@keyframes rwdcur137445 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnklEQVRYhe1WO27CQBB9g6hwUmGJXCMFDSdITpCLpIMSuijXyA1CLoDPYkumAdGkyKTwbzzeXXvt4EhRXmN7PfA+O7NA/ASGxhKgZ1Bj/QqYAgC/fTVeMCY8hojJtQnaMMWyeqDXSs+oWyAxFrFVgAbv601Kj26BHKv6O3c9AQC/ZB+S7kviBzUkH2QUUhIvVH1CnYTUwHtwK0QyHHeojw3j3ptcfGkn8hyHU1PE8DHUkQ+Bt3sP57YU+ifg4Xx1y4jO5h5sdj0A3PtpiWZ+9e+f2XUXgqhGPhKxRCbANsMF8lnGgoGEEM2yWJ3i8siLus2RsJ0zNsf6Vnj3gI9rk2Mgi764bz2KC8cAsJJCzmRNQbt0oTWBkjwna4teYjtvxi/d7xAoAUlduW10XO+1+4JcYxeCEF6oGsMYbNtfk+voTNY9BlA6lilI9wVqC6az2hW5ba+1YzreAOHF/3+GPEL7Amkw7MficAKv00qIvJfQ60iD4eQSWoRL1I8S20SYhPQh926MdZo1qrHRgH7N1gtpcP3Iu4j4PfJ//BV8A2eYVWtQBUu2AAAAAElFTkSuQmCC) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABd0lEQVRYhe1US26DQAx9jnIQeoV2nSvBoj1GuiD3yCmiLqMeISgHwV0MU8au58OnRKr6JAQMZp7fs8cEvjAs0IHM9dXBF+77/scVTWxl7LYgKU5gRx/u+qTHlABX3sT2EPtshE7qhdLOtCq+ScfvQQfaeZJw82GNn+UP5An0xsM61yr+PsS/ZxIXuHIWQmlbEP9aWt4CcpFEAXkqicXHUFu+DFPUTFT+/VxJF2Y7MEU5HwF6sr+NnamPj4V7OSkA4Jz53tFwNHLkaxMHEAnEbKU3d+ejfE5uPFjOt/Gdb7IUbVcyCX8DHVELJzrbhF5x6ToQbzjAqQ7hHCiosbdcdHSmDN7+EwHM7t5AjmThgFaVUgnYSvXaiYDaaPEGRA0oyCYxq62Gy9lcsyS31APhHLCSOI82WtBJ+PpqxTHyPKrycRuD7/b5qNz8Dmd5jEi/LydXiejNU+TrEQeIqVxCPrkxPIHVaMDcZpsBXYJNSK0kHkb+jz+DL6ZwaBC011KsAAAAAElFTkSuQmCC) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur137445 2.6666666666667s linear infinite forwards;
}