅只是視覺上的呈現*/
perspective:150px;
}
img {
transition:transform 1500ms linear 0s;
}
img:hover {
transform:rotateY(360deg);
}
</style>
</head>
<body>
<div class="box">
<img 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S/8Af7eyqxqWWxf+cn5SZu+4fsNH7SOTmTWsdvX761tGaTzBX99UJBFGU6aUEhVZrWJ1oAcwNu9RBILl4h/pyRxfTNgB1sPpbtVbD8O8kGHSKXS3+cm+8Gsn7zdf7LP6En0SNvKZ3FySDyeSi8yMXsFmhG5T7ytxSckNST1pqdC4UhU8qZQ6MDHIh1BBFiCPA0mjhm3NWUzhPrbhMbhOeycfAYycY7F8SQ6jbezJew+hvlro4Mqujldrr2xw2tGZ21NMkCEDwqSCbgYizuocXUm1l6n3e2s2bK1ojZ18E6s2+Th5DLBw/EpHg4ybfxU6xhpWkYXWPzGHfvrSqvQfaimC+4HiZOPM35iyzY8ilnBAdXB6m2lvhUwXhLQw/qKHjcTk3kwbrjM5Ck6qPYD1qiu53KZMaaNBHleT6Qjyrj58vytfAi4qbUllaZXSpmpP8Ylv4gTf31MxUz0+4kl1x5EkK3ZQLVNFyROzk0nOTKPTvE5bXJzY5Pk7DabULCkx1s7dTATIGY6aXrUmZCE8YBq4DdooKgyoFADCnU9qAPCP20EQOSI30NDJJQUgAVSCSVAo/BEnVi5qr0ZP7ZLnb/4AfHcD9xq0aFfMGyeNm73t0rQZh6JtFj9XjVCwxlc3W4uOlBYXy3XW4B9tGpIrKxNtwqJIGcuzj0pkKrD/APfwbj16o1vvFVb1HYitWO8UXzFS2fML+P8ATJrGn6zo3X8q36Gbhz3j5VpgzBEkHe3yg2b7qjsU9LE9LJxyJnZOIzop13xgqgsu1tGBUdx7taxY7Jnb7GN1f1Kv9QPS+Hyfp2XLxwY8vFfz0CgEEsfnAH96nYXw1EPlmnE/hp+hwvUnWuonKOBesOPgeCXNj06moswpWbFtwfm5HLY+FiIJMiZguuqqO5rDnppLOrgc2hHQ/UPKz8OI8ePHRd6q0rHo27S/vuNKXTJI3LgSMVy3KcngTNDkZT+VKCUYNoyE9R8adSvIzZXwcMo8jkI542QkuJB84P7RTK4YYq2VM9x3N5MWK/BzybsKSRZoiT9LqLAjwuOtOePWRPOVBeQm7oRrpres1/tIqvUSuVjAkXYb7lGgqcOxOfRl7y8cr+mPTyDXbFMCPC7d6ltJkqlrJQYrMRYnIDXPe1Nq5FtalfL4U0qBLGpKgmOutADdb9fhQB4E3oALGTutQBJQ6a1UnwSMcH8MGvoWYa9qpaORKTdC+2D8mK/w6H7jRy0kiNTYJJc69OlaZM8BwQaJA8FBYkdaJJkIYw5sR2ogJAvEdu4fGoaJA8sn/lPLdTYrn4uh6H5Xpdh2IjNjSHihkd0zCx/6cVv31jr950Mtoxv9DDzx25CZSLAsD99OyeTFVQ9DqHpc5WVjJyz6Q+WmGdb75Ib/ADkf8FhXJrRqzZ6RZqvGq+TX+Smfgy4shuJFt8eoPwNMspUCK34WVvgcP9f+mv8ATPMrEhLQZ0f4mNtLXJs6j3N+6uh124g5fe4u/NeTLMSsZYd9L01uRGKVqaf9MYozzWTyE7iKHHQKHOtmOva5rJ3LbI6PRrM2Lz1bn4PMc5h43HZIyYxZZit7DaSxBv76yKa6m5vk4K71DwDzwZHE7w4S+Zxcp6gMP6kJP7vjV8OZ0sL7ODlVyc7x4Jmd4iNrroQdLHpXXdo+hwIEnjaN1Q/UB/uoTkg1XB5f4hPIc/14Brc9VH9lZM1dB9X6i72q+WpcgLp1pafp0J3tqW/LcniyYONx+OT5uMrCQMLW3dLUqtbN6mq2RVrCMTmWDt461vqc9kCQC9MRAEipKjCOnegBljQA5QaACKCXAA1PSokgl+RKAAVOvcVEokn4DwR4MkWSP+YffpSWm7DquKQW+9fyotb+nuGn92xq3H0lJ9RroULAXt1rSZ5JHk/3rE1MED1hFxc1MEBF069TQArQgggHqKGTJE5ldnpDN0NvzDF/7D0m+g/EzxivwL6235Uf3xislPuN2f7IMBmL/npz4G1/catk1M1Nze/p/mhsXJ4hm/x1OTjg/wDexfUB70/ZWLc6VGlBs+PyLOpP0k7T8dKojTlroY39WcP8xXDgjXdlY0Uk0R6XDEBkHwU0ymZ1ukXxdBZsFn+5HL87DSHHhLHrHvK+yt1bSzkXqqqC/wD0841OV4LkoY53gyhONjoQGtt0B06Vl7f3o3e3r0M0Xpn0NyEHKfiuSlXIgF/KBA36fSLjsKRe3I0Y8f458yJ6u9KctJzGPHjxRfhTtByJNxK/9FTainGrchd2vVcTFeufSmf6bh/MTEkMWY23y4WZ0VgFudx7Mb1t6+VW9Jzu1hj1Ix0uT+Iy1J6Kkf29/wBtbYg5pJw81sHPTK6bdJF8UYail3pKgZVwzYZeRYpLC11KqVI8Kz0r8S1n5QGTlDIxdgN5GtX4i3aSuml8xifGroiSGzUxBIIk1JA25vQAlADlvcXNAFtg5GDEiHJHmO2hUDpSb1fgvS6W5NXNxXlEapti6A9ao6tKS6umyK6GzsAChkYir0ZW5b/N+RFreB/bVvBH7jbQkCnmaA4cL2vUyECtIR0FEhAiy37USEBfMvqKJCAPOj/yZmMeh5HH+5GpWRj8SPSC3pzcNLZURH/6NZMb1Zuzr0/oc8yiz5c9hex1916LuDNRToXHD8nBxuXh5ANpcdxKLeAPzD4qSKy1o22b8l6pJHTmMaTBoDux51E0TDoY5BuW320uyg2UfKpE57Dx83M4/IzXePEKPG5QfMHU3Vr+Gt6VdJtWZu6me1KXVN9zlX6h8Dk8PyMzxqTx2QSMeXqEPQr7DpXR69qrRHE7c2fIb+mmWMXlZcQmyTqGAv8AxL/vqO7Xawz2y61qdbnzMvj2hycdIpo3BVgz7HHhsU/Kx+NYnZrY6fBWlFhHLl53lvlQojsoO2Nt63HdWsL6UOzbEpVook5/+unNY2NwWBxDAfiMmYy7R1CwjqfZuYVt6qm0/A53ZcV18nDIySRMPDW3srpHLLV4R+JFwDG4sO/UBh/2qXOkjEpLyNz+GjhJ+eNB8p/l7EVnTlk2RFckPTkhcDC1j1oggA2tWQDbDxoAQ2qQEoA8PfQA9T95qrQFhiMqlGf6QReq2qSic7Rriu/RPMNvcTSqtyMtoi586L8nLaeTp+w03i+JXkuRsI1Jt2vTpM4faL2OtSAhDW+mokAZJXoPgaJJgeu5rXGlSQO55T/onKU/xclBc9rbGpWQfi2GT6emlW//ANWg+yEVkxbm7P8Aavp/EwxK/i8wOfpQlR46iqZ2yvVSclNnyMSLG3XQU7AkZsz1Op/p5yY5n04uG7bs3hH8og9TjPdoj7gbr8Ky9imp0Opl0g02bizZ+GI4W2ZEbq8ROoDLpbXxGlZvEHRx3Vba7Msp+Fx+X4vy+RxleWaIiWGQDaXIt8L1or8Tn2uleP2nz1mYU/pPn5dySQnFO6BSCdwv0v4WuL01t5KR5HXxLDkVq61aNniS4vqPycvFONklwNoyLsVPgBf5T8K59+VXDO1gyJ1lG4jyeL9H8acnLdMdAPlx42Z7se0aHufZV1aDn5k8toR88/qN6hn9S+pZMuUbIoYxFFFe4RfqsfbrrXV6dfRJxu9b18fgUePYRqPEH7TWtmIsIJCQZeog2sfcFIJ/ZSo0gYnBKxsnfEN7W8ttCNdu46H/AIW+41TjBaSQ5ViGX6SO9WTFsCasRAJhQECUBA0jtUkCHTTvQB4aGgB4uDfwoAn4yGSP5TqO3eqthBLliP5YzPcGN9PjWer9Y61PSXWyP/TB07A3+2tE6CY9RtF16daukKChSpB/fVgHFiBpVAGRfOwJ1qYIZIXpYaUxIgZ6gUn0RlW//sYP+waTlNOHYiTSgcCkZPzfihp42hW/7aw4reqDo9mvoX0MNMXGXl+5h+yr5lJiwWaKjMYlgTp2ptFAu7kt/QPNtwfqzClZrYmawwsodjHOQoJ/4X2mpzVlFsNosd5MHkStH7f2VyraHbVpRbYzGSME/UP2inY1oYMq1gz/AK59K8bznFPPkKIsnGBeKYWUhj2J8DU5ccqVozT0c/G6rZTU4uOCkw8gtDeOZGveM7Vex9nQ+2uXkz22sexx9Om9fPglZWO+dyKvkFzx2LA2VM7sSwWJC0g3Hv8ALajDLcIwZ6PEm7LQ5HkzHLyJclvqndnKj+8b2++vU46xVI8PkvybZKg2RBxJ1TsPG16llAozozsQxfKTaTaT8wPu9lVaLSS8aN4WaQjeoHzoRbdG3T7f21RlkTItpASM711MZJ1I8D7RVSXqNY291WTKgib1IQJUkHrXoKnrVIDO9ADgaALDDbawbwqlyU4JXIziTCAU6F/m+FJx0hjLXmpdWP8ApU+4fvp8aCf3G5gF2DE31702oslNtFri41qbACJuPl0vSwBx3Danp16VKZDRJUraryCQ7nhf0Nl7dL58Gvh8tKymjCUisZEEJPyxssg97Io/dXMxP+bB2e0v+PP6GSziVzswWsCGt8LVqyHJxIop7km/QfvpiFshvK0M8Uq/8t0f/qkGr2+0Kfcj6lkIlZZxqsqq4P8AxAH99cjItTs4n6R+RzOBwWIcnNe2/SONdXc+Cj99XpkVVqUr1r5r8aGZk/UtJxJAOM87HkBXaXO4g+OltfZUPuraDrU/6416neGUGe2LlsGgwJoY3FykhQlSdSEYEHT20jLWt/B1uuslV6rJsizJiphT8btlfDz4WiylkVY5lD6Hym1BIB0pVF+KydSnZwWz1avv4g496o9J5vpfNEcxGRx2QDJhZ8Y/pzp/+F1/jQ6ivRYcqujwubrvE+LKYOGjDKDvvZvbTRI9Y7SKGBQXv7x4VEgaDBhXOgCBijRKdjD6tr6nr1HsrO3qMPDCfHnkgeRNwUOHvtUg9Ln+E0OxZISZCtr9CL399TULKAG01cq2eA1qSsj9pogqNtapAay+AoARVPegCdBZRVLAEynH4Tb3D1Wu5L2NJvH+lD0+kU3xJX9xt8fT4GrVYth5CbgDwqWAMsAfdVAB7jckDpQAQMQBc6GrICRzBJ9B5djf/wAQht/1aXkH4SjxlYxzTE/R5K/Er/srl4f8g7Pb/wAb9TO5kG6bMn7FW+BrVlOZhM9NGPnPW1rUyrFWRV5Q6jv0+6nRoUq4sfS/CcjDP6X4rkncCJuPheR/AogVvvU1yc/pcnY61XbRGD5jk8vnMpsyaRcbEX5IFJtZAe1tST1NY7W5uWey6fVrgqklNnuCiCxKGhBkv0IXqfjV6qBz13JkaZM0Zk/rLsFyt7ad9DV02zNd1qwAmJvBNZwxsVcWNUdvA/i90QczEimik4zPj/FYE3ztAxtuA6OhH0SL/MKXTJbE9BXY6eLsU1WvxOc8v6QysCJpcNmy8e5LKotIiDuwHWw8K63W9xrk9NtGeV7/ALHfDXkvUv8AYpjIFxooghMkZJ3i53KRqCK3KNzgwyz4yfTyyQroPlHTcpGn2Wqlql1bQkStvk3E2OxlPtFu/wAaPAIbJuMcaasIlsG7WOtUq9Rl9UgBv17dKamKG96mCg4H21ICE96gBt6kBVvUATIRoL9Kq9SRMrSIDxc1Wi1Cxo9w/wBI3vrtvTf2lZ1N9j2VTtAtQkUYZjY3vroPhVyAcuwLewN6qAJApNlG2/X20ASAo6eFXSAk8ooHoPMsP/uEdvgtKyD8RQ47bcXLI+pWgNvhXIwv+cdrtr/jJ/MzXIzLvmiB+d1a9bcu5ycexTyR3R269OnuqlHrBNkUeVe5v41uRmbOi+m/U65PoaPgQ5/GYU7xOvc4zkyof+sStcX3Kar6nqv+v41e8vwHgaCFRNMPNntaKHsAO58KwUaqtdT115bhaDpczOOhby1PaMBdP21F8lyKYq7kfzWvcu1/Hcb/ALazu915LvHX4HnklaxLk26E9R8atTK51JVUkSsh5JAVNhJANwcHQjTp76fbUTSFAHGcGdXJ2yA3BF1N/ZUUclsmNcWnqZ/m+Ajwc5sjFUJi5ZugsAsLN9arrXVw55rB4z3LpKlnZLQzsfGxYzvLKf6obfBc2QgjT5umh0IrasswcS2OGNdHQBJPmYD5r96YVa1D4X4eUvjM/keYQY2Iuo7sCB420qkNF5TFy4sCKELDN5+wEIF+p3Y6u38iqBYDrVqyVvBXU0SJrQAmtAHuvSgB8SlpAg7mobAvcXi22KWNySLW7e+suTPA/DilldyK7CVPZ2H2UzBaVJTPWLQaHYP9IXt/D++neDObrHe8fx+PWmJkMkmxax8RQAKcgJ8w6USAKGRA9+1CBslBld7dj1FWKk7l1A9B5IAt/n4/+zScppxGYgUhMwn6SIRb3f7643X/AK7O72v8T/8ARkuUP+YnI67Gtftauhk3OLjBuEGHCV6vAjMfEm9Kn1DH9pm8s/Me+tbq7GVol+m8r8NyiIx/p5IMLe86r94rD7hi5Y5+B3PYu1+POqvax0OLMWCNI0gU6XZ2PzE+NcSudJQtz3NsbbbnQRr5R3eV8x6FQ7/btU1a7dhf5qU8g5MeaJdzA7O/yN/ZWd42Nr2KvyAJqnHUcmg0TSW2KN62JsRu7VorbVoq1UEptqRf2Gk82mXabJGVIsnGyKxDKo3oDqQUI62rdhtOxyPcqfyryZbKk2tIAo2uBvW2hP8ANbxrqYkeEyMqJ3DEki5t1JN611ENyRCTpRBKEN6uQxNakoIb/GgBLnwoA8CaAHoTfcBqKhgaXiMzcojb6/vrn9imkm3q5NYKflwTmz/yq3T3in9d+hCOzrdmh+b/AEfbts/fWoyG+x1Fr6db2tV4JZJ+k/KAPhQQRskAqQdRQ0ACAKNLCw9lQkQyWtrg6D4Vcqi05YbvQmR7c6P9gpGbY1YjKwX8vIJGmlz7itcjB/XZ3e1/i/qjHcuf8zKD/FuH210bbnDoV0U7yYwjYC8S7B7hSrViwyr9JUZIO430rXXYR5It2Uhl+pTcEdra0WryUF8basmvB9B/plwuJymEvqHLRZw4CYytrtKizsR430ridfreptryem9190dq1VHGmpvThRBjsRUjPZQBrWrjrojkfmcbinAiIuFB9hANS8ckPsMzs3I+ml5D8vnVPP3eWzmP5A17bS1tKzvjMNHTrj7H4+a+36lpkeluKy8doHxUUSD6kAVh7QwsaY+unsYl7jkq5nY5r6p9NTen8lY7mXFk1gmI+pfBv7y9/trndrrump6/2n3JdmsP7kZzIcLE0RtvYEkDqFHc1bq43MiffOzVYuC3sV8IhbIkgmF0kUBSfdXUVoPFedSgzY/JneIfSpIH21sq51E2UEOrlRAbG9r1Ygbe5OlBU9c+FqAE/soAXXwqJALGPm99RYC34x0ik+YWJ6HtWTNWUPwOHJEzJDM2RKRa72Hwq2KsJEZLTZmiv/5NtfTZ++tXgyeTcwMFQftpgD2lA72oAjzyggm+gFADIpAR21oAMstiPso5AXfI6+hGv0OdHf7qTlen6mjEZJJdciL+6GJ95/8AhrlYf8hnd7S/4af/ALGL5N92ZIOv+6uhbc4dSJhxllYE+61JyuGMx1lAMrDLEkCr0yEWxwV0kBU2Ip9bC3U+jf0sLYHpDisTIXyGeN5AHG1iZZWZND4qwIrGres2ZMU0k2zL8v31aIEoRdLXIBPQHvQizOX86g/O85ukol+gHUjrcdLfCsGVepnsOjf+TVeDeekuRbkeIR5WZ54GMUjPqSRqNe+hrb1r8qnmPdMCw5Wlsw3qXh4+b4fIw2H9YKZIG8JFFx9vQ03NRXpDFdDtvBlV/H8DgjQSqkkkv1ybt3iAOgrFRcNDV2sjy3dmyukspSQfUV0t7qajG0QjBvkYyDcXB1PjTK5dCjoQJcUqT2A61oreRLqRmQA601FRFQk1YgIEUi/fwqskjSlu1EkHljLdBRyIglw4rk6ClXyF60klmJk2i3QikO0jVWCDO11kt/O2lNqLvuaG5/0hbtbp8a0eBHkEn6lzqu0cZoP75/8Ay1JEDv8A1MmbRuMPv8z/AOGrcggFP+o80i7Rx2y/cv8A7KgOI2H9QpYgN2EZD4BrfuqpMEpP1AySoY8Y2p/m/wBlHkI0Oj4vJNy36bjJMRx2bkEXYdToBSXaU/qaaqI+hkuYzzxeFPnJGZiFhXywdTucr++ub13Oex2u3p0l9TA5vOebkeamM8Yb+Em9j37V1uBwasK3J/gnURQNkK6hiV0sT271nth5bjVkaAHnpSb/AINh43Pb7Kj+2XxD8zb2Oo/px+n352ieo/UuIcfih8+Jhykhsi3R3GlovAfxe6qtcS6tOiWpfep+UkX1KRgy+XitFCNqAWUwm4ZR4jtWDsZv5ig9X7f01/bepeo1P+r4BmQYUajKSUIjZO7Z85tuNiLWHWtP51MHHftVuFrvSPBB5jLxc3mVacSNhQqI4JVbaiN1aRWB1peS8s0dTruuLT7mU+eRMTlY8UkjoLZWRcMsik2VreNgL0q8M6PVmqizUPZfAsfTXJT8VJKjf1YJrOsIvct0+X2mm4cnDQy+6deuRclujoC69dLjUGujEnlz5fzPWnGmTKi8ia/myKGsP5yKzvr2nQ1vsJaFZ/qPidI5vOUqNPlqf7eyKLLUiP6kwt+1FkIUmxIAqa9ZlHmQCXncWRbbJL9b6U1YGhbyJkV+XxXIsj6eynKjKckGxs7HmYqAVt3bSpaKux7IzsfHZdxuW1sutvfUQwkaOVwzqVfX2VHFkpj05jBU/S/t0qro2WTJMfqLj1H0uD7qRbruRiypBT6k48jRXuO9qK4GibZkyE+XCylt4XzCWAPga0VpAjlJe/n/ABf+nDx/nL+J2gbfbfxq5SNS2jRNuqrf3VJVjzEDYBAb9PlqJDUHLi7lKtEDbqAutQy2oKLGhj6RL8Rr+ypSAPHGtwRGPsoYI30bW/TwEfKfzJB/7oNJv9v6mihleSKthSL3CREj3veubg/rs7neX/Dr9UYXPXdkNu3EjppoPurqSefBYxCA9fHoapctU6h+mv6fR8kqepeej/8AC1bdh4rjScr/AMx//lg9B/F7qomN8wtza+sPU8eHAYoW+dhtRF79tAKwdrseDu+1+3u3qZzjg4c7mOXzDKSyY+M+VL8wUoFIA238b1jpj5anoc/aWFKvx0L/AAUgkO2OJpvLUiUkFgGZgq2t1609JftEdi7rPJ7knkWbCdeNyrifHjFkOqgS/OFJ7kdDU5FCUiepGSb1Wj/gAwuZVS2HFCIRlIVlWQnY7dFYAW2m1UV9dENy9F/fMwWkcoSVA7BWUCHoQpF7E3OotV0mY8lJq/8AU3nH5+OXTjpZ0l5CGNfNCXsdOoJ66a11KXT0k8tlw2S5paHzz6h4nH43k+QxJIl82LJmCEgDTcSD7iKU3adxj4tbGf8AJxkUN5UZZut1vTtfiZtERmxMUnWNdxPhV1ZkOqAPBjC4WNalN/ErCANFAP8AlrTNSoqRQg7hGAfZUlWI0MV7lAffUSWF8nHIsY18KrIQOXHxSNYxr3qVZgGTCwmGqAtVLXckwmO/LsICxTXtrUc2TxRCkhiKlSospIFMRRonflGB+VfivL+e3jUyUNbA2mvapJD77arQQBkci5uRfrrUMkAjG41JHvoRDDox06j41JKNksh/9Po7n6uXUfZHSr7fqPxmXyWZ8TJfodmOL/8ASb+yuV1/69j0fuVY6dDG57SiVrM3211kkzzEmu/TL0NP6rzPzDkN6+n8NrSsSR58g18lD4fznw070uznQfTTc7Nz3IQ4uN+GxbRRxKEVV+VVVRYAAdhWTPeNjrdDquzlnKOY5VWySIwcrOlJSCNdWLH+UfvrlcedvkerquFPmWfoXIm9PryP4/GGbzPKkB1Vj5MGMgNkZv5ix1tXRpZVXGqORn6GTLZXtaEjTcf6ll4vG8iDjMWNA5JjhdixJ1uSw71Ku1pArL7Z+S0u7ZQ+oOS/G575ohaMZi7HDNuU7QAClhcGsuaWzq+39Z46cZ2IONx3IcgrPFGAsCs0km8FjbpZfEUnHVtmnJ2KY3De4bGz98SpLqAwN2uvzdNfhTK30grkwy5+JpeN5RkdJpUMiiaN1kjAvdSF2jXoVFPpbU4nZ6vphfBmG/U8jH9aZoS4/EQwZAB7b4wP2rW5qWecTiqRizM7lIzbUeA6nWrpCmR5JRFKb6stNSlEESSbcxJFqskLkZHlSQsWQKSRb5lB/bVoCTzZUjtucLf2KBRAEjG5NsVg8aQuwvpLGHH31R0TJV2iQ3qXKbaDjYXyAgWx1F79zrULAviS8rfgr5MxppGlZUUsdQq2HwFXVYFtipkC1hYX72oaLJhg5cBF1sb371VoJI0mitbWzEVapDLO5/JL9v8AbVipeRSKR2FAEpJYh9WvcaUEA5nQroaCQULJcXv9lQipJQpcC9SSa7IdE/TyA9hzCa+HyCl5NjTj8GYmb/wxpL2V5ERvAgBmFcbq2/n2PV+5VX9nVfBL/cqsH09PzOQZHcY2EHs8p+pgB8wQd66OXPx0RyOj7VbJ6nsdb9P+pMDD44encKNMZMJLQbdAY+5P9+51Pesi7P7Wb83s/F8v2mL9Uep5psscdgA5GbOdscYPvuzH+FR41lfLJr4Oti4YUqpTd7IdxvHRcTAciVvxPLZK2fIIttU9ox/CvhTklXRD8dHZ6uSfhHK2TSMVQWCxKo1v3Y0VktlVJSI0uc6PHnrop/pZKe2/1VW12tRuPGmuIdR+JibHvtLDdEwP2Wqd0R9j0KyCWVMgRs5hy42/pzKdpYdCrEeyk1cvU05MaamJTLDyUl3BgJMoaud2wtp1YdCRTHRGPk19A+PJPFkQs/8AgpIrqraRmxH1bTqaK1ci8tU6teYM9+q+Wk3rrIAI2w4uPGbdCdm/T/rV06ptHg71aiTHrIqSeY3QKLVeJQpaMhTv5kjOeh6U6q0AjmrFBpsTagBtvbQVPbQdL60Ae2XvY0AKIh3NABFRQbrqKCUS8WMMxJ0tS8jL0UsjTja0gH8xNTVlbLUs/wD7H/7eNXKFpDYBh3NBVhSV/sokBHkG3prUEiK9j0+FQiAwYFgQDerJko1WW3/+b44JPzc0v3R0rI/T+ppp4KzHGN5SY+UgePzA5U9NEIBIHgTXnK5OOR/U+i163PEp24odkNsAx4zthiuEQAKUvroR1Bq2e5pwYVVRBCycxcCGTLdrMoO3sS1ulZ8VXewdvPXHjdn42+o/05xZhEmdm3fPyQJclz1RG1SEeF/4q6lmohbI5fU69qrnf77l3uLy+Y4BHYeAqjNuyJfmCODwZjf3CpnQS02ylzRJFK235oMjUDqAe9IyzKg6GJp/UdhZWwrG52lD8jHt/sNRivMphmxTsG5WAzp+LiBV0/xlHY/zCr5q+UK6149LB4eSZtiltmVH/hS9iPBqjFkT+pbLih/IJNNNikyxi+MT/Wx21Cse49hpl72r9BWOlbaCS4nDc2v+ZS01rK97OO2j9dPA03HkT2MnZ6NbaNaGc5X0dmQXfj2GZGov5ZG2YD/h6N8K148z8nnu17M4bozKSo8bmOUFJFJDKwII94NbFadjhZMdqaNATbtqatIvUZt10/toIj5CmI97fbUEQxoQA6npUk1Ujltci+nc9aJBpoYxOv3UFREYjSgCzwkbaCaTlH4dyJkgiWUnoTV6bFMm5Z2b8nt/DtvVhRYRn5jbSpKsIe3zWPeoAaQT0JoA8ujfN0qCUPVzY6moZK3N/wCq8Zcf0fxfDYuN5WS2bBPJBCXna0sV90klrFj106C1Jd0k0zoUxNtNB+E9PYuZycoz43/DYkzTM20hXjjXb5e72s2vuri4cSdm2eo7PdvTHVUesQUXrLP4rHzHm4/RNQmMLWFvA+FRkxrLaFsbMXatgwTlc28GO40ZXNciMvLG/GwwGEa/S0jH5EA9prZfDXDWK7s5fSvk72fnfSlDdRwvFGImO5wd85HeRuo+HSlRB3XaXIXYALkW72oImSPkPYnW+lUbG0qBgmSdTBL9J0B8G7GoVlMF2nVyiukQpIUbUgkafdWO1uNmbKvQmQchJGERluo+UuetvA+ynY+zrBnvgVgWTCIyJYv8FzdfFW/lpeSkPkhuK06Ml4mUsyhJrCUDaWPRl8D7K0Y8iuoM2TG6uURMnHkxJC8Y/pE9PC/Y/uNLdXR6D8WRWUMl4XIAgQzC4H0Nf5gD4GtFLiM3XjVDuRwuJ5Jd/IwrOimy5CfK49m5dabXJGxz8/Urk0siEnovhCvmLivIl7hTkMDbw8Kas1viZP8A5mBPY1XCfpX6d9RIvI8hK+M+3yhg4xRAqroCfrN/bWnBVtbnG90yKt4VNF8TV4P6VegME3/K0yWta+S7y9PYTtv8K0qiW5xnkb2JeV6E9JSxiPH4/GxNNv8ARiQXvY66eyl3rRmjB2r4zLc/+mHFuGkwsKDIVmAESqIX2n6jvUjWsuSlk5rsdTB3cWRRkqjknrH0XmemmXJMUqYMziMCWxKORuC71+VgR0NOw5rbMw97q46+rG9DJgLe4NazlyTIpnUWU3t7apaslq2aBTlmF20JNSkRZln5h/K9tv4bVYpJYIfnPhrQEBj9I8aGQIQKqTAhIBv3oAcl7XPSjyCcHRVzeR9Mel+PxA0c2XmchH5mrNthyIVdVDj+K32Vlu/S38zsYrcHX5r+JVeovV3qCBp8SHIRYEmaAqi7flNxe/UnSuIs1rW4zoerx9DEqK8anOeQyZJcpmc7jttduvSuv1MSpSTzPu3Ytlz8dvBvPTPELjYGNILMvliVbdHlcat7lGgrLebOWel61ViwqiLsxqosBbuffRA5W1I02RFEdsjADtel5LpIdWjexWZE8bN/Sbcp0tWe+RGylGt0QMiRIVYu4jJBtc9SOlJeuwx2SWpHjzkkj3xi0gO3afHxql8b8lfyEmJiyDdqT1pD0LoPHIR8rDfGws6nuK10vKhkWr58iSL5bgwvdRqD3Hsb20nSjlMlWbWqCLlSFi0j74x8piPQqfCtOPNO+xR0S2BzJFFIGxZNyMNEPVCe1+4ovdV2ZNbWa9Q1XkiYSI1mXSx1W3hasyzOS3FPcljMDgAM2I/UtHqjH2r1Fa6dlMz/AIYfxJuBzMmKxyYZmjnjGovt0H8pp9expKM/Z6lbOLLQ6hwGZyfIcRBPNF/mZF3M73C2J0tfWtuK171k8R3MeOmVpfaWaY7K27IlBPUhaeqJbsy2yStERsvnOJwJBBkZcUUzahXcBre6k3zVr5G4upkvqkyg/UjEi5f0By6izGGAZkT9dYGD3B9qg0/FaTPko6vU+YLrfS9ajMETpca0ALJqo99AFndvyz4fdQVgnI5Hh9goJkMrk6m1QyIHbtKrJIbC4/P5B2/AYk2WEtv8qN5At/HaDapkng2So+PyYJzFmY8sBjG4xyRspPYD5gKz9rLxpKOt7R0vy5Ya0RpxjtkcBwsaXDSc+BtOu0LCpI+AFY8Fv5TfzOp7vVLspJQlVf7may42zGfLd9qZ2VKUXwMZv9+6udasSzt9LPzXF+ILfhP05n9WZ8eaC2JxY0ypravt7Rdix6E9BW3oXu6xGhxffaYaZOSfq+B2JPS/CpCsAx/lRAgO5r2UWFb/AMKg43/0MqcyVPK+lYIomfEIOn0N1+BrPlxwtDp9T3SztFjnPINJDM8Li206q41FcfsZGnB67rJWqmVc5lkB8uysfAUhZJNbM4S8szB2LOpI+Ym+lbqpI53JttEmMSxWdOvcHpVbQ9xtJROx55HcFvlHgKz3okaKNk4k9SdCNe1IVmMID5S4khDtuV9VtrcGnLHyQl5FVkuCXzk3L7z/AGUt1hwxqcqR7SQRAifRXBC2Ou72VekRESRdwIjhwP5h09opRdMk4eJkZ0642Ihlmfoo/afYKKY7XcITnz1xrlbQ6T6d/TzDxPLzeZK5WQCHWEf4Ska63+o++u71vb1T1WZ4z3H32+RulNEa+fNhgXaLAAaAaVttmSUI4uPC7bme5Pm44FZ3dUQdSxArFkyKHJ0+v1pcJHNBmw5PIeRlh9uVNaXKVd7upN7C9yNCB7q5q9VtT09q2pjmukFr+p/q/B4f0/L6XwpV/MuQjWGSJST5GNpuL2vYuBtUdba13OvX/Q8T2rS38Thllv8AWlvj/ZW457QaMLtPzL/7fCgBzJeMm4IBoAl/N+WW3C/TrQQWINzpf40ESFWx9goJHhheyi57e+qAkfQ3ovjE4X09iQpjnEmmRZ8iNjeQyuo3GQ9z+zpWdWa1ZpaWyLHmI+NysNouTjSaJhr5gBt7Qe1RnvVqGO6vNX9DcnPuMk43jJsniWfz/wANM+ZgFjcoZo/LbX3DSudbMo4+Ds/gta3JvXyRfSHoNuZw8HN5dXh4+GaaUQm6vMH2bD7EO00/Fhlambsd5UlV3Oqwww48SQwIsUMQ2pGgsoA7AVsq+KhHIs3dzbVsHPlxwre+tVtkgfTC7GfzeULMRe/hWO95OjjwpGM9U4zZcPn42xctbXZ+hXwNY81FY7HU7dsengx8uT+HbbMtyOpQ9/cax/i1O1TvUe5npSjEk6MSzX6e2ttNoMv5q2bgB+LUHa0rae/9tPWBvwZ33qVcNkrG5DHBBSfpa+6/76Vk67Xg04e9jf7i0zMmH8PKssqhWQNEARr7NKyVw25bGrL2aKsyZuTNH/LFyNLt+6urj63xPOZ/dP8AxFbkcgxhA5QWtdTa9XXVrOwq3ul3VKQoysjIIlZtzdLn2VmyYq0cI6eDs5MlUzSemPTnNepcpFxiYsaJry5LX2i38IH8RpdcXLYdn734lNmds4D01g8Bj2Qb52F5JSPmY+3+ytmLAqI8z3e/fO9didlZshUpHpp1q9ryoM2PDrLKljJI1pG3E6UiDaqpGN9bSSRNDjEhIdhlkc6X1ta57Csna5bI7ntSrDu3sc1zPVjcdIfyRyuSg2fi732jp/TB/bWjp+3uVa2hi9096pxeOmvzMtLNPO7yzM0ssjb3kc7mZjqSSda7iSR5FtyD+S2ty1/hUlQ0NytQAaQf0+negA+n5cdf4hrQVLANqbGggKHPsoJJPHzpBn4s0o3RRzxO4HdVcE1VotXc+oLh7MOjaj3HWsbfg1Ired488px2RhK5hklQiKZeqP8Awt8DVM1Fbcb18jpaTC+hv06z8TNbmvU0zSzLZIMW9wdhP9R7dj2X7ar+GunyHX7loaXk6UzogFrLbSw0AFPdkZa0bIGZyccCm7a0m+Q1Y8DM1m8q0rHadPCs97G+mKComzlF7keN70l2HJFJyXIBo2LPYW8baUi1pG46yzJPPFl5HlRndbWR+1rX0qjTWrOj18HJ6lTKLKWP1EVpqaLYlVaEzE4bFzYWOQGBFgGQ7Te2tLv2r43oC9ux5K6rcrOc4lOHxBPDI0qSSBCrWBFwT1+Fb+n2nmvDg4fuvt1OtTlWdyoTMj67WBt4g10HhPP/AN0x34mIa2b7BRwZV51BIhlhZwDE736Am1z7gKXko0tWMx5ZsklJ0H0z6C5blnikycP8Dxt9xZwQ7qbX0P3aVzslHZ6HoOp2F16Pm5b8HbOK4vE4jCTGxY1hjjGirp8a1UpxRxexntktLYzMzFUGxufCq2sMxYjK89zfI40aHEj2qTZp7BgD/LtuOtY8+W1VodjodXHd6syHIfqhHx6KsUKT5q/4qKSVJHUBh9I+2r4KZMj20F9z+3wtqzm3wRzvnvU/Leost8jkJbI1gsCXEaqPpWx629tdXHgVPqefzd29lxWiKSwp5kkTSpIE2XsQOtQSkGhA6HoaAgNYbXXte1QQw1v8sY+1+vwoIJSN1761JUMDpQAWN9rqx6KwJ9wNDZar9R9SQSLLBBJGbxyRIykeBUGsNjWhWZQbsbW6CosyyQOXLjjF729tVd0MrhbZQcnzccIIVtffSLXNuLBBks3mDMSWfSk2sbFVFZLyZOim47m9KdmM8Gb5n1Zi4P8ASDHIyWGkcfQX6bm6a07H1b21Zlv2qJpLVsDyQklhUy33EDcoOgNulYqP1M9XTr1VFpqROOjKrM4GrLtHx0ozW8DsGOEQ5V3ShAO4Hwp9dhGRS4L3BXZjgkfUS1YM1pZtpokVXrBoxxK+YdTMm34A1t9q/qScX/sbX9v85Kj0f6UzfVfLw8diq6QNd58gISsca9fm+m57V38l42PD4sTe+x2n/wBC/SsmOiedmRTKPmkSQEn3qwIpVXbyMvw+Bf8ABfpf6U4B4poMc5OXHcjJyTve59mij7Kras7k0zcftNQ7Q4620Hs91UfFAlazkqs3kgwYR/wi57aUm2R7G3FhjcwfP+vuG4osgmGfnDQY8BuoP9+T6RVq4rWLvs46nNPUPrTmfUAEMrriYqkkQQXAN/5m6nStNOolvqZcve/8NDMNobVqj4bHOtdtyxvsqYKDSPjUkjbD40APVQRe4HsvUEoKFCkWIoJHA3B8b0EMNu/y5/4hQVDrcE++gqGDt40Eji9hcsD2sakIPor0RmnL9G8XOz73XH8tm66xkrY/ZWDJozfjUwN5P1Bi4imMyhp7fSKx2udLH13uZPK9S5MhJZtqnoKQ76mtYkjP5nMyyuTuv2qjuNSRW5fIR40X4jMk8uM/SP4mY9lHerVxO4rJnrQzHJ8/kTxki8WOTthgB1cjvIR1X/dXUwdStdzjZ+9a+xnDIzM0jPaQfPcjq1+gsK2xp8jCm05W50Lj2yM3jYJ86Ly5ZFDFe5HZrdt3W1eV7WLhd8T6d7fltkxVd1DCP5caEKAu43A/ZWerb3Nb+RFOGq2exMkh/bpT/wAop441Nf6a9KTc5C84nTF47HYRSTH5iW7qgHf31OHqvI3Z6I53f91rgarVcrM3WL6T9IYjRocKLkJk6SZm2XabdVDfKPsrp4ljx/aeU7Pa7Gdet6IvPxGBx0NkMcEC9I4FCj7F0pzzIyVw2fgHkczAgvG+o6jveqvONp1viQzyOXMD89lJAW3cn3Up3sxqxURlPU36hcZwe7Ejf8x5IXBiiI2of/mPqB7hrTKYrPcXbLWuxyzmvWPO85JJFkz+Tif/AMaC6Jr/ADH6m+JrZTFVIyZc9rGdcAEgCwrRXQyNtg9t6kEMKj7aABsg7UANC21FEgNC26mgAiNGtgwv7RQEhgY21C9fuqGTIy5195qJJgNuP4W/bd1qxWA5vQUPKx6UAK3W9/hUkyb70N63/LONl4DNk8uB2Z8WU9FL/UrHsL6isPZxvdHS6WakwyJleoUbJkM7XMbEX6g29tcnhadjtLJVrRkaXmBlqRGQFA1Ym1vjUWpadify1+JFyMv8HjQZVhMMppUhN/kDQ7Q+73bhT+v03dyzJ2e8qKEZrLfJyZ2zM52dL7Uvpe38CeA8a7FMSooRxL5bXcshZMjSKJP91h0Aq8FCx9K8VDyvIlsnXEw1E0ifzm9kT3E9ay93NwrHxOv7P0Vny67VNtyWZHjxSZUxtFEhZvh2Hv6CvP8AG2TIke7yZq4cbs9kZXD9TDLzIopcb55XCj+oAoue9/Cujk9tdaNo4PV/7AsmTjD1ehM9Rc+mEn4XDN81lsW/7pT3/wCI9vCk9DpOzm2w73j3dYaulX62XH6ZfqBHwvH5PA54MmI7mWNUF5SZD85U+IrqdmvBaLQ8t1r/AJH6n6vidNfnuJfh0zsOJcaCxsZUEsjMDY3F7/fXO/LWNNDesNp1clRynrrjON4wZhjW9wsXmosTzONTti+ZlQeJq1fXsil4puzM5n6i8b5MubhLPk5Dt8sUo8uNGbX5mvc29laa9VzDM9+3WNDK5/r71NnxNj/i/wANjPf5MZfL0PUbtW++tVerVGK3asyoRtffrfqdabWBDbDyqixxyKAGYfMfGl1eo+y9JDc6k0+plBlrVICFtNNfdQAMm+h69qABswGhoAYWFAC317UAODEaCglMLEQEJOtzUNEhtPIPhuGnapI8hyR0FBSBNwHvoCBpegIHxkWta9BIXzCVKHVT2PSqOiLq9l5LLmhGnofhCiKkjclnB2AALBVh23PUgXoVFJfnaNwsmxvS3FPNZYly86/8xFotB9tUrUtkWhm8/KGXKX2CKJNIo1Oir+8+J70xKBRHddybUt1qQHcdn5HGZXnwSBDa0gbVWHgR3pXZwLJWGbuh3LYL8kSeb9SPysEWMF8mJDeUA/W38J9gHhWbp9CuKzZt9z95fYqqLSvkoTOt+4I8K6MTozhqzTTXgVpgzFmJLHUkm5JqFRJQiXdv7tWN8943WSIlJENww6g+IqWp0ZFbQ5RpeO/UP1Bx/HNxsBgeEm4aWPeyt4i5t7axvoUbk2/314gpJMvIzJ2yMqR5p3N2dzcmtNMdaqEjJe7s5bLPGbdxs+OdGLpIp92hqtt5JrtBHJ2m1WKE1CHVXX+yqpFmTchA3HYswtozxt43660tL1FnMFcwv0NPQoEwoAaQ1rdqAGEG/toAGVPvNSAyzdxQAoFzQAQA2JoAfH9HvNQSmHv/AESO9xQQG60EDSDbrQB4WHXWgDwOulABUI/toAuOfA/0TwbAajkM0adPph++oTGeBvIEv6M4pWAEYzc61vq6RVSpe70MlI5LWPQWA91MFSGjY3IHiKhkoh5H+I1tKsiHBDk6dffUogHft7P31IDlvYXN6AgRz1JNAHk7+P8AsoAkxdKALTHYiNte3h2pViasY24vr7r1K2J8knGuI7eBqAJZdzj+Rf5d28D21TjqW56EZzt6mmiwe8HpQB6z9KAGMGtbvQAFwwFzQAwsxGpqQG3INABFJqACo1l008KACb38knS+4dqADa6/uoIPa270AePSgBB0oAJB38O1AFxzm7/RfB7r7fzHP69LWhvaq+S/gJyG3/RPEbbW/HZ+63XpFaqU3L5NjGttsb9b6eNNFBIr7tet6hk1I2T9bVeoMiSe29u9SQD7+2376CUKvQf7aAZ5vpP30EHo+h6fCgCVD0oAssf/AA28baWv+6lWCow383W9r1KLolwfTp40EMka2oRQjz/V7KkkYm3vb40ECndf5bey1BII3v3vQAKS/e9qAB6/CgBD1FADx91SARfpPhfSoAL/AMn40Af/2Q==" alt="">
</div>
</body>
</html>◆
transform:rotateZ(360deg);表示在z軸3D旋轉360度
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3新增的3d變換效果（rotateZ）</title>
<style>
.box {
width: 330px;
height: 227px;
margin:100px auto;
/*3D效果一般配合透視效果來使用更加明顯，一般是給父容器添加透視*/
/*perspective:1000px;
值越大焦距越遠，
值越小焦距越近，值越小效果越明顯，
就會感覺和你的距離更加的近，
透視效果僅僅只是視覺上的呈現*/
perspective:150px;
}
img {
transition:transform 1500ms linear 0s;
}
img:hover {
transform:rotateZ(360deg);
}
</style>
</head>
<body>
<div class="box">
<img 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" alt="">
</div>
</body>
</html>◆
transform:translateX(300px);表示在x軸3D位移300px
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3新增的3d位移效果（translateX）</title>
<style>
.bigbox {
width: 1000px;
height: 500px;
perspective: 200px;
}
.box {
width: 250px;
height: 250px;
border: 1px solid #f00b;
background-color: #f00b;
transition: transform 1500ms linear 0s;
}
.box:hover {
transform: translateX(300px);
}
</style>
</head>
<body>
<div class="bigbox">
<div class="box"></div>
</div>
</body>
</html>◆
transform:translateY(300px);表示在y軸3D位移300px
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3新增的3d位移效果（translateY）</title>
<style>
.bigbox {
width: 1000px;
height: 500px;
perspective: 200px;
}
.box {
width: 250px;
height: 250px;
border: 1px solid #f00b;
background-color: #f00b;
transition: transform 1500ms linear 0s;
}
.box:hover {
transform: translateY(300px);
}
</style>
</head>
<body>
<div class="bigbox">
<div class="box"></div>
</div>
</body>
</html>◆
transform:translateZ(300px);表示在z軸3D位移300px
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3新增的3d位移效果（translateZ）</title>
<style>
.bigbox {
width: 1000px;
height: 500px;
perspective: 600px;
}
.box {
width: 250px;
height: 250px;
border: 1px solid #f00b;
background-color: #f00b;
transition: transform 1500ms linear 0s;
margin:200px auto;
}
.box:hover {
transform: translateZ(300px);
}
</style>
</head>
<body>
<div class="bigbox">
<div class="box"></div>
</div>
</body>
</html>★3D效果一般配合透視效果來使用更加明顯，一般是給父容器添加透視。
4.CSS3 透視效果 （調整焦距）
◆perspective:1000px;值越大焦距越遠，值越小焦距越近，值越小效果越明顯，就會感覺和你的距離更加的近，透視效果僅僅只是視覺上的呈現
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3新增的普通透視效果（perspective）</title>
<style>
.out {
width: 500px;
height: 500px;
border: 1px solid #f00b;
background-color: #f00b;
margin:100px auto;
/* 透視*/
/* 透視 設置的 用戶 眼睛和屏幕的距離
僅僅只是視覺呈現出3d 效果，並不是正真的3d*/
perspective: 400px;
transform:rotateY(15deg);
}
.in {
width: 200px;
height: 200px;
margin:150px auto;
border: 1px solid #0f0b;
background-color: #0f0b;
transform:translateX(250px) rotateY(75deg);
}
</style>
</head>
<body>
<div class="out">
<div class="in"></div>
</div>
</body>
</html>◆扇你的巴掌的效果
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>使用css3製作巴掌扇人的效果</title>
<style>
body{
perspective:300px;
}
img {
width: 400px;
transform-origin:right center;
margin-left:150px;
transition: transform 1s linear 0s;
}
img:hover {
transform:rotateY(180deg);
}
</style>
</head>
<body>
<img 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" alt="">
</body>
</html>5.CSS3 真正的3d透視效果
◆
transform-style:preserve-3d;當這個屬性加給父盒子時，可以讓子盒子呈現3d效果，這個屬性默認值爲flat，子盒子呈現2d效果（扁平化）
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3新增的3D透視效果（transform-style）</title>
<style>
.out {
width: 500px;
height: 500px;
border: 1px solid #f00b;
background-color: #f00b;
margin:100px auto;
/*
css3 真正的3d效果 transform-style:preserve-3d;
當這個屬性加給父盒子時，可以讓子盒子呈現3d效果，
這個屬性默認值爲flat，子盒子呈現2d效果（扁平化）
*/
/*這個是真3d*/
transform-style:preserve-3d;
/*這個是假3d*/
/*perspective:400px;*/
transition:transform 1500ms linear 0s;
transform:rotateY(75deg);
}
.in {
width: 300px;
height: 300px;
margin:150px auto;
border: 1px solid #0f0b;
background-color: #0f0b;
transform: rotateX(75deg);
}
.out:hover {
transform:rotateY(360deg);
}
</style>
</head>
<body>
<div class="out">
<div class="in"></div>
</div>
</body>
</html>◆3D立方體的效果
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>製作3D盒子立方體模型</title>
<style>
.box {
width: 300px;
height: 300px;
margin: 150px auto;
/*preserve-3d：保持 3d*/
transform-style:preserve-3d;
border: 1px dashed #f00b;
position: relative;
animation:dong 5000ms infinite linear 0s;
border-radius:50%;
background-color: #f00b;
/*使用下面的樣式會出現花瓣形狀的面*/
/*border: 50px solid #000;*/
/*border-left-color: #f00b;*/
/*border-right-color: #0f0b;*/
/*border-top-color: #00fb;*/
/*border-bottom-color: #0ffb;*/
/*border-top-left-radius: 350px;*/
/*border-top-right-radius: 1px;*/
/*border-bottom-left-radius: 1px;*/
/*border-bottom-right-radius: 350px;*/
/*background-color: #ff0b;*/
}
.box>div {
position: absolute;
width: 100%;
height: 100%;
text-align: center;
font:600 60px/300px "microsoft yahei";
color:#ff0b;
/*保護眼睛*/
box-shadow: 300px 300px 5px 0px #000;
}
.up {
transform: translateY(-150px) rotateX(90deg);
background-color: #f004;
}
.down {
transform: translateY(150px) rotateX(90deg);
background-color: #0f04;
}
.left {
transform: translateX(-150px) rotateY(90deg);
background-color: #00f4;
}
.right {
transform: translateX(150px) rotateY(90deg);
background-color: #ff04;
}
.forward {
transform: translateZ(-150px);
background-color: #0ff4;
}
.back {
transform: translateZ(150px);
background-color: #f0f4;
}
@keyframes dong {
from {
transform:rotateZ(0deg) rotateY(0deg) rotateX(0deg) ;
}
to {
transform:rotateZ(360deg) rotateY(360deg) rotateX(360deg) ;
}
}
</style>
</head>
<body>
<div class="box">
<div class="up">上</div>
<div class="down">下</div>
<div class="left">左</div>
<div class="right">右</div>
<div class="forward">前</div>
<div class="back">後</div>
</div>
</body>
</html>6.css3 反面可見性
◆backface-visibility:hidden;表示背面可見性爲隱藏，一般配合3D翻轉來使用，一個盒子只有正面可見，一翻轉到背面之後就不可見了
◆翻牌的效果
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3新增的反面可見性（backface-visibility）（翻牌效果）</title>
<style>
body {
background-color: #f00b;
}
.box {
width: 304px;
height: 304px;
margin: 150px auto;
position: relative;
}
.box::before,.box::after {
/*display: inline-block;*/
position: absolute;
content: "";
width: 100%;
height: 100%;
background-size:contain;
transition:transform 500ms linear 0s;
}
.box::before {
background: 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) left top no-repeat;
z-index: 1;
/*反面可見性 當旋轉到反面時就 隱藏起來 不可見*/
-webkit-backface-visibility: hidden;
-moz-backface-visibility: hidden;
-ms-backface-visibility: hidden;
backface-visibility: hidden;
}
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) right top no-repeat;
transform:rotateY(180deg);
}
.box:hover::before {
transform:rotateY(180deg);
}
.box:hover::after {
transform:rotateY(0deg);
}
</style>
</head>
<body>
<div class="box"></div>
</body>
</html>7.僞元素中的content屬性可以賦值爲標籤的自定義屬性
◆
//設置僞元素
span::before {
content:attr(data-text);
}//頁面標籤
<span data-text="我是自定義屬性"></span>◆翻轉文字效果
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3中靈活使用僞元素的技巧（翻轉文字效果）</title>
<style>
body {
background-color: #ccc;
}
.box {
width: 500px;
margin:150px auto;
}
.box>span {
font:500 80px "microsoft yehei";
position: relative;
}
span::before,span::after {
content:attr(data-text);
position: absolute;
left: 0;
transform-origin: left;
transform:scale(0.95,1);
transition:transform 200ms linear 0s;
}
span::before {
color:rgba(0,0,0,0.3);
}
span::after {
color:white;
}
span:hover::before {
transform: skew(0deg,25deg);
}
span:hover::after {
transform:rotateY(25deg) skew(0deg,5deg);
}
</style>
</head>
<body>
<div class="box">
<span data-text="水">水</span>
<span data-text="晶">晶</span>
<span data-text="女">女</span>
<span data-text="孩">孩</span>
</div>
</body>
</html>8.css3 動畫 animation
◆js中的animate函數調用，是先定義一個animate函數然後再調用animate();
◆css3中的動畫，也是先定義然後再調用。
◆css3定義動畫:
@keyframes 動畫名{
from{
初始狀態
}
to{
結束狀態
}
}animation: 動畫名 一次動畫持續時間 執行次數（infinite:無限次） 是否反向（alternate） 運動曲線（linear） 延遲時間;/*定義一個移動的動畫*/
@keyframes move {
from{
transform:translateX(0px);
}
to{
transform:translateY(500px);
}
}
/*使用定義的移動的動畫*/
animation:move 2s 3;@keyframes move{
0%{
transform:translateX(0px) translateY(0px);
}
25%{
transform:translateX(500px) translateY(0px);
}
50%{
transform:translateX(500px) translateY(300px);
}
75%{
transform:translateX(0px) translateY(300px);
}
100%{
transform:translateX(0px) translateY(0px);
}
}☆動畫名稱 必寫
animation-name:move;animation-duration:2s;animation-iteration-cont:3;animation-direction:alternate;animation-delay:1s;animation-fill-mode:backwards;animation-timing-fuction:linear;animation-play-state:paused;★
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3新增的動畫（animation）</title>
<style>
.box {
width: 200px;
height: 200px;
border: 1px solid #f00b;
background-color: #f00b;
/*animation:
動畫名 一次動畫持續時間 執行次數（infinite:無限次）
是否反向（alternate） 運動曲線（linear） 延遲時間;
*/
animation:dong 4000ms infinite alternate linear 0s;
}
@keyframes dong {
0% {
transform: translate(0px, 0px);
}
25% {
transform: translate(800px, 0px);
}
50% {
transform: translate(800px, 400px);
border-radius:50%;
}
75% {
transform: translate(0px, 400px);
}
100% {
transform: translate(0px, 0px);
}
}
</style>
</head>
<body>
<div class="box"></div>
</body>
</html>◆
animation:time 60s steps(60);這表示一根秒鐘一分鐘轉60次
◆美麗的風車效果（我想做的美麗），如果你能做的很美麗，你可以在評論區把代碼貼出來分享一下
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3新增的動畫分步效果（steps）（美麗風車）</title>
<style>
.fbox {
width: 500px;
height: 500px;
position: relative;
margin:40px auto;
transition:transform 2s linear 0s;
}
.box {
width: 200px;
height: 200px;
border: 1px solid #000;
position: absolute;
left:250px;
}
.box:nth-child(1), .box:nth-child(2), .box:nth-child(3), .box:nth-child(4) {
width: 200px;
height: 200px;
border: 50px solid #000;
border-left-color: #f00b;
border-right-color: #0f0b;
border-top-color: #00fb;
border-bottom-color: #0ffb;
border-top-left-radius: 259px;
border-top-right-radius: 1px;
border-bottom-left-radius: 1px;
border-bottom-right-radius: 259px;
background-color: #ff0b;
animation: b 3s infinite alternate steps(2) 0s;
}
.box:nth-child(2) {
transform-origin: left center;
transform: rotateY(180deg) ;
}
.box:nth-child(3) {
transform-origin: bottom center;
transform: rotateX(180deg);
}
.box:nth-child(4) {
transform-origin: left bottom;
transform: rotateY(180deg) rotateX(180deg);
}
@keyframes b {
0% {
}
50% {
border-right: none;
}
100% {
border-right: none;
border-top: #00fb;
}
}
.fbox:hover {
transform-origin:center center ;
transform:rotate(360deg) ;
}
</style>
</head>
<body>
<div class="fbox">
<div class="box"></div>
<div class="box"></div>
<div class="box"></div>
<div class="box"></div>
</div>
</body>
</html>9.css3 多列布局 column ，可能兼容性問題，需要添加私有前綴 -webkit-、-moz-、-ms-、-o-
◆
column-count:3;表示分三列
◆
column-rule:1px dashed red;表示列與列之間的分割線。
◆
column-gap:30px;表示列與列之間的間距。
◆
column-width:300px;表示設置每列的寬度，但是如果默認的寬度大於你設置的寬度，則不會起任何效果，前面三條會影響默認寬度的大小，可以說默認的寬度就是由前面三項屬性count、rule、gap產生的。
★
column-span:all;表示跨列，一般配合
text-algin:center來讓標題居中。
★
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>css3新增的多列布局（column）</title>
<style>
.wrapper {
width: 900px;
margin:0 auto;
/*.css3 多列布局 column ，可能兼容性問題，需要添加私有前綴 -webkit-、-moz-、-ms-、-o- */
/*表示分三列*/
-webkit-column-count:3;
-moz-column-count:3;
column-count:3;
/*表示列與列之間的分割線*/
-moz-column-rule: 1px dashed #f00b;
-webkit-column--rule: 1px dashed #f00b;
column-rule: 1px dashed #f00b;
/*表示列與列之間的間距*/
-webkit-column-gap:30px;
-moz-column-gap:30px;
column-gap:30px;
/*表示設置每列的寬度，
但是如果默認的寬度大於你設置的寬度，
則不會起任何效果，
前面三條會影響默認寬度的大小，
可以說默認的寬度就是由前面三項屬性count、rule、gap產生的*/
-webkit-column-width:400px;
-moz-column-width:400px;
column-width:400px;
}
img {
width: 100%;
}
h4 {
-webkit-column-span:all;
column-span:all;
text-align: center;
}
</style>
</head>
<body>
<div class="wrapper">
<h4>CSS3簡介</h4>
<p>
CSS即層疊樣式表（Cascading StyleSheet）。 在網頁製作時採用層疊樣式表技術，可以有效地對頁面的佈局、字體、顏色、背景和其它效果實現更加精確的控制。 只要對相應的代碼做一些簡單的修改，就可以改變同一頁面的不同部分，或者頁數不同的網頁的外觀和格式。CSS3是CSS技術的升級版本，CSS3語言開發是朝着模塊化發展的。以前的規範作爲一個模塊實在是太龐大而且比較複雜，所以，把它分解爲一些小的模塊，更多新的模塊也被加入進來。這些模塊包括： 盒子模型、列表模塊、超鏈接方式 、語言模塊 、背景和邊框 、文字特效 、多欄佈局等。
</p>
<p>1、 CSS3圓角表格 CSS3圓角表格 圓角表格，對應屬性：border-radius。 2、以往對網頁上的文字加特效只能用filter這個屬性，這次CSS3中專門制訂了一個加文字特效的屬性，而且不止加陰影這種效果。對應屬性：font-effect。 3、豐富了對鏈接下劃線的樣式，以往的下劃線都是直線，這次可不一樣了，有波浪線、點線、虛線等等，更可對下劃線的顏色和位置進行任意改變。（還有對應頂線和中橫線的樣式，效果與下劃線類似）對應屬性：text-underline-style，text-underline-color，text-underline-mode，text-underline-position。 4、在文字下點幾個點或打個圈以示重點，CSS3也開始加入了這項功能，這應該在某些特定網頁上很有用。對應屬性：font-emphasize-style和font-emphasize-position。 邊框 border-color:控制邊框顏色，並且有了更大的靈活性，可以產生漸變效果
</p>
<p>
變形(transform)、轉換(transition)和動畫(animation) transform: rotate | scale | skew | translate |matrix; 旋轉rotate、扭曲skew、縮放scale和移動translate以及矩陣變形matrix。 transition主要包含四個屬性值：執行變換的屬性：transition-property,變換延續的時間：transition-duration,在延續時間段，變換的速率變化transition-timing-function,變換延遲時間transition-delay。下面分別來看這四個屬性值 在開始介紹Animation之前我們有必要先來了解一個特殊的東西，那就是"Keyframes",我們把他叫做“關鍵幀”，玩過flash的朋友可能對這個東西並不會陌生。下面我們就一起來看看這個“Keyframes”是什麼東西。前面我們在使用transition製作一個簡單的transition效果時，我們包括了初始屬性和最終屬性，一個開始執行動作時間和一個延續動作時間以及動作的變換速率，其實這些值都是一箇中間值，如果我們要控制的更細一些，比如說我要第一個時間段執行什麼動作，第二個時間段執行什麼動作（換到flash中說，就是第一幀我要執行什麼動作，第二幀我要執行什麼動作），這樣我們用Transition就很難實現了，此時我們也需要這樣的一個“關鍵幀”來控制。那麼CSS3的Animation就是由“keyframes”這個屬性來實現這樣的效果。下面我們一起先來看看Keyframes:
<img 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" alt=""> Keyframes具有其自己的語法規則，他的命名是由"@keyframes"開頭，後面緊接着是這個“動畫的名稱”加上一對花括號“{}”，括號中就是一些不同時間段樣式規則，有點像我們css的樣式寫法一樣。對於一個"@keyframes"中的樣式規則是由多個百分比構成的，如“0%”到"100%"之間，我們可以在這個規則中創建多個百分比，我們分別給每一個百分比中給需要有動畫效果的元素加上不同的屬性，從而讓元素達到一種在不斷變化的效果，比如說移動，改變元素顏色，位置，大小，形狀等，不過有一點需要注意的是，我們可以使用“fromt”“to”來代表一個動畫是從哪開始，到哪結束，也就是說這個 "from"就相當於"0%"而"to"相當於"100%",值得一說的是，其中"0%"不能像別的屬性取值一樣把百分比符號省略，我們在這裏必須加上百分符號（“%”）如果沒有加上的話，我們這個keyframes是無效的，不起任何作用。因爲keyframes的單位只接受百分比值。[2]
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