@keyframes rwdcur167841 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4ElEQVRYhcWWT2gcVRzHPzsuIWRrZg3NH5ehriFoEv80B1ek5DBIiUGhQfCgnkS85OpBvGnxoqCHIsVL6iknPfWWi7JoRdR4sfZipUiyqRlTs9nGSbozk3kefm+yk8lMdpsN+oXH7r55+36f35/3e5MDlG3bDyHaAYJqtRpyWH2Dg4O9GxsbAeDpuUAPgCFgoFAoGK7rrsfWJOXFn+UABWDb9hPAHWArBeIMMGKaZm+j0djRa9b1sxA4BVgRqIb6NQMgAO5FP4zoS7VavaE3KQJ527ajZyXgaeBMEASWhhnQRtGfU9pwXs/16tFWBsD8/HwE8XMcYnJyMg+U9dpo8x4N0AeMAa8CL+nxGNCfgEnqQHr3IxCHCIJg1HGc8bW1tXN6UwvodV23CJwFXgae1J73AHeBcQ1RopWWUxxUSKI2HgDer1QqAFQqFZaXl1lZWXmrWCz+Fobhg67rloCHtddnkXT0I0U3DZjAIxryKR2xdeBxDWAgNeMDu8lw5AAVeQ/g+z4LCwsAWJb1Ya1WG9LGLWBEb7qjPTeQcCfzHQC/A18A3wPLSIEfkpGc2NvbY25uDoBarfYuMKu9HqdVHyXgtAZLK7a8hq1r4H4N3B7A8zzq9TrDw8PRVAkY5XA+2ykEXtDG/6EVsaMBcrkc9Xodx3Hu094hDWjjtxAnICUKBwCUUgRBgFKqW+ORhoD5mOHsCIRhiOd5bG1tYVkWpmmeBMAYciqiOgmSC/IgniulyOVyLC0tnYThuCaRgswG8H2fZrPJ4uIiAOVymd3dXXzfB+RkNBqN4wLcRiLtkeiC+wCe58WNB81mM28YBpubm8c1GumeBrhG9u2IisbExMQNy7Ka8bkuxh7ShN6mlYJsgKmpqauWZTmFQuHvEwJwgDeR45jahECu3UeVUtOrq6uvbW9vX3Nd9zxSLFm3Wae6BXyN3AOZMoC7SqlvPM/7xDTN95A+/3GXxu8AHyG3ZEhK8e3Ltu24pzPAO8BngIvksV2eo+9NJOzXgQvINZ4npfkcpWeRtnkZ+BZoZBj+DvhJQ/6g5/4EPgWeR/I+yxG5j5Sk+xE5NjvAB8AvKf+5DVwENoHPgSvAH0jfvw78BdhIC+5IaSF6A2mhF2l57erPGSS8o0iXm0Y8V8AlYAM416nxo5RHaiHa+ILeOP7iOYKkbAy4idz/z9HhC2mWeoBngPOI15e0kYGUtdEbUT8SNYWc/fsqvKTKSA4vI0XYFwPLkqHHDOJ9VwCngdeRcH7ZxT5dQVxBzvWLbTbvtlumahZ5hf6K7GLqtMiKxwFwkGJ65Th/PgndBK7+X8b/c/0L/Fxn2yARgoYAAAAASUVORK5CYII=) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0UlEQVRYheWXT2hjVRTGf+/ltg1paGIopZYwxDEMZQrTGqUUKRJcjMO4GUR0M27cVXeDuBrcuHAhrqsMoi4UUcERdyKajrsprkRHlKKitmg7yXudxDckNy8u7rntI778ne784HLy7jvvnO+ce869Nw7QKZfL92HwD6ArlUoIKGAWcOUdSilXa330DKSAeZEh8KtSqq61DuX9XaBKH7gAlUqlBiwAWUAVCgUXmAHSQFLIJMXZnIw1IWjtKGBea52KkNb9nB8REBLfA/kgCGaDIMgqpSYjhmeAfOQ5D5wBFuXdpMynxdyMjGRkrjeBjY0NS+LbMAxP53K5bCqVmkwkEjaVacDtdDopjpdFY1KfEucaaAI5TDaJkJ+LBhubAUtie3v7m2azueY4Tqndbi9i0q4A2u12EVgBHsLUi3WiRW8FUwuhkHEjOjNxBBygY50DbG5uApDP51+s1Wq60WhMAodi7GGRszJC4CfAA84Dp4A/gK+A30R6YloDfw8kECWRyWSu+76/ADwiH9clmpzIJmadk112LbG3gY/EeSyB2HWxhHzfvwSUJiYmXMw6ngYKmHSmMF3T7dzaTQO7ooeQjVWMRSQrampqyur21I9BEngSOCvPXpxSX4OWRL1eZ3p6egTfgKmRNeBZkbEYGJEl0Wg0yGQyo5LIAiXMss2PRSBKwvf9UQnkRCoh8x+o7gnbASeIBeBBTCv3J2CdLy0tEQQBjuMAoLWm3W7jui6tVou9vb1RCOwCv4vsTcA6X15e1r7vq0Qiwc7OziiO4qCBH4EP+yl17CiVSreKxWIrOneP4zvgCj0KECJFuLq6+kmj0Zjb39+/O0akcahidsJ36XMnUOVy+YEwDNcPDg6e8zzvpu/765itdJRNJw43gev02ICOCACHjuPc8DyvGYahhznR3gReugfnVeAtTOWH/RQVcLi1tVXFHBTPAK8B98vHaXpnwhq27+31axd4A/iB41O0L4ko1jF9exV4H7hNfHF9DVwDasCnMvcL8DJwDrMNX8DclMbC60Lm4xjnfwKrQvAq8BhwC7gDPC4BPAV8NiwBt+v3KYnkLPBCxLEv8iLmaE5jjto0pl46wKvAPvDoGEGDGD4TGdfE8CuYqFd6RJXGZOE25uSLuyMMhQLmpnsBuAwEwDticFBbXhayzw+he4Tuw6gpBLLAE5it9HOR9goWBxf4ANNJN4Z1HkegyvEfkfPAl8i/pQF2bJt90UVq6PaLYhF4D5P+S5ha6Eb0un3iuAi0gC2g2MPJsEUWewkZhL8wxfT0OB+fBH7GbCL/D/wLKyg8R4ot7DcAAAAASUVORK5CYII=) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur167841 2.6666666666667s linear infinite forwards;
}
