@keyframes rwdcur228787 {
0%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7ElEQVRYhbXXPY9kxRUG4Kfu7W56ZnZbs6uB3YZlgTUhsoxkOQIROHDi2IF/AgmRIwdNExER8xtICJ3YoW1ZcuAIW5bAaFnTq2E/xrNDT3ffj0NQd5eRZbbvYOZIldyqe+qtc963zqmkh8V8eoARBphgjFu4TnxCWmJz5pe7+DLNFu0234MemxfEiDTAQf4nXiW9hRv4EfHnDsQKNY4635vvdNwXAG6Rfo0T3CGOSC9/O52u4038u/tQEwXpTg/fTwcQ8+kAP4vFaq6gfVgRIe2UDArFjfFHpN24v35bFaJqqUKcNuKLFaRtAIot82Pcbo9rUQ2VN/ak3V1OR0Rovzj9Vdxb/1KLZsh6JB4NORmzU4j59P+LAJY4jq/WiqtD9kZS1Yploh5REg9DHIW014pqSRuZrsexdXN6hCjm0zGel1n/U/yj+fujj9VjCopni0y1RHqhfAf/xJe4k2aLB9v8byVhmi1W+Kwbv4/59Java1YhXU0kogliLdnbxW3ck5Ww1fqo4Il1pHw5PT9mWUg7uNwwrLgX0HbjMM0WvXz2BtClYh+1oLhW8ExDWSIJa/hcvoB6H6oXgI7N+7JqHli3Im1y7gekIolxifhTmt097r277TI8C7SQ+X3gLMHrRnu6Fvc2SH39nRvAYxthElUrmkaQR91k+XHpQgCk2aKW7/jHQzSt2FTicsVBSzwh4bnsPCp4XGAeSKSi4EqBtotCBVt1/9/WOwVpttjIZfYzq1a6UkpISslAx4vDCwPQgWixifsboUIpOumnUUFWysUB6GyUM52zlxQZRL7Ur8d8OrpoALUg1HL+G0khTYZkFUwuGsBKSdhonYoXNjwblBAT57zezw0gzRbLOM1qi5utKFsiSftDpCcyvTAA4OuWVxqKNo+mICX4sdy69ba+taDArq4brv94n0bePIW4VkmflojbXRR+OABdCT6Qo3UTrxbTsVgFw0r70oplpb2blFdGSzwX82ktl6pld398p/VJwdUz6yb4edofKo/HyocT5WIi1YVYrOCTbu1reAM/ifn05vcG0IX+bJTGcjRoBlwaKz7fs7n2zOMqMOrmd7v1l3DQ9RL/03pxoP7dYe75J6XilV3p9YLD4D+V5sVGfaVRfzi2+9ujfxmX1C11KF/f/0XnYiQ/Ws4HIM0WbZdP3kXbipOK04G0aXkU/HVp7w+F5W84+YBUt8qTgfF7FVmSG09RRp8IHEWE9G5CiNGag9A+lxTTnffL1y5/3H66/MvOvM7KEJS1WDbkDvnu096IW9tynnDhUge4xoq40XVARzJRb5050CH+tk0BvQH0BHldVslSfhP8UK4v1r4B2rijkgL2+mkAAAAASUVORK5CYII=) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhbWXzW7cVBSAv3Ovx5PJTKajNkxrCKWlEIEoCzZIIDZdseIFeAIWiFcY+SF4BB6ANQvYsakqIRWoqvIjVOKooCSdTDye8fU9LK4LIWoSO02O5IV97z3n0/m9Fo4RTRMDrANDIAJmgAcKmWQ7x51rK9EJawPgddBxgJAh8Csw1TR5BDyRSXahAMPa+BjkZcASPLBVr3vg74sEAGQAjPzveQqgCw9zB07RPYemSV8mWb7YRJ93uvsQeRGAHcABMQAuhoWC7cJSkfWc6u7uQXmng+5X6N1L/z+9uXua7ZMBZJLlmib3gEiLCvw8oJQepId0+6hXpAN0FV5RtN/MaCOAWraAe/attTuEivCAq36cfq2+F/xjwyNDiH8+3eVHxZy0KJMsB7brZ0kwuSqDCIkl4HQFGRu4maNpMj5XgBpij1B+D4E/gB0tKnAKAnJzCddyKBVgQ9NkeK4ANcSyNv4E+El3S/xvHt2YooslWrrD2wfnDlBD5MAe4Nh1cPspWlVo5Y9unbUBOC0JnweRL98GHKH41SGRhQqALZlk01Y622x+JotNlA+OfPy+WeM5Ko1DcFjEglhBrEFuCXLrLFrOCKBpEsvQImKQG4JgECLMmytomly/cABghACvheNCB6GLGccAH2qarF4YgKZJRJ24wgqWQQ1g0IUCPABGmiYrTXW2qgJC74NIgmG1IKAo0lNA10FmhK5ZNFHYygMyyTzg6RlAUfGAIFikYwB5A3gfuNxUZ9sQGGAsqzYAqYU+MAA9+LcbDoEb9d7zBQBG1ONZcehaBRY0LpHLMcA7h/Y2asln6gMYgav/9RxxEdI1AJvAlNCyG+VXW4A9IJKeQUoLKiAe+h6dOYBvCLPAAflFAAA8ln6EFB1QEImQ/Q7yUhdCCArCjfn8q4BwKTNEBllYBAN7HdAYVg3AbcLI3jpRS1uAQ43FAUNdevRKGUIAkFdQAnAf8DLJfNOOeOr00jT51P85/8o/OsA/LjGvdpDPYsxuF3kawdxAz8K8QndK/C8H6KxCLkXY90bvyiS7f5L+Jpl6TazAFyYUVumhqPDfLTFXBRkaWHj82FN8XLK47pHKsPY50OTK18ADA/ftX/uaOVRBRgaJBPqW6KMrnwDXdbv4UucVfruACnTqoFDiH/RU/a0vEHVsR/WrASLQDZBVwq/aEnggk8wdp+OFAGqIASEgz1xc1IYNMKtnRiM5E0ANASGHfBuDR+Uf4xZgHi4/cRYAAAAASUVORK5CYII=) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur228787 2.6666666666667s linear infinite forwards;
}
