text-shadow(文字投影),box-shadow(容器投影),border-radius(圆角)这三个属性估计以后用的比较多,记录 一下。目前不支持IE系列(不过可以使用其他方法实现,下文有详细介绍),无语的IE系,只支持Firefox和chrome。

一、除IE之外的text-shadow

Text Shadow :文本的阴影,给文本添加阴影效果

文字阴影的结构顺序为:x 轴偏移,y 轴偏移,模糊,颜色。

设置一个负值的 x 轴偏移将阴影转移到左侧。设置一个负值的 y 轴偏移转将阴影转移到顶部。别忘了,你可以在阴影颜色中应用 RGBA 值。

书写格式:text-shadow:apx bpx cpx #color

  其中a指X轴上的位移,b指Y轴上的位移,c指阴影的宽度,color指阴影的颜色值;ab可为负,c不能为负。

下面我们来简单的演示两个实例说明text-shadow的用法:

实例一(一种阴影)

    .demo01{text-shadow:2px 2px 5px #305999}

实例二(多种阴影)

    .demo02{background:#305999;text-shadow:1px 1px 1px #fff,-1px -1px 1px #fff}

text-shadow效果:

效果是不错,可是让我们头痛的是IE是不支持text-shadow效果,但为了在兼容这一问题,我们只好使用滤镜filter:shadow来处 理(本人不提倡使用滤镜)。filter:shadow滤镜作用与dropshadow类似,也能使用对象产生阴影效果,不同的是shadow可产生渐近 效果,使用阴影更平滑实现。

  滤镜语法:

    E {filter:shadow(Color=颜色值,Direction=数值,Strength=数值)}

   其中E是元素选择器,Color用于设定对象的阴影色;Direction用于设定投影的主向,取值为0即零度(表示向上方向),45为右 上,90为右,135为右下,180为下方,225为左下方,270为左方,315为左上方;Strength就是强度,类似于text-shadow中 的blur值。

  我们先不管IE下的效果了,我个人认为text-shadow运用好了,也能像photoshop一样制作出非常好的效果,下面我这里罗列出一些比较好看的实例以供大家参考

  注:下面所有的Demo需要加上这个公用的样式:

    .demo {
      background: #666666;
      width: 440px;
      padding: 30px;
      font: bold 55px "微软雅黑", "Lucida Grande", "Lucida Sans", Helvetica, Arial, Sans;;
      color: #fff;
      text-transform: uppercase;
    }

  效果一:Glow and Extra Glow effect(也就是NEON effect)

    .demo2 {
      text-shadow: 0 0 20px red;
    }

  CSS中的text-shadow。-LMLPHP

  辉光效果,我们设置比较大的模糊半径来增加其辉光效果,你可以改变不同的模糊半径值来达到不同的效果,当然你也可以同时增加几个不同的半径值,创造多种不同的阴影效果。就如下面的NEON效果。

    .demo3 {
      text-shadow: 0 0 5px #fff, 0 0 10px #fff, 0 0 15px #fff, 0 0 40px #ff00de, 0 0 70px #ff00de;
    }

  CSS中的text-shadow。-LMLPHP

  效果二:Apple Style Effect

    .demo4 {
      color: #000;
      text-shadow: 0 1px 1px #fff;
    }

  CSS中的text-shadow。-LMLPHP

  效果三:Photoshop Emboss Effect

    .demo5 {
      color: #ccc;
      text-shadow: -1px -1px 0 #fff,1px 1px 0 #333,1px 1px 0 #444;
    }

  CSS中的text-shadow。-LMLPHP

  效果二和效果三,我想用photoshop的朋友一定很熟悉,是不是很类似我们 photoshop中的投影和浮雕效果的呀。应用这两个效果大家一定要注意,其模糊值一定要设置为0,使文本不具有任何模糊效果,主要用来增加其质感,你 也可以像photoshop中制作一样,改变不同的投光角度,从而制作出不同的效果,这里我就不举例子了,感兴趣的朋友可以自己尝试一下。

  效果四:Blurytext Effect

    .demo6 {
      color: transparent;
      text-shadow: 0 0 5px #f96;
    }

  CSS中的text-shadow。-LMLPHP

  用text-shadow制作模糊的效果主要要注意一点就是,把文本的前景色设置为透明transparent,如果模糊值越大,其效果越糊 糊;其二,我们不设置任何方向的偏移值。如果结合前面的photoshop emboss效果,可以让你等到不同的效果。提醒一下opera浏览器不支持这个效果。

  我们结合前面的Photoshop Emboss效果,我们可以制作出一个带有模糊的浮雕效果:

    .demo7 {
      color: transparent;
      text-shadow:0 0 6px #F96, -1px -1px #FFF, 1px -1px #444;
    }

  CSS中的text-shadow。-LMLPHP

  效果五:Inset text effect

    .demo8 {
      color: #566F89;
      background: #C5DFF8;
      text-shadow: 1px 1px 0 #E4F1FF;
    }

  CSS中的text-shadow。-LMLPHP

  这种效果需要注意以:文字的前景色要比背景色暗,阴影颜色稍比背景色亮一点点,这一步很重要,如果阴影色太亮看起来会怪,如果太暗将没有效果显示。具体实现可能看看stylizedweb的制作。Inset效果是文本的影子效果,也是常见的一种效果,阴影是同一个小偏移量给人一种微妙的突出效果。

  效果六:Stroke text effect

     .demo9 {
      color: #fff;
      text-shadow: 1px 1px 0 #f96,-1px -1px 0 #f96;
     }

  CSS中的text-shadow。-LMLPHP

  描边效果跟我们在Photoshop相比,我承认效果差很多,出现断点,但有时还是可以试用达到一种特殊的描边效果,其主要运用两个阴影,第一个向左上投影,而第二向右下投影,还需注意,制作描边的阴影效果我们不使用模糊值。

  效果七:3D text effect

    .demo10 {
      color: #fff;
      text-shadow: 1px 1px rgba(197, 223, 248,0.8),2px 2px rgba(197, 223, 248,0.8),3px 3px rgba(197, 223, 248,0.8),

        4px 4px rgba(197, 223, 248,0.8),5px 5px rgba(197, 223, 248,0.8),6px 6px rgba(197, 223, 248,0.8);
    }

  CSS中的text-shadow。-LMLPHP

  我们换过投影方向可以制作出另外一种3D文字效果:

    .demo11 {
      color: #fff;
      text-shadow: -1px -1px rgba(197, 223, 248,0.8),-2px -2px rgba(197, 223, 248,0.8),-3px -3px rgba(197, 223, 248,0.8),

        -4px -4px rgba(197, 223, 248,0.8),-5px -5px rgba(197, 223, 248,0.8),-6px -6px rgba(197, 223, 248,0.8);
    }

  CSS中的text-shadow。-LMLPHP

  3D文字效果运用原理就是像Photoshop一样,我们在文字的下方或上方复制了多个图层,并把每一个层向左上或右下方向移动一个1px距 离,从而制作出3D效果。同时我们层数越多,其越厚重。换成用text-shadow制作就是使用多个阴影,并把阴影色设置相同,给其使用rgba色效果 更佳,如上面的实例。

  效果八:Vintge/Retro text effect:

    .demo11 {
      color: #eee;
      text-shadow: 5px 5px 0 #666, 7px 7px 0 #eee;
    }

  CSS中的text-shadow。-LMLPHP

  Vintage retro这种风格的文字效果是由两个文本阴影合成的,这里需要注意的是:第一个阴影色和背景色相同;文本前景色和第二个阴影色相同

  效果九:Anaglyphic text effect

    .demo13 {
      color: rgba(255, 179, 140,0.5);
      text-shadow: 3px 3px 0 rgba(180,255,0,0.5);
    }

  CSS中的text-shadow。-LMLPHP

  anaglyphic文字效果起到一种补色的效果,从而制作出一种三维效果图。其效果是用css重新使用的文字阴影和文本前景的rgba色组合而成。在文本的前景色和阴影上同时使用rgba色,使底层的文字是通过影子可见。

  上面我主要列出了九个不同效果的实例,当然大家可以改变各种方式制作出一些特殊的效果,也再一次证实CSS3中的text-shadow实力是不浅的,希望大家能喜欢上这个属性,并能更好的使用这个属性。虽然现在IE不支持,但大家不要惧怕使用CSS3,因为我们做前端的迟早都会需要掌握这些新技术的。

、IE下如何实现text-shadow

1、glow滤镜下的文字阴影效果
IE滤镜中有个名叫glow的滤镜,用来实现光晕效果,于是,我们可以用来实现无方向的文字阴影效果。
该滤镜最简单的使用类似下面:
filter:glow(color=black,strength=5);
上面实现的效果就是5像素扩散大小的黑色光晕,效果类似下面(截自IE浏览器):

HTML代码:

    <div class="bg">
      <h1 class="font">空谷寻香觅幽兰</h1>
    </div>

css代码:

  .bg {
     width: 512px;
       height: 140px;
      margin: 1em auto;
    background: rgba(255, 123, 189, 0.59);
    }

  .font {
    margin: 0;
    padding: 1em;
    color: #fff;
    text-shadow: 0 0 5px rgb(0, 0, 0);
    font-size: 36px;
    font-family: "微软雅黑";
    float: left;
    filter: glow(color=black, strength=5);
}

运行结果简要展示(上为chrome,下为IE)

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" 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oX5yfNFbS61FM3KEiyR5bm8nl5FGh6Z/vRA6s34RC4XYgHShfiv/+arMV3Xl/1P9QaN99f/8xsq9limBVQ8tuvpdc9+PBXGZqIgGDcDQoYHm3d5rY67FvTg67d3obOF+0N8jJxLLAjuq4fitcIWl1ZRk51li1EF6jpuDSKqxmowBcP5hNXxAaAmeZMhfqTcGyoqV+YmGEKClWpg/4XnMAH139sWHwC178R6ZfzxtlGg1wqs67iuWNt2x02O1RVIf2u+0ObUaEhO5VLXpffxXXr7TVJPhEBwYWpmRQCjtz13rCLXnCmxGtcfNxNIlEOaDVb4sJMKHeJ0ofFhZkQi0C8S1CUtCKpQH9Wqr9hVgCk5FjbdpgZpQSTFXFz3qnO51Hqj38qn5dXMX+hLWU+eq8ErU41s+7k4JmVoZpIIYQsKE3RQda3fdGzyGyr1MaXr7lEUXQN/+nled4JEdHwl0ninTd+XeKl0T8z224tMswKkA2DKLo+eTlUI8ilXC/aG9Cmi1LOluLFVrMlNTreGGiA1GKpJGh1qtYLo+PDLMG+/kr1jw0xRunDVOrkvi/kz2qgQiOvTiwxCcg2uS2nsNpoLVkCKwjzgJpgQaujpK4oftkXr3QL5vZ94RJF0XXr13lyUCg3Ph3HyolLQ4aADQAzbZki9aflvFzS81/SivlKDyIGicYYQaszh0ZqynYfkJNsiJtDBfAyvCY2xEihZN22q6OSW/7p6bXuK30cMUQXqPKq6PtsBMqPuASWCHkJcxIiohUL/H8MNnmT89tSvNiWMh+xJsO2q/IKQPzm7JIofZhbKc5duU20rXQp7M2M3F9evu8SRdE1+o+xnOcPQalZivy0lS492roNrvGhpi10G+Gn49bRX5XBsSAfv4eqP24p5SFgkGbkHkaUyzX8XneoRhlDIwNwfmc/UqPl8/JSouJk51cUR97r8pdEVuGhuz76RRCKtRRRlJEr24yCVofljtLrV8b3VeqgosWlvl4a5Ukue+vvONjljUFkud3i/kmRsXQCpMuCVqfyN6frfQStTv/MbPzfteXL+9t3oAgYTR5YjVFcriB5XqQQokp75a+iKIrid5e36NSapMhY6TvceuE72ZLFhZlsKfNz4tLgK8yY6Q3zOckGOoZ5Kvzs6u8WMo4UQsZF3q/0kCsaoguUS3GkGE50cDg8aEPHa4MDv1ieIRVUGAMNhlkBUfowlXruyRuiKIrffbQ/w0uDcHZewhxl4CXY118V2vj6Dacois5751FFg8g+fFWVf88VaNjdt1//yAXXHiELDJywmi1BPn4qtXfkLtkAXOlB/OShvv+hpi1ddY1SpNsr0HemBmle5DMsMQlxYSZYLwTQ4cNGB4eH6AJD/QSl758SFZeXMKelePH+xo1oMuqoXCGdj6nt1aFJLo8+ui2J9OjtPz3iNe//dVhZqTPy55fnecP1Vga43tl+9FjbdtRZRenDVOp2qrf87HB0sskcF2ZSuN6jf+zwFrS6cH+9nEGVnHGKaCnTM2jFQC2pZLGcD66/ewaFNCr1yjf/Loqi6PriRKpaA+cgIiDYTf2jg8OloKL4zZvLvRMioquzbIJWp8r+z9uia/TOB6e3lPp6aZD26KhcoazzwQfhtiBTqb1L9g1demN3hpcmxhARY4gI99fL657RD3YZYUej9GGxIUaVl7lz6L7LefN0jY9hVoB1QvUUw0wffl71R7gf1SlWsyU+PEqlNnaP1Vq6PjucPBZ+mVn3G7IKouvO/1mGAkT9M7NVXmbHwKfDLtE1+rfrg6da5bo6Ve0b34jid1d6DGpNqJ9QnWWrzMx32OxwIYN8/JIiYzXz9n847BKdX13cWzBDrQny8cuJS7NbiyRRUHs3S4UdI0Ot3qjyhkIF+fgtmpu7oaa+s3YVYh1psYmG+jMff3X91TLv2BBjZWY+cr/KysgLu08ca9veUbliTdkylCSagkIRdK7JLixJz4ZrifhDftLc3Ph0jHawmi1FlgVoX1LKGYpMqH8VS6iyjBxBq1OFNp4cODUu2TuO+R2D34iiKLpGvpPVf3RUFJ2f9i+aROeB3keQG4BRREtHXzQ3N9lkxt3b8YG8qsjXJJvMMKh5A/dE+XNBHiJv4J4oum691WhQa5IiY+FBd1Su2LeqC+pPE9PksBKtV1zDl3sMag0+a3xM4f56zUwfzYS4f4whghwC10e/0qk1EQHBYbODwv31KnWPfF9d9wfbdWpNfHiU1Wyh/r4f16Kx9tw3ovh/Pz1ZqvyhteN1uUtFdN0f6jAKWl1ufPqL9ob9jRt5BcBMN6ZC/VGdUpiaGRdmUqmLDn389YjTOfLtraunpPZId+l33ny9yQwPsXxeXllGDpb/mqjW03+RPFTX6J2rA93Lu197/90TJV5Swg3dAA6bXfYfvTN2vnffJSVyo/RhyArSymBs/S6v61XqoK7LI4hOmEMj8WJyDyvmLyRv3W4tQtjHrSieXoz2VwSX8pPmLkzMQBqTBj8g2k4vQxl7sK+/Uv1RxOLmIx9p6V5ftRKVqRQBQ3DMFBQKXVaEqlxf9G+gyM9vdv3XXVF03Xp7Zagm2Nefak/d2gXwtgh/9a3pQXN135qedRXPwfDooiy+XhpBq9Pt/pPT+dW5DqMlJsEwKyA6ODwiIFjlldUolwMlm8yq0P3XXJIxMHS8clJROoV2P1RhwkuQrfK4aFVcmEkK+9x4JVWtgcQ77106sNhcolD/cH+9bCTunc7XxIdHaTrOf3nxlwV+3mPqf++1fLUm3F+/aG6uw2Z/ofp5KV89s+7kX4ZdougcmWyM7oe49e6O+WQAJtl1zDBTxhRFflBHsWhubowhAgGQhIjoIB8/SfpDG9+Upd954w1HlDe0DM9na8kSxIjTYhNVau/IpjfIwRJd39+5+EvrTE2iMcYqV2EqOnEq/n3gcG2Ud4guMDo4nGa6jS1EqOdr5L0ufw0K86Ufum6fLvM2BYUivOOw2THNhoR7XcVzGP7lJv0dlSvg/+ISEGHXPzMbF4ugc2yIEcF6aC5uCMUc3Hz/ysx8TF+gMXNu04RgP1BWhNxvkI+f3CsHx1mppN4lA7ddilYyhLCU2WMMbEBk/HDzVlzjhd0nKHwn5VqdDz4+271oEp5yVuv+t357tGZOStbWC8iDoI2Z5lhAGfvW9OD9E40xbuov196M/rHDO1IIkSVeFEXX8PAI3S6V2nvdxVFRFEcvbtCox/4quoY/GTj3qUL94fi3lS491radErwqtc+MmZqIgGBqXaavKGqRlbj9JNEYE+TjlxodHxEQnBabGOzrH6UPw7CQluLFPPaHmYZMXc0PtGNhYoZV0aslaHWaqM1D96WS+htnpdVAZWZ+YWpmW+lSTPmn/hqIKcXxx9YK9UYKJR9YvQk9vXixIHcA0QwyuWbDuPMDSMPt02XeYbODEJ8Z85pHrveVSRlgTHpBtzBVjlN3kpvXH+6vV2Vsf/2PT1jFRL2+V7Zpgn39C1Mz3cZLoPzmwOpNTYW1NNhnbflymDdBq6M2abjb7kpKwTd5jYUMNsCthqlTJrRhctoXPWs1W2JDjBRv+eb6j7m6P90ZlUX7Q0X/FDqZKUIooLT/9tg5p/Z/6ZId/0ghRE7/it9d6Vmp8P1V+WfuiqIo3jiZpkmLTaT2AlEcubLtsNL3FxSNFHRdSZGxyPcgLodeDfwVX6HC1Ex8gWEvC5Ln0UqOcsXwVGqyC6sWFFRm5nfWrqJ6raf+tDOMkqmr96eiT0zaSYqMDfLxM9RLjrxr+E8Hcn1MQaERAcGQ2pbixRjps29V1+HmrZCGvIQ5lZn5kUKINIyBDMDopXVeGkGrQ5yEdMQq9/rDKjhs9or5C+PCTCq15AJTCYpVMTxg7F+dN0/X+EQEBFMBDPqPMD6sd/yOTuS95sanJxpjNPN2n3136PSBvRtXLPxRo372fSRd0xf9yUmRsSXp2W2lSyk+TvdTuV8KlcqE6AIN9W/D678/tMGg1kys+UHSsvsyYmiSG04OLC0m1letbC6qo8YoTHqAWY3Sh7nlWoN9/bGawcBLRJMEubgIzcyCVqeyvUa1Xkjd05Q3jFAm9z/GECGvge6drpdqAYZavQVlDf7ohztDNWNnslOqJoDjHzY7iIo17/62QjM+8gOfwGGzH2ragkpWNIWUzrHS3hItxYvRdIY/UDFoS/Fi/GRN2TKHzd5Zuwrf6heqn8f/VU4iQbqepZ+ZhkyR708T1ioz8+WgvHHlwPXvpFW55PIvTMygmZoOm725qI4epDVly5oKa1HxYqUy/K4L0rJBvHfapgn1E1Cjgp1SXqh+fn3VyjVlyzD0GCsPKR/Q++fvRFHZwZ8bn+6w2ddXrazOsiE7vW5IilJ8cqoOIezC1MxFc3Px5FPTEEL/Q7uO0/YsHZUrqrNsyog8Dd5RBgoERe2/yvbajQefXxroXqT36b4iukb/cfPa714uCRK0OiSKET0gSzO06/iF3Sf61vRQVZLbdX0mn3Oon+Cm/sZAQ5Q+TKU2rjx7Uzafznvvn6EZNZFCCKqtbCnz2xc9SxWZyvIYN/VH54EUr7/9/Z33X1mT5IMLLMvIQTubm/onm8y0VqN5Prh7+Ulzw2YHyervcjpdoiiK9/+7D3MsrmNx5LrWa1SeyY0vv5SWkCPfPhgeGXkwLK0zvnl7mZfGLe6PQWwv2hvIhGNokkOeIQoDjxGEsPT4rJV/6G3opGGi+D7QDKJeeU8FjvUz05api/tTxSfyt6/fcFLUXlBMbkHdDkLPhamZ6Eiymi3FaVlYXEte5MyC5ZXGYF9/TdTmc/ec5PuTQ/eOvI+VcnpofHjUQ6WfMqvjKmoU+ui88caaJJ9kkzncX09LChr8Cwmgvlns6GK3FkETEQpAcKAsIycnLg3DD2jEwjhZFF2u4Wu/ypBKZchaoDpFWfmDhRTe1hQUqvLKevnDYZcouoY/PVnjE+onIGs9PoM6OtSq7HEbn0QRRefIrasDh1orwmaopUJ7DE1DmIuSDW49VhQcS4tNVNSAukbvDHWEa5JNZru1SMqsKtSfLK6ynFQ5iY98/9+fkmy8a/Rv14feu47F4hcnUtUaS0yC4kwQ0XLeu3i4NspbbjqTVwzj1T9SCIGjQLNFqZeCnHoC4b6OyhUvVD+PFmv6rCmcWJaRk580NzU6Hn3gLcWLD6zexF4/M5352Wt+MCBsQ029LKm+Nf/70wcjd64OdBf4eafFJmK0fbLJjHRZlD4s2Nc/IiA43F8PBzncX49kKbqZxjRLjh0jRxfk41eSnt1asmR/40bsytvb0HmsbTsW7FLjvtqnauCmU5RSBRhQXDrHqlzXU3Y3IiBYrhoiB/mVNUk+KPuxxCTEh0fRDoUUaCrLyLFbi0rSsyH6iBcTmL1clpFD0i9NPRqrR/z77+ulQnvpYhcvQysDbb910LH5hernu+oac+PTLTEJlpgEuVFLmoaNUAzeP8jHT6XectklDcGnIRZQ2Bm59bUZpS9dvDOqLPaXHOiv/3uPVI/bVroUFo4qMpXqj8J22aLQhXzz+3qpZvRFe4O7kZP7PJRDflDO1FXXWGRZECmEjEV+bJoZNa+cO1U3Qy0nAFy3X83XRAeHu835UXll1VYaldGh0Q9eQtWpm/ojxkW5DXQjvmhvoIg/qrDIcuOjRBoAn2n5vDyK9VvNFmnu6UwfjVpD25ZNZtcahnlaTJ3vj9KdGEMEnhDDrIAYQ0TIhnN//duPLKQbN0DYeWOgboZaE6UPW5iYQY4kHbGleHFB8jxp0oM8so16vjDSUgkeb/yOYIWg1flafzF0b6zMaPT+55cGfrHcGuvrNbZqwbQ1QR7hCbtFxZfJJjOMnDC+n0jQ6pIiY6ODwxWiOdaOS4sPFGiGzQ4qy8jB5HorNbJ5mR0D178TXaN3Lr2U66Mqe+3G/c/PHaxPmKnBaVhiElRqY0KSD0JMsJQhusBkk1lKDruGPzlV5+tX+tLg5w+kq3Tdv/zLAj9vw6yARXNzaYUwFoUAABcrSURBVL8XqH9JenayyazU3ERjTEl6tpQyGVvEXO1WS01zINRPcFP/hYkZFHuh8GBTYe34aXf3Tts0EQHBSZGxpOl3fyvNb3BbhYT6Cehzlhx/15d9aRoM2FBNiPtjmF2vYk83q9mSEBGNJVeUPgwfH5rMMZaDmqgplBcREIxPVo5DjsXcSudYkc3mFQAzPZnSOT9tpUtptjNSi4I0KrI6LiFshlqTbDLDzZ+oI/CtoKSWmATMMKDHEq7W/saNqEw/0tKNflQcItRPkLxj1/AnA60HLo61jIXoAvF40/MMfcRpqNQ+Vac+HXY5b5ztWvXvl9w9ZNf3X77VGqbWSC+eGfakO7qkxCUc/JP0pl//zoGfrDr52cjYoYbf2xnljc0LrXJjqqH+zCfDztE7lw4slirox26ac+SH7ejYuP+Rj1+eb5gVIO329UaPQa2JCAimTQrP7+w/13MMPcwPjfsjUpcWmzg2iufrN6rk7mt8QFH6MDf1R5juwOpNf9hzUjm41C3yc9qmSY2OD/fXo4kMcXyEEGMMEW5zfgRF8/bdgaKxrQ4mqD8KnA43b8WWohgVrlL7CE+0Jw8VrlG+HR1ta8uX8z7vzPRk6mp+/rDnJOKqGN+PdC5N0YkICEbJZnWWTZqRMF79KV5hNVtQdafcL5eW8Od39mMTEpJI8o5R3JJojKF6wR8ev6NYZzhvvLEyKrBg7/nrD5yiKDpvnKmSMxaL5uaG6AIlV905MrZ7yZPMqnv0MIY39xdpNZA81f9ccurjr7/6+A1K1bqbzCs9wvg8Mw2VoxWJattVSah/W4HbS7ZQUMywg+s6uKMPHx+WRG7qj2ynQKNbZet459rvjreV+spVQMrTS42OL7IsUI5CU/YSu6l/bIgRLWOiODK0Z+vgzVsX5WFNbmcytivLNxde/fXlwVOtkV6acasrOeuLtM2+VV0HVm96ofp5dM+p1N6RTWc+GXZh65snbvW6db4zZPwKgw0AM92Y0t1dlNOP+9b0oASTwiyQm/VVK/OT5ob7693UHwMam4vquuoaUZOOhBtGM0KkaOtXmrcV2XTmk2Hn8JfnX5I9faVyiVd6sIYgQVSSFpuoOIcHV/ZKzasqtbdvYX15qCY1Or4yM78muxAFlwitCHJ+QpqF4BVY0LYW0XZ6AYD3agw0JJvMEyM/+FdqO8LMmRBdYPm8PFvK/KTIWOxzghAT+ifc5BV1O8pOLmwxT6suUv+7A8WIgxNoMugdv9kWPi+s3tw0l1oNyLLSL5qkHezrPzHu31m7Cj16mPGpHAWoVH8ayPHd5S066c/SEGl39U878QWMhDS3Q0qDu6k/ur6xhyUMW0vx4oWJGTB+qpk+MxQ2FSRERKPDi74tMYaIEF0g7dWMPHl0cHhSZCzSV2RBudWLmYZM9c6OEOgjLd2DO/qGdh3HopsKOjGQGeXebuqvf2Z2+by8psJaFFbuW9WFgjyqu6c3f9HeUGRZkBabuOg/b9x8/8ymXB9TUCiCv1bqU5U1CD2flIBV/mHiOWA0GHQ8xhBhlcfA9Sp2dMlPmmu3FuXEpUnJBmxQI08ZMgWFKhcusHnj4hKyqwtv2mq2VMxfSH+2mi3YvTI3Ph2NslZ5OzPErCfKK9IYMLELEzPwVqVzrObQSKX6kxZT9bpy/3oKyr9ob8iNT0+Njp+4o5ag1SlHK7sUlbjx4VHl8/LGqb8cfkGWFYfDIdpKlxamZob765XqDx1Hgb+g1cnrANF549c7f6vI+spTl+W5HWO9vpfHd3tht2TEnd7ZfvTC7hOYy106x4oQkDJjMRFk+20p8/EJ0r72uBz8a3WWDXW66Ap86o86w7jxFHZ1V+6wSnv4HW7eeqxtO6l/REDwQyM/66tWkp+IED9GxNAIYrftFSH6lZn5VLzh5vsLcrkndfc0FdZ21TUWJM9LjY6feA5wn/FWG2rqj7VtP9LSjVlGyh4fNAFZx4+z/u6zM8od5KlSaPwMsrER/LR/C8AII2UBa1ddI5UqFaZmTgytUNeVMtVMvupE9W8uqqMC9sfvW+mm/lI5v1fPFUn0P7l2bexy4AWPO73b/7lArRHkPCqCMIeatkD90RFC6v+bJmx077rWa5yhT1nUtnf/wH/LU0sxuA5nYlz51m2XZCS8fU0Ll286dPrPcuc0/br3Wr5akxQZi1ovulKsPFpLlqBCCZ9RR+UKpNlx/1HoCZMPG9lWurSjckVL8WLlh0VloMo9ZBhmuvEU1N+N8zv7z+/sp4U/hq5M9LsFeSY7RaJJ7rEaIItyrudY35qeNWXL4GXjMUaEYaL6p8UmVsxfqOzxwQYjlZn5cWGmh54D1YCTHborbwkLS9bb0HmoaUtTYS1VbcpjRMcmJ2MMNczMRN+fbBK6jcChpi0YFUl7e2EMhnLi/9gJ/+CmaXv27v79X0n9k01mW8r8psJaNBW7bUhL5ZiI+4/5/q7vh9aPNRBotl2VxP+LE31Xxl2OfHqvfnx9bMPF7iui+Pe3l6k1oX5CSXq2cvGnUH+nU96geHTUJYqi88Hn5w4uS9h51a1Ilbq9ROf3oy5pOvSeFdVHro1/4b3X8tWSQVpX8Rw1M1PJ/6GmLSioxb1Vdo2A/vYdR1q6Yfjpo6EGsQOrN6EdDCtajvgz05anEPmhDVQv7D5B/jvt6kcaPTHqgl2u0MkFlx97BcNnR3QVq2wqTwRUq241W5R5QgqPYElBTzK90u0cwv31SOIdatpC488oNoJTwlm5ZyCkYLQoiqLrs6Oxag26xjbU1NtS5ltiEtzUP9jXH71I+1Z1De7oQ5SMLA154jgcbSX2z6h/ojEGR1QOFFJ+cOT7w81fcPzK1VMdCTMlQ5VojBnbr010ffSLIGXcBm29VrkoHikNeTr01W61JtjXHxP9ehs615Qty0+aG6ILHPP9O/d/NCKKoovyNxEBwbRhwHcjY76/PL/oq4sHl42Nj83/9S2XMhb1Wr68C+ML1c8fWL3pwu4T+PrRfcY3gT5Q+qLiNfQFhteC5hL8FX0DaBZDf4DbBpkMM32Y6qwvdckfbt5KO6nub9yIYQwY81I6x5pojHmo391V17i/cSN66EnTS+dYqSWVqusu7D5xtHUbdds/Xv0xKw2hlRftDdiHdlyF4njfH0OJJ0qk24qks3YV7SLQLcdEEPSICzMVp2VhcEWwr7+b+kMulfUwhPJmkiivr1opdY0pIj8otUQRJEV7UqLi9M/MDvfXx4dHTYz8PMZXJdeYJmJSaRC27qJZ2eLIhWYvjVL9kX+m1Ai2P5Q7kMfd2EdmfUMb93RKjdkxhggsqgz1r5zeW1A1rturou/sYetMTZCPX5Q+rDIzH0F8Q+XWjZUPmfLWVroU38b9jRvJfz/o2IyvDYpBexWjHbCww+9IPpHTsG9VF77DiPjh4zCHRlYtKMDnyFX/zHRjqqe8wS1CkJTCo8rQNu22MdHvRjAERT4dlSsQeCUlgnwo5+HAWVZuS4JaUjf1xzhGq9zPSZm9cVnKCSL1+HgupaDHov/SJogjV7YZIwKCUYFjtxZhp5SJkR/q7H2U23hX3kvyWNt2TChzU3/0slE/akl6trJ5NdjXX6n+1J7qNk5O+fFRQe36qpUYVmE1W2qyCwWtTlN2QmpOcN0+XeYdERDcfeUhl4MshVTRK82EGNssF9eLcZtu6i/Iw5bRLL22fHllZr4x0BDur3fLQAhaXVyYCRvmOGx25MNTouLcan4iAoIxZ4K+UfhaUpQfkX18RfF1bV/0bPuiZym+31xUp3yxQx7yQV9IzbyCjEfs/8ww04Gp6/aikK6yuoYGHhA12YUPVX88RZWZ+SioIJk2BhpUam9fPx8E0+3WovZFz2JDEvKXKQ5jNVuSImPd1D/Ixw+FlVTJlxabmBodH6ILfNT64wefZNrWBt69YVaASm1c98YH53ZKDmxcmCnGEIGtECfG/cP99Rg2iTDXow6kDMjkJ811U3/4yLhdyjuWlzBHSkgo1B9Tzx4qUnfl7XxpWB6SnwqZQ2QGpTVGJJmV2o36KPrcpVOVdt8d/WOHN6Z0YJBRa8mSwtTMcTM+bVK+XbnpLopqJlYf5SfNxWtol4KyjJzU6Hg39UfcH+sYW8r8wtRMVGpZzZacuDQ6Sn7SXGXBFaYQun1jiywL8hLmVC0oKLIssKXMT4mKo/mD1BSCr81Do2oM87SYikkPmH+5ruI5avSl7U2UxIdHQX9To+Ojg8PdlFe5+VRKVJwpKFQa++Nldpy96XTdfrPeiE1U3Lxmyli2L3oWUfgx9f/Bhtixbq+r3fJgSKj/xMjPxAuHNLcUL0bECSFvS0xC7KbTpw/s3b1n7+5N9VnY/+TfP5RrWD7c4aXBnuCYr/l49VdunOmm/nS74sJMyr3RQ/0EabDohMiPQ9HeRYegAQzw3En1BLcxq86br9cbkc9IiYpz0+4YQwSq4AWtDtF/eZN30XX/wuYkH8zQbi1ZIlkmr4rf3B17B+XAVEFuzMZqYKLvLyhqnNJiE6UG4Anqn580t3xeHr5XlpgE6oYT5DYL/CRKHxYfHoUj0m3EFxWTqcL99ZFCCP338cNTx3bR4RUAM9342ae8YXbu2vLlkl5MfhyC462vpSfoz/se9ZpxO6kOX941tmVgc1Hd0dZtqARVRn4MswLG1P+jg5M+h6vdag3m0XfVNdLaYjKXr+wGkG6CV2D6isPnrj9QjNeUf914JVU92XABxeJhYMYN0vkxkx7uDhSj0bqjcoWyPl05d5NCPbEhRjQ9zUjqkDfalPbOpLlJgry1r/io7V/GbSIvbbGAFrOFiRnBvv7RG/8gj1ZyjQ7/JPssylc7eqFZHuwqaHWqmQUvXZbt10+2p+N4br3XM0djDo0sTstSVhk99Yef8XCmQv2RlpR265Z3ZXGOfPtEExEez1u/KvYVtLrc+PS15cspN4tzgAVKNMYoIz9wDOGY65+ZDecuUgiRRveMrT8+3KGI4ZJdmcwdoBZWBEzs1qKEiOhIISTZZJ6R+8uL9xQmYOR6X5k37SQzmfiSMqSmf2b2xKyvOTQSTQ/wiIN8/GIMEcG+/sq4P016UC5r6L61L3rWbi0a24ZTabqcD64PHl6e5IPJaDhtqfPLq6Lv469HHmLfxn65Rv/x1fXzByqNqdHxtNZx2Oxjunzxq9EvTqSqNUmRsfpnZivHQAlyn7P+mdmU06ZlJXZYhIceG2IcF/d3XupQS3sS0P7PviZpZh++CbgcGi1FK07lX82hkdiSM8YQgbGvOA0alUFniK4L3ByWfmb6MBWRH5TBOWz2kvRsjE3WeGmUD1J0cDhak6BKJFWxIcbU6Hg88wgaYH56ojHGMCuA9AjRjHB/PfQOO/EqIz84gbXlyxXDI50jN6+d3ZYuyNuPWM0Wu7UoP2kupSKkaRPOkZvXhk6/JFUQlqRnry1f/qN26L4rb2zZK+/9guDywsSMKH2YFOJwfX/n4uHyUA2G8rcUL0Zp/w8Gl871HCP1N8wKUNleuyu6Ru9/fm5buiAPH63OshVZFlQtKMAGAzSTR7XtqlQUX2kUtDoakqpcMDUV1lZn2YJ8/FQzwxa1nTp77dbIyMiDm9cG5W0AcP/zk+aihInKT1F1Q59muL8en5fyU4sLMyHwYpXnIaOEl0wIUZKejbxFTlwadk2wmi3FaVmYeVc+L4/2CqUUN6WI5K6LpYffOEXnjCgTFbBG6cNgdIssC4osC0rnWHE45YRn/JNV7vWlvAJRPi9vYWIGnUllZj59nbBnEcf9mWnFFGV9h3YdP9a2fX3VSlTg4UlDpQ0es5rsQnrSClMz8eRAlJEHrs6yYZcryvgVWRaQUmMLVmiBQ7Hp7tdy+Q32pSpMzUw2mRNzq4WZY7LVUrx4Q009bdjbVdeI/XLt1qK4MFOyyQyfLtxfj4zC0dZtP7Z3nzqcsdsB+oBQOWOJSTAkLcT5BPv60wbCkzkEgvJ9a3rWVTxXnWUzBhpUKQUFft5xYaaEiOi8hDkdlSuai+owFglVrZ21q5oKa+UonM8MtQbTnossC7BPPZVLoZHCKu1zkL5iz96NKxbG6X2UokzjEJoKa6lalKbsQXwh1spxQ0iuEmh8O9q6jQ7d374Di0UMBESPhUPeekEJLqqrrpFKcbARIy6ZdmGzKkpUg3z8qrNsrSVLUK+5pmxZWUYOpLypsLaleHFzUd2asmUoTsPvL1Q/T43cys3mHDZ7W+lS/BccEZVCL9obcD7KSmKO+DPTjSmt+KRGKizzqcwOtZtNhbV4vJVbJ7YUL+6oXIEnDf8FL8bv9DRiTJBDnh83sWrlXM+xw81bOypXYJOplKg46BF1CfSt6Tnauo3aDjByAJ5yTlxadZYNzVBP/AxTARJqgQAJcVJkLARoXcVzmHgz+YXF0K7j6MLFW6F2ky5N2Sd8YPWmg47NyBJjDJEgzwJS9hbQ5wVHvjA1Uxlvqc6yLUzMgLsNm4EGbCoVxQU+VKZpSyx8cGRx+9b0TJwpBFuF16Di/mjrNvTiotVjf+NG9Iscbt6Kfm/8XPkh4s8YHYjUBbWVnes5hmIwnBtqhallF78fdGzet6oL4Ii98uaO/e078OaYEnrQsflIS7fyBKgbAP0BLP3MdGNKu73O7+w/0tINvUZDzf7GjUdbt9FsGTwn+KcjLd1HWropYEKvOdS0BQ+n8kGFuuHBe6h0UulRR+WKqgUFufHpcNYOOjZTPyfaONH2iWA9TXEhkfrne3aU64Dehs7mojosWdoXPYt9VH6wmuihb6gsqMXZ9sqDKKg3lcCnMPHFE6c7HG7e+kL18+Xz8ijrCwWnand8BLh1SstxtHUb5A990b0T5iUocburCNbhfx1r2w5zTr21xNCu49SOSz9RNpPT65V5F2Vmm7IyGDNF34R35EFS6PJVdnHjbZXHpb9Sz/A7im526gFm6WemG1M96QEhhYOOzXiuMMbgD3tOuj26f9hz0u0xxgYjbg8ezXojmXtMMlZZgUOyRSowEdobEg7moaYtk8z0TuY+UCMCppxS0+kTLyzcLq13/DQkN8harC1fDlf6Mf299LbwkWGPybHFzb+r6EOm/+iGmzLic/zDnpMPtXZu7/CoC5kkiEdRy67yYu/K00cec7t+EqbsKWOYSfIUprxB65/KY3ZXEXiBUXnM690E6OcY1kjyikAEtrh64rdCwGSSl4aVB3K8jy8qRXgEa6x9q7pgZfE7KeZD/+M/+ZH9hNKJ+wzPfeLnyALNeCZTrf5fyw/b07rgu/I4tsmcxhS4b3fHj7yesrci2zYZk3l+Zz+MBE3S/pdTzH/Fc2aYn5WnoP5PnekmAT/h+fyot5r8i1k6Geb/PzxR/RmGYRhWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTYfVnGIbxRFj9GYZhPBFWf4ZhGE+E1Z9hGMYTuXzvyv8DyrvnG4px8kIAAAAASUVORK5CYII=" alt="" />

不足:
1. 虽然IE浏览器的glow光晕滤镜可以实现勉强可以称为的文字阴影效果,但是其效果相比原生的text-shadow属性就是玄彬和郭德纲的区别,并且对不同颜色的支持效果大相径庭,可以看到不仅光晕颜色不纯(杂色丛生),且文字边缘也有不和谐的黑色糙边,让人不仅感叹:你能不能再丑一点。

2. 既然是光晕滤镜,就决定了此方法实现的文字阴影效果是无方向性的,就四周均匀扩散性质的。这是该方法一个较大的局限性。

2、MotionBlur滤镜下的文字阴影效果

  IE滤镜中有个名叫MotionBlur的滤镜,用术语称呼其为“动感模糊滤镜”。该滤镜使用的示例如下:

  filter:progid:DXImageTransform.Microsoft.MotionBlur(strength=5, direction=145);

    用中文释义就是:145度方向上5像是大小的动感模糊。

HTML代码:

           <div class="bg">
      <h1 class="font">空谷寻香觅幽兰</h1>
   </div>

CSS代码:

        .bg {
    width: 512px;
    height: 140px;
    margin: 1em auto;
    background: rgba(255, 123, 189, 0.59);
    }

  .font {
    margin: 0;
    padding: 1em;
    color: #fff;
    font-size: 36px;
    font-family: "微软雅黑";
    text-shadow: 1px 1px 5px #fff;
    filter: progid:DXImageTransform.Microsoft.MotionBlur(strength=5, direction=145);
    float: left;
    }

运行结果简要展示(上为chrome,下为IE):  

    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" 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" alt="" />

不足:
1. MotionBlur滤镜虽然有了方向性,也可以设定大小,但是,其模糊出来的投影颜色却只能是文字本身的颜色。也就是说,单单一个标签,一个滤镜是无法实现类似于文字白色,投影黑色这种效果的。但是,这种先天性的不足也是可以通过某些手段修复的。

2. 此滤镜在应用动感模糊的同时本身也被模糊了,相对于挖自己身上的肉填饱自己饥饿的肚子。这种实现效果显然是会大打折扣的,正所谓人比人,气死人啊。两者的效果差距可以赶上凤姐和志玲姐的差距了。然而,通过某些小手段,我们也可以让MotionBlur滤镜下的文字阴影效果爷变得很赞,这就是下面一节的内容。

3、MotionBlur滤镜下文字阴影效果进一步优化

效果实现的原理是两端一模一样的文字相互重叠,背后的文字动感模糊,前面的文字就是很纯洁的文字了。

  filter: progid:DXImageTransform.Microsoft.MotionBlur(strength=5, direction=145);

考虑到不同IE浏览器下的兼容性问题,作为阴影效果的文字标签需要使用block水平的标签,且需要在IE6/IE7浏览器下haslayout。另外,这里的文字重叠是借助了absolute绝对定位元素的无高度性和无宽度性实现的

HTML代码:

    <div class="bg">
      <h4 class="font"><span class="text">空谷寻香觅幽兰</span><div class="sh">空谷寻香觅幽兰</div></h4>
    </div>

CSS代码:   
    .bg {
      width: 512px;
      height: 140px;
      margin: 1em auto;
      background: rgba(255, 123, 189, 0.59);
    }

    .font {
      margin: 0;
      padding: 1em;
      font-size: 36px;
      font-family: "微软雅黑";
    }

    .text {
      color: #fff;
      position: absolute;
      }

    .sh {
      color: #000;
      text-shadow: 1px 1px 5px #000;
      filter: progid:DXImageTransform.Microsoft.MotionBlur(strength=5, direction=145);
      *zoom: 1;
      }

运行结果简要展示(上为chrome,下为IE): 

    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tFTA/6TT3cyMhMYMJXWkDzAfmDavKN1pkmSmRk5nQ6E7hR29UEE4uujTF1nFJ6hkZGaKv0TgdVl+tY9zGq5jHRD+1PvtE6VYN3R4ol96uJozdbZ5ooAbw8OedJT+qSVG2SqkXrDE5c1eMlGi+FgU260YaZ1Lh2Sn9tfpByqw0Ef1bJ+iWw9qVdgst1pBst4jqCvU+wTFQl+I7tKUOWZthmmH92NQME8lvzu9ofHNxt0o0BK5pvsx8Yvdpx4d7EnS5l46iika3xHyAIguQj5oGG8Tudwlr8QuuElqBZWV9b1qq1g3hBzaCwFi+vJ6max2T1RMECiCXkI6L+pnO3Rm+2LrROLBNVTzkOcDL8bNKzSTeuW+Jgm3awalTUt1ButXEf9M82U22YSSdWaDOXDg7z/mAaQfIuOvtGy2wzFaTu7bKsq+Q5Qxeb0y5ylReAtLZztpkaHlbmea632z+Q57l2Fd5NqnaNPB8eVgIiIzNvJERQ2DCT7KqjyM8Z9i8Kw5urmZ3M1s4Z6UOp7GYyk0mksvvlBWU/FV+PJeMb6M1W+ffTT36QqVPMeY2rw0qQi3laXt+Kl3ZZVg9OrPfulkW/5rjXM9NEmWuh8mfL0ZKcZ/52x2wz1d4nCAT2EARBCgkr5iH+Sj33Qb+ph5ugak4HZF5LwnmeK+7KIgiCHGwl3fbABE/XyVx0bpYeSdwIPjOKRvLkQ/uxyM+doasNtG80a+BdStvp5+8QrjVMN5DsfYJYEkGQ4pNYKCydA3UG4EOC3iC+PJbDuse27bCsCarG3icQdM/4VxLLOt7oxZqxW+2KRrINM2nkgKUo6+6rxV6upd7umG4gmXq4XqE3lUeQnZXABM89IFojz4NTKLgAQD40fm/7Pxd4U/OxQ1QyhRX1uVuDVx5zH/RPN7A1luSRggoZ70THTBPF0T/lG5QG5cHNPIIgSDGfXDYuLvZ2M+71jN2acKURBMkvUVvBYeZUDd7eJ9gYU+d5ruKU/9mkZ5vhSgS2iwiC5NNBLptd1cerxsrrSfoulh8vi4zMuMZcidJJ5Mr0F7clvgKC5CPMAVk90T0g2qQbQZHq+uiCsZvDrxZYfdmDnZC+E7vYRouMzPyo/XNMS/I3sX9gn7uUCcdT3nBM6VhX2NCSgpjCviK3BIU6p76UsnJ0O4EgCIJkrGwlmWthK/1TmqjUtK6wrU1bwxKDe3LeypkxsxQ2jso7Nb/+FvuDl7bHtvnxMpGgfOsV18tud8w0UYzdnJkBVxpBECQfZeJKcX+aJ4sgSGHTT+vHffWIertD0Uj242U5puX01vg7cWiXZfXb0dux3bXJcU4Vx5MprSiT5261fdYr7u4Q1xGOAmX7Psm5W71fVtNmQTC+GGXcbfvsG9KNFkUjWdvBdC2Vz4cKu8vSiQBenmNagP2/l0ZeiaJPF0LZeV9C5VqbtkalpojUGBLrnbw59bhITmSLCXQxgaEgcbU0iZmt8K4VEQTJOsSTg9SpoQkFiaunS+36tT30KudjS3SqCytMUDWw+AvyAfIe7J+0xA+LCIIU87k15xiedKMFqN9qR+u7kGLaNtvZIqsnenBiUIibpGrDw4agI4um6xR31r0SnXs5vjxPHLhcB275rRj+xph6n+ssTvlfCgN5+XI6fYAgB1sOg6WFKq8nKRrJmg6GCytcIc0mqJooURcsxa4LiTlM1Z8vVT9SJwsIUkgExgiGLjYoMXs26XnKccQoi1YMX9U8pmwcnW8dt2Em18jzB2+K/KBxf7B/XCaqAnj5z4j7G/5ytv2daDHtCmkWpBWtkecjIzNOrFBFd6WB9HNOhb20+d+3qpz7CILsL8uIjHs9YLvqx8tCBIUHJzZ2c+Zbx1XNY4ttNBtmMlpObz9h51ei4D53Kb3gdGKFkw/nwvtIMe1RPqwbu9UurycZutiLbTSN2GKnEkE6qaiO5osWEeQgyhrCPOB7PabZzlZZPdGFFb4xwfRb8dIm3Wiylm7IkLgRe7m2t8MBgoXrM50t528TlKsIUtwKW2WN+lKMf9879fGVxnP9dvD/xQ2ML6q6/s4IZbKrGuV8DR49+k6pm3nVWHMPL0MzgLUHtHZ4Zo7tgAT/N4TjjnH63xz/98f/Uz61Kof2h3ygvAf7g7tpeT2JU9XPvNfLfdAvqqPZnJtoqDhroNMuPqTf7V5so0WJqj227YDv3mVZN8bUfrxMN6YJZ48FKQrpoJhI+rJ6/E7nbDM1SlSBbB+QCXOgj6cD4TWWyokVGrrYxm6Oo38qPKxMjeu2GeYkVRuylWJQhZh+4sLdrr/fH7hcJ9MkigiC5MPWfpK5h7dKngPlCE85jgRVA46ClwjTK6RZkKh+emsMIk67LGtqXLdKnkNzfs5O+zmd82P4yzXSjZZ3t/8qeQ6ofxa3uAxcV4hrHp8n21D7Y7/oBkvB/rqKxrvVLqob0nYwnVihFydxD4gc/VP2PoF7QBQZmUlStaejFt9LI4Upf5YW3UIQJJ8JyKWTg1QebkxMoM+M8vQMqZM3Z+fOGhlyLU2imRBrJsQ62rwvsLKql8mJs77SsXs+Y552djJBws8JM74SBVPjujlTuewhpr7z759PmHMIgiA5t/RiTev5AXt5aUAK5RubfQ/33y5802/fQRAE2QmMPur9srqb6C5FpvKJQKx0ERKzt4evN6qax+IUdfGY/Q/47m25N0vVLBNVwSG5Hy/z42UenNiK4Zt6uMZujrGbY+rh2jCT5h7eXAtV+nhEXEcAR1PqdroVwzd2c1TNY8JaPL96QFiLn2uBe3/Ih8vvbX9QZ7tEmDb1cMH3R1THNbt3yzU1GRepp+vv94lfN4vrCDbMJGgCA9JaMjRDeFhp7uFNN7B19s3jYepi2rZQ36JqHlsmqsBmHHyf8zxXlmZYI88vEaaDQ/IoUZWganZZVuDNkCiyXVJDQF71YPh6I/Ner6huSFYvCSSKCIIUd4KWPiJYAMAdwAHf/YRj32Pb9ti2Jxz74Zu+1eChd32pTVAPld7cTme336XQN725lcpmEuWrgcSMf7v+xr0/IouCo1fQzuEJxw7OJ7YZ5hhl0TVmXCupf8Pc9U3Vny+No3t/G/6j//7PGPk6MOZuSLPY3jfTRAE7/SRVu8Uw5ZiWJxx7nud6LvCebm7xvTTybNKzSg6V0neQfDaeSMUTmY1kNpHeTGa2UhmQsrX5A9LZRDq9kdw9yp9Z9o+TvDgJCL8cf2nA/jPmsv3XZz/562S0gCAIsq5s7f6iqqHJWi6xynvxmlIW6b6b9j8fzYOoT3SB+MWD1vN35MHy4+37dI7SRdiYuYy5+FD6eGSNPA/ubI7szzAnjtkfHKH7BqVenAQA/tmJFRq7OdoOJsDQxbb3CVxYoaWXp26nKxtH5fWkmSaKoYsdwMtT4zpof8gHyO9t/5fCwFOOIzWui4zM2PsEi3hdtLyR311aFD+sHbraQPume7qB5OifAudyIDnvlSh4yHdvMUxRosrUwxXVDfF53syxcPaugyt9POLHy0BTBPT7nGNasuUGkDss6yHf/Vzg3WPbVtiOWEmRCSvm4cj1JkHNoK6T6cIK7X0C9ZBmFfzXXMiKHzJ0sSMjM9sM87NJD2ghcEZXifLCE9gKJHIbsQ1PaFVlWZVb39bqJ6awr8jMYYkhINTaOCo50VlWW84/cId+t9veJ3jCsb8xvoR2uXgpDDyb9GwxTBFJIAGe+f6adaCBcK2h+4sqvqtsfwf54v/6z/t/ushbOKpiXZkTaRpHrRh+ZGQmQzM85TheCHxva2wHjmT9+HJ1xH5AfuEe4VqDqG7I0MW2YSatZLmjm6PtYGo6GPoulqWXZ+nlmXt4mg4GrxprLZ0H58OMWsa9HmM353Qh27fipfSEXiWNliI1a+oh6z6CIMi2lfPx1dqPr9LMpWz+vGvixj8pSjn3+06hBBz3bruwF2s+vvJNjbZ8dJAx1V8YLd8AJVRX+y/VyOtJcYr6pTCAvmWg6WlqXAcOaZYI0yGC4o2gdwYAcEsHEq7ALZQLK/TiJJGRmQRVs8Oy/sKucxDIb8HvnfEJdqxPOPYEVROdjYCDXCSf8jLGKLfaaN90C2vxmg4GaDlwoqsiyDR/wrGvkeeN3Rx+9UB/k9iN1m7FjcJavBMr3GKY0FxP0NgSAPr0gr+wzvGug5uHQtY33kP8unnyIQ5E+UG1lHtANEt3bJSWh2xExFpso/kGpUmqdp/rPLttAHrbscUwoQn4kZGZt5X7rpBmvTiJb2m3uJNe1s7Q67QbCIIU8tmgba6nQfp4JDgkB2fLb3xEcMZwyHdv0o2rc6WChuKOX9PVRr/bza8eGL/TOY3m+ztp9/90sf3C3bFb7XNzK+V8HQTJJ1Z0Sl0fydDF9uNl66MLWwwTuOs6kbT+WhJ+wrFbMT60v4Lk3M2hqw2KRjI4vdBa0khxN2mem+/CiesI863j5h4eiClJHg2XawH2g5Sv8VfqZ5upSaoWKBjlW/FShmaYRe1f/sl5513++MZ6uvTvC0H5l+f/8k/Tpb1/YXu7/FkolH7K7tdjLv/zX8hH9r82cLlO0UhOUDXowgMuI2hdB27y8jxXnuc64Lt/Ns8F3sKUv9IGVED+UXgP9n826ckxfXF/roggSHFzdUEmvo+ZuNMFeg8sttE8OPH66MI2w/yU4zjx9QPlrGvkeXOPXD9rnHvcWP+3jilzuoAgu45JyaNhV9n+yKkxKWAxAOqPldUfoGNHb7aCXX+UqNplWV8IfOCA194nUExY18v57Lthk4VANHSxlwjTqXHdU46jMOV/Y0eEn2r/ZaLK0T/lCB51HiqkNMyPLvVfqmHe611so4WHlXtsG1i9TngE5Cnuc51JqnXVD3pSFDddM+LbHcx7vfJ6krqdrmgka8udHpCosueLB+N3OmX1xOkGkoiqX0GLYhEEQQoH8aUl9ZyFSDH38EIEBWhsd7zo97UkvMe2Gbu9aJ6l8C8lmfrxMhdWaPaha0pxy6XQPx4x9/DCw8oQQaFqHrOX7R8YvYK9XKtsHD2uYPRDkqUZ5qWlkwsk6TJtlURe2I+vlHo/FVanqh98dOnq/19OL913Dffa9xEEKaSis/SBq6qV0qLhYH506da/XqA50Lj/DdxXj07Y/xfy/alRObDFP+QD533YXxvbPCgWd9PrWrOlhcqvHpi400W93UG/2w2y++19Aj9eBm6uj8dbA3g5CN87GMZSvCgX1fc+aP70NubiQ+a93rkWKkgiPB1j/U4ceiHw7bCsKwJ3HAg9t2zBNY/dahfW4vVdrMjIDKhsAj7dY9tWyXOWXp6kd84XR/eg+bTLaMYTNB0MD068Sp7L0gxgg4wuA4BvxUugPBXE4jfpxi2GaYdlfcKxo2NbUHJMS3hYqUIPOQvLqsufN527BbKY5nCqZa15bWQmTlFv0o0H5fuhUidRgXeHZY0JXaVbmXzKxxwkXGsg3Whh3utVNo6ae3i6TmZwA0GQ4m48YBsbJN1oEdUNLbbRZpooEz2SBSFDsBA/sctGEAQpFA+SgRh57sRYhdP2l356e/Rmq7Gbk6Rqo0TVUWJl2jHT2DbTRAkRFKCdn6N/ylNK0MkHx26CorMMzXDi/fpOHNqkGxdQ+6+p/v1PzRqvf6HrXvVVOai8LawvUs7d7Pz8fsMnmnLOj5vyT3/oGubyr33V9tk3LEuutMyQaps/vd386e0p19Gp79n2//4njuUBkbd9rnOb4crJ7FmaYYth2mPbfsVRORDIr8572ftH9qYtMcqiFyfRTOgj2YOTCXM/+vMDSSUDVJKwFq9up4Obhqccx/EY6/HASFwVzRURBEEOVvTih7WDVx6P3WqXPh4BuZs5pmWf68zzXPtc5w7LGqeonVih9PHIyPUxkWbluB/zO8kVs9bOkHow/ChRBaQMckzBRJc8z4WexALAKfHb7B/Ay8WGsv333Zw/nm/+9PbozVbBqAmsVYdRm6eL7RuUgiNEtLnpJt0Rs64/KSIIcpC1zkruSMO5/O6yXeevZuAAABi9SURBVEvGk260TD7EgQzOOYaUe7Wh72JN38Wa4euN/OqBmSaKuEcFcvULKRvrm0c0VfSom9F+IiicdHRzVkizOz9mf9mFu7RvukHMLUpUBcsZS3k3G3Q9WyJMg9s4P17mLdt/iXqbcK1hoXVik248ERM/Zf/ZT//Hv135l789+OhS2elpc9Olrr/fH7nehPvKUM7399D/13/e/ONnLedvd91fXAWfjoi0/5Mb2Mu1Q1cb0ILnxNxb7Y/Gf0DfJHDCD96+t7HLsoKSjhDdvLx+gBT21maUjv6pyMjMFsP0XOCFEX/Ih8n7ifyALPjIyIx7QGQla5atvrBMF+TMeHGS4JA8PKwMDslNPVzUIwc+ObuqT9k4asXwQXjB2M1Rt9MXWicWWic0HQxH/9QyUZWe0IMICVAVGvp/ynGkxp0rvm0Qa4rOuJL7O+u2hem2NtxXj1j3MQutE+4BUYigQAuvwsNK36BU18nkYmf96QKC5JbEYu0aWjKL/uymjEZwGPBC4H2+GNo61mUTHPMe520TXTyTiyo0jWXfL2/pZfWRFFLf3rFj7WLC6yVylomqHablgOfe5zq3VJHUZhFBDrY8LjeBKa8njd+ZDpef41uT0AtvWEYLSfXov/zt7n9UjY3NB5YjLnybqG7I+FPs7+ifytIMAbwJ7f2QVt29+cfPBq88XmyjxSnqLYbJgxP/HPuvL1z/w7n7f7rY2KQBn4i0rqvm4yvYy7W0b7pJN0yllqj7Xt5/fNF47ubglcfl1P64/vFXnZ/fJ99oHb/TOef9cfu/loQL89HcYhC8iavyUtlXVGo6g7DE6Jf5kkcbhHxSJ7P08lbJc2BiBAwBQT5A3oP9QeL8DssKRryukedXyXNgIFRwSB4iKMLDSj9epm6nl6MESN7Dw331iPugX9fJBDkVph6utoMJev54cRLQ1RnNVEHQESsC7w7LmlaFkrtFBCluLzn0Pfjh6/PLqFULhR+57Thm+px3augu2RjJlVqb+WfNzVT3gAi1/+HiCpjocribPp7HedSWLp19Y67nVjKT3kEfaj+zHkvGNjIbyWwynU2ks4lUNpHKJtIJj3G1ZP/IZiR3eLCdcXmjNLm9TwAKtdhVynBZcfYr9cx7vbPNVFMP19DFRhdLXSfThpm0Yviy+qPeyNw/fVnz8RWQa0v7pptXjVU0ki29vBXS7I9GflD7p8Z1Lqx7/XhdcWE76TY42GwvTrI+umDvE/wc+8fU1R9dbjzXoF0C4T633prLp3xmbAP9bvfQVSNa6yv62/XuL6rIg6VmcpmAKxwL2Uf7KLfaxm61K1H7vz3y81oSLigj2ZXc26q+fuTnaH09yJg00P6QD5nf2/7omFk0doHWK0VGZkCOXXhY6cVJlI2jjnjZ/s7xR3+9Rr7ROt867sVJ0Lw6L04SHlbGKWp07Cr6QOVx28HU8nYRKT6JLQWZMnU7XVZPHL0pDZU3yMn5+5RbbYpGsqN/6vjeH/SkNHZzTIHyjq4Q0/Xd//p/f1r3l2uYB8Nq2fT8g/7ZE/bnu3fLPZbBkhYeVga51qhJ7+nmgHIzJ1YIOmgeP/U1dnOomnJX/30X54+fdX5+n3UfM9NEUTSSQRd+UJd7tPeX+XMMU4yyuESYBkcjjv6pYz3vNsyffTN0tUHyaNiGmfQNSlHAmYoNMzn50I7umqf+86vuL6rAbZC5h+fonwJt8XNMy4lZZm+zv71PEKeozcxwuQ7gaAXYsskc3ZzwsNKGmfQexf1vgbh/lmb4UftX/flSHc65iyAIkg/TqhuHQN+1nVUlve0z7fFa35bzTXqwtue8k+fwYH3Lr+gkNY+mXKj9vz6d84O+OpCTlpO5Y5RF0C0V5HSegRcnsWL4C60TkkfDkw9xgppBsHZC+0M+ZN7nXF+wPQclS3me6ynHAcLiIFvGiuG70b2/c7zp3C3WfQxoCAxS8QDPJj0gGeZEisVrSfiFIJrdPcwtR9cEs6Bi09zDU7fTWfeVqP0Tqqug2b25h7dEmD5u/wBerm6na8rtAZC12a//96eP/noNf6WeU9UvriMoGsm6TiYYCPw2+4cICpty7RApdRkCEjd2c/x42TJRdYb9u/5+n1PVr26nazuYcy3U2WaqrpPpwYljlMVdlhVEfkBpEvgjSap2fXRB26Evp0nGdR9dar9wl3UfY+zmAOmj+Aalxm4OAy0q3vdMfXyVcK1hvnUcGB+8EYd898s3Dcl5o/2tGP4yUXXUWhn9WVOB3B4PTmzp5fnK/z0xd3voagPI+ESzp8BDnI78fPUvrZYkgiBI3sMdPH+n9uO62fKUmLjCWM75cbP+8ElTqSwsHxr/pvbjqw8G7KVAVO4H1V7Yy7Vn2x90Tn13+9v7BLpOpqp5TF5Pmm4gqdvp7gFRjLII7Q/5YHn/U91PDPEA35PnAm8AL/ei9nfROy7cE9bil4mqwpT/Xf5sae/PsWdohhXSLPgOhwgK36BU0biINoWOKz59/Lfr1Nsd2g5mcEh+3P5+vGy2mTrvRe2vuvenL7GXayWPhu19ArBUrJHnMzRDnud6JQq+EgbBuErQlShGWQQjVmyYaWspm7Ow612U32oDhVEBvBwMVFkjz1t6eTQtan83998uYC4+lDwa9uIkUaIKPJ9V8lxqXLfDsuZ5rmd8zwHPBVpR7rKswNS7LKu9z7J8zP6dn9/nVw+ApkagBRBghTTrwgr51TZ07y85d4t6u8OGmdxj24CIAW+s9tpj20w9R/MUlV9Ws6v6rBh+AC93lvNWC4nE09J1UzSdu8V90A+GfwXKZznJxRri180zTRRwtLDPdaLxpVOnvmoqSNUvBJR3O0eHRNp5ezj3w8Z1CILsO8jdWtDaKO8cb7+HoVCURvPJogEEQTaUf++/VHOG/Z9yHCBbF6zfPwqo8wIttV1YoQcnDhEUMcriFsMEPhvQ/pAPkPdv/zfyK9ofzDyJU9SgjUFqXGfqMaJK2FB+3n7h7lQNPkRQgIZCKDmmxYMTozMRkfW5x3+7Pn6n04rhbzFMzyY9oIIM9EJAjgW10Ioh0Bx0jTxvJDoSZVkV0y5jR7+uk7lMVIEq0DzPFSWqREc5P56pj6+ABg/HH6gw5S+WB4Z8KzqabA5Sy78Th/I8lxOL2j8XXtA5tKag2bXmWtrwRE6w5loKmpd3yvaXnr8N8nbyPNfZqnotCT/lOJxYf6mMNuefv9Umqyc6+qfsfRY0NWpJY0Ht/+iv1+h3u809PN+gdHn9IBNwmAhjE3e6JrihAwTJ+bUxymJqXJfnucCVPGn/Uz/5mM84wg+eOIM/Vu1VvpLpqHV+WrF6Ysp8XHG+7+Kb7Q+yPF+JgoUp/3OB9/Dn1nwdvyWFSZ+QD5P/m+2PtsEBiZWHfDeo9nL0o4pENmYuYS4+fKMIClP+ZaLKgsb91xeaP73Nrurz42XPJj0nblbeCOhsscUwObFCo+eornbXwgVZ8CA59ZUomKBqFEbU/l7x376euNP1Li4+/li/zP533tH+30sjB3x3iBDY2NlYEgpUdUOSR8OaDoa9T7A4vVbuHuHHt1vL9leB6+bon1olz/nxMmM3Z7GNJnk0zOGFDxDkIGQC5zdoocapvb9+0gNMv5+wLUy3PCJ+3Uy+0Sp37CDI8S5vtqFSAzukmApZKdjBK49Hb7aSb1DtsR8sC3HFp2970yGQyuH/Wvsf74GD9uQBPWqOKfKn2b/l/G1OVX8AL38u8L7jCwGzyMPDSlmfsxzZQQ68HH71gHtAtMe2/Wb2j+s/utz9RZWgZhDk28QpapT10QUvTiKoOTr1/Un2fy7wboypPTgx6Hyp72KZe3j6Lk15MUFypoF/7i73VVifb79wl/ug34MTpyf0aL9rXSdzSp9CEORgSaPtYFoxfLTlw+lqrz//t89Gp+YXW6+NXG9i3ceI6oakj0fY7Qq316Pq1Ja7vNlH/uv/1yF1BoRD41ceU2938KsHphtIsnoivVWu1cwqy63u4orP3rb3/1VAJ1MWy7ws3yBCIB8O//D2B0fHaHn92ZNUTynyJ0V+5n+G/UEr5gzNYOyWukDngcKGra+O+6Df3ifYZphBmChGWZQf2d/zgdu/KAzssKwbY+oV0mx4WOkeEJl65gNr5e4764v4P372N6yzbP+Fzs/vcx/0+waluywrKKHaYpi8OIkRzAVbNUzV4MGUx+cCL1DnD099Zy/8v/9x618v9F+qEdQMzjZTjd0cK4av6WAIa/E9X+jipVfhHPt//vX6H851/f0+u6pPXk8ChSD2PsFC6wTtm25hOednQ/nF2+L+vxy0z8cm3ZFe8KepGjCg4kTTKgjkvfMe7H9ieuobOeS7j9WFInkXDTg6SlSBYSAA0FBhl2XdlLky5UmqZ5yznbZ/fPqv1R9dJt1oWWyjgWNhFC9OMtNEmfUe2b/5059sf+TY9n+O7liPx/zsEdDMztjNAb0iklSto3+KqUNPfT3iT27Q73a7B0QHfPfPtv9POvV997g/IouCQoqnHMc2wxynqD043VK03N0h5xffvt147ubtkVKwBompW8+XOpXmmJbjK6sLTN/NeVU3WrgP+p1YIWhlCnp8HnV5W5+/9odPGj65Qb/bre1ggrq8KFHlx8u0HczRm6ZyxqeL8S9/rf346ujN1vnWcVAYCMYeeHBiWT0RrfXdmLmM2h+E5l+eau728/q7gdS1LM0QZVmX1w8QBNlb0nu6OV6cJEHV5HkuuABAPhzew1R3dHoqaEwPkgv3uc7jbNKNP8z4nACxYw9ODCZlA0DN8Koykisixc1wZFQQwMvBbK83LgCn7Q+6QZ5V8FX+RWR97ufZH93++wal+i7WYhtttlkVXlpedQTWXEurWrN3Sq2jKY7GlaS0A+ducar60QOGd3yUE/bX/scXzZ/ept/tBhmfxzMUQcYn/S46E/En2P/78lT3pxxHekIf5NrXyvMIimmH4sHD4euNpBst3TQ/mq9Z/dFlzMWH4jqCEysEQ2wc/VNSjGml3Lpt166UNXeaerjbDDO4k0tStRb7Frru3vn3zzsu3ONVY009XPeACCSwurBCTQdj4miyo4f/py9Bkqu2g+non/LgxOD12jCT4jrCkf1VV/ov1Uw3kOKUxRcCL5jDk57Qg6ITUHHytumbP8oSYdo16UmUg2AIghysWpx4WnBIvsUwoYXoEMh75/fu749OT02q3DGFfVVufWPj+xW5xcmbK6eVIPmAnDcwNj8mcE8urMqtaFv8tWlrxLt9JOidaGCCGy5Po31jQ/wT9k9rMBM9hGkSx86dDUsMx8v3l8R6M0thXDra+7eev8OrxgaHfpr9EVkUJOSAOV9RomqJMB3hW1d8qacnklHA7tlM7P2yWvJoeJmoeiHwvfu1PfHSCoVC8eyFDe2AvO+VffYN416P6+32R5NhQA/ULM2wyrZEXeVBm4VsRMlhXm+ifdMtriNMN5C4HbZyJCufWY8nYxvpjWQ2kc4m09lkOptIbf6gcZJf09pt6eWh9s8q/GtHE9zOfCGl8tpC8UdfL/oxsZHxV+pnmigbY+oXAu8Lw1qu/GTepZ73XX+OtdY4TLhXoP0hHxi/v/1/MD312ebm24ZebaUy2UQqvZFMxROpeCK9kcwmUlupk50StlPZrfLoqM1kOhVyx37M/q4fxP3/3nju5vidTnU7HVQRo7iwwpkmCjoMFkkbxi7XyuqJ737yfPKFT3pAZGCHZc3QDBtj6vCwwefIHHV2RpDCtl10+xb1doeuk3m68f3ZD3HAd3tw1nLO5Ybxkxv9l2qmavBgmOWJ8fH2PsGxyI9fcblWUDMYwMsP3xRrQruWAu+n5J71SPawJO7UqmFe1d7Puo+ZfIibbabaMJNenMTYzdFr4wenkvJP/BQK+aRHPf+4WVxHcA+IdlhWkMmaY1pc2BnjYmSzUIwpcKQbLbxqrLaDGcAf1WSAXkyaDoaoboh1H8O6j2FX9UkeDYMRBSdKN9TtdF35bmTXwWfe6zV0sTMT+tLeX+xNKp2JX2vvjxVqOhiSR8PcB/3sqj7QghDu/SEfGu/B/gd897bQlaFqwRDaNza+XyaqXFjhfOv4VA2eU9XPqeoX1Q0BQa+QZsHvgFoqD06s62TONFGmG0igp83Ze/9DvjtEAHOpCgfpiIV4H3+lXlAzeDo84h4QLbbRDP48UshnlwNuGUtS1afvYiWomuI7S/n4Q4McJFSjGZohMjJj7OYoJ0HxWT6h59LP3ybdaJluIPnxMqDCd//7zyY94WHnWh5BkPzuiklxpX7iTtdME8U9IDqhs/Cw0oUVTjc40whSzCWjhunZ+5iF1olV8twbxxR/Jw4VhZGn+mhqeetpvlgsHjxNxGM2p48umWuhgrwadJBhgqrJ0gwrpFlLL0/RSOZVY6m3O8bvdPKrB+T1JGXjqLJxVPJomF3VN3qzdfh6I+VWG796QN1OB2MMgP2fcOxRosrQxVY0kkV1Q6K6oZkmihXDP1GPHRyS2/sE2g7mfOv4XAt1vnVc18l0YoWnf83YzTEYIsvGRfUgkVeNnWmi+AalOaalMOX71SM/7gGRsZsz10KV1RMlj4ZVzWOWXl6UqIL2h3xQvCf7M8zJM+2/Sp5bIkw7+qcMXWwwOtXYzXFhhSGCAv1NYH/foNSK4es6mep2ur6L5R4QrZLnTrSlPP4Engu8MYrbNzOvrSdOPsTxqwdAk584Rb3zw0a+2wzzCmnW1MOdbiCBFMOF1gk/XrbNMP+SRBEg0xcC3x7bBppIKxpli0wO92oD6Dgtryc5+qcSVM0h3/3upgAzk+MUj185q2kcFdUN8aqxkkfDoBfFaft7cRJ1u0yNJwhqBqWPR8D88fSE/vTCBp7woWUtE1hJL3jTk7oV0mxwSO7ECk09XF1nqdeeb1C6PrqQY1pAodMOy7pCmnVihaC3EriAikYysL+8niSqGxLUDApqBuX1JPAkk1TtAd8N0nOfTXrAGGcXVmju4Rm7OaCd34leTKAdLDp6F5wHLBGmT7xe8FlabKMpGskzTRR1O93eJ1gfXdjnOotT/l/X/mAkJBgH78IKXVihHy9bJc+lJ/Qn5uRAIO+X92B/MD01PaGPURZXSLOg31mcot4YUyeoGsDGmBp0SlghzS4TVctEFVghjv/axlgpeXGFNBslqqJE1Sp5LknVgkZAxTc1VwEHsJt0Iwh9mHt4oD9Balx3yHejNQGAV6LgE449Rln042VOrNCFFYKNLVqS+kuuAzj9BocBfrxM38VSNY8pG0c1HQyQH/K2g+sz/iaoLIuMzIAxijbMpB8vi1PUe2zb20ak+QalTqwQnKOujy484dhPL2xoo+yD8tjbFdIsaC3nwYn9eFmUqEpQNTmm5ZDvBj1WQandHtuWGtctE1WgDY4NM3kcK4Zvw0y6sMIlwnSMsgj69IGXjPZnBWvwJt2YpRk26cbTL+QdecpxbNKN66ML4WFleFgZJarAYg8a2KEN/UFlL5jx8AtnOh4HjJIGddpnDASFQH5n3kOPz+PTUw/57kO+GzQz+IW8EPhA3wXQ+eCNOyyw/OxznVmaASweG2PqTbrxjUmioFfEHtu2STdmaIYMzQDatvyKTbvQiWOgL9D66MLGmBrMjv8ZqYHfipcO+O4thik9oU+N69IT+jPmiX8rXsrzXGDkPXDr23amJ+yfntDHKeoYZTFOUYOHyPNcJ9q0gauHvtGoVU8ADPs2M6KBMgBYm3/2p+6lMPBc4EUTOp9Nek43sINAKooPtNrrtwNs6oGVQPOcM4ZuA4W9FAYAZ5eS/cLnU5jyo518fp6VUOGe+FNnzIIHrbYBZyyZJ1rfgD424NL9o/SxOVFcAjfgEEjF2R/woy16IKcv13F1wksHgfyjU6H2h0AgkAoH2h8CgUAqEWh/CAQCqUSg/SEQCKQSgfaHQCCQSgTaHwKBQCoRaH8IBAKpRKD9IRAIpBKB9odAIJBKBNofAoFAKhFofwgEAqlEoP0hEAikEoH2h0AgkEoE2h8CgUAqEWh/CAQCqUSg/SEQCKQSgfaHQCCQSgTaHwKBQCoRaH8IBAKpRKD9IRAIpBKB9odAIJBKBNofAoFAKhFofwgEAqlEoP0hEAikEoH2h0AgkEoE2h8CgUAqEWh/CAQCqUSg/SEQCKQSgfaHQCCQSgTaHwKBQCoRaH8IBAKpRKD9IRAIpBKB9odAIJBKBNofAoFAKhFofwgEAqlEoP0hEAikEoH2h0AgkEoE2h8CgUAqEWh/CAQCqUSg/SEQCKQSgfaHQCCQSgTaHwKBQCoRaH8IBAKpRKD9IRAIpBKB9odAIJBKBNofAoFAKhFofwgEAqlEoP0hEAikEoH2h0AgkEoE2h8CgUAqEWh/CAQCqUSg/SEQCKQSgfaHQCCQSgTaHwKBQCoRaH8IBAKpRKD9IRAIpBKB9odAIJBKBNofAoFAKhFofwgEAqlEoP0hEAikEvk/DlIZSz5O7ZYAAAAASUVORK5CYII=" 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" alt="" />

不足:
  
由于要借助于两段不同的文字实现效果,所以,此方法不使用与长篇大论文字处的投影效果实现,像是标题啊,导航啊这些文字不是很多的地方就可以使用使用。

4、远离text-shadow和滤镜的文字阴影实现

  这里实现的原理的精髓其实跟上面的其实一致,两段一模一样的文字,重叠显示,不过,投影效果是通过两段文字的错位差实现的,例如通过margin负值让上下的文字出现1像素的偏移。

HTML代码:   
    <div class="bg">
      <h4 class="font"><span class="sh">空谷寻香觅幽兰</span>
        <div>空谷寻香觅幽兰</div>
      </h4>
    </div>

CSS代码:      
    .bg {
      width: 512px;
      height: 140px;
      margin: 1em auto;
      background: rgba(255, 123, 189, 0.59);
    }

    .font {
      margin: 0;
      padding: 1em;
      font-size: 36px;
      font-family: "微软雅黑";
      float: left;
    }
    .sh {
      margin: -1px 0 0 -1px;
      color: #fff;
      position: absolute;
    }
    


运行结果简要展示(上为chrome,下为IE):

    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" 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" alt="" />

不足:
文字阴影效果的大小有限,且无法很好的实现透明度变化的投影效果。1像素的偏移投影是其最适用的情况。

兼容性解决方案:

1、text-shadow的各浏览器前缀

(1) Firefox4.0-

-moz-text-shadow: X轴偏移量 Y轴偏移量 阴影模糊半径 阴影颜色;

(2) Safari and Google chrome10.0-

-webkit-text-shadow: X轴偏移量 Y轴偏移量 阴影模糊半径 阴影颜色;

(3) Firefox4.0+ 、 Google chrome 10.0+ 、 Oprea10.5+ and IE9

text-shadow: X轴偏移量 Y轴偏移量 阴影模糊半径 阴影颜色;

2、text-shadow兼容IE6-8

E {filter:shadow(Color=颜色值,Direction=数值,Strength=数值)}
05-01 01:45