@keyframes rwdcur122584 {
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnklEQVRYhc1XS26EMAx1qu6Quim3qTgTB5j1dM+ZKMu5SVZIs3YX4MRxnJAMoeqTIucH79kvwIxZVkAQ+PoAI+c4bhbw3uf3lOJtJ3TtCDe7CabYREApiPTeh+NmApY1Xf697AHufQMRywpILbVnJ0GKrtmOx2vASZMCrhKRJb9aRDbbnIBKEe8ZcgDbAfRPH2mO0D/9Oo1xAkBAMONr7wmXOT9g4WGLs8cpjL5fCY0gNSfnOXmFCP8esB26cvKSSlDZtTUOnChmRZiInHsqRdBNgzuM4boZ/T4zAuC894fEmYgfI91zrcS67wg4h9H3I4TfAp4tP/mloIzN4DM/gPoYwuf33mHl5aWVpBIkoloA946PaU4jI0K3bwjnDoXYbvMu5TH3V+7BOfRZvW5GeODWkighl6TxAUuvZ8k1EZStaweEWn8jLSQvrUSO9DR5jQjpO3nsvX6R3ImYY0JuA0VOKAWdhlba+FSHJW9GnhMhS33a81IRsb8NPT+C9FkfX4w/8bxUBMXpPHn9D8cHIvzs/dE0+YNajwaZ/xv8AmdWX3ryS2uxAAAAAElFTkSuQmCC) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpElEQVRYhcWXwY2DMBBFv1cpYCkgdaSF9OFrpK0FiSt90A97p4TZAx4Yj8fGBNiMZNkMjt/3fBsprgURVPzAOZ2TMYDouTGnNm4BuCRaJHoS+JkivvZMZvgzCB6M6h0S0IKy5Q87jnJPuOMiWhBxy80JEOKe2xSepxMqkQ0JzQm4TEQJfrmI0m5LAvaKyB44AHgAaOAwgdCEqZO4pjrXwIH8OC/c39+7okN8sOSukirwM/kx6sV4X1iAXE7nJXyPiOU7MIGIyy1LqqOBW1op2IotEU7DuZdAvWi0QH+P3rv+Ls8ByHdh/LIVG9fI9Nwqsc6vZ6GLejFOIvoUy93Kk18bvGPXv5adb8XNSn7733nQ68XLFnCwiN0CpHfymXMWjIHrvFeU2xQygYj8mPUYwl89h3wX+Wz/riOCJ4LP34YauIYaByz/vgS3RPBu11YGmuMZWgevrUQJehi+R4T2nT0WXr8HX0V0CVDasPQCqAW9DdciTDEKbIzPiZy/OQGnwhMRqb/neb4pQvmceb42/sXzWhFrv/E/7ioR9Cn4KuKD8LPjD9ggjByJFLEhAAAAAElFTkSuQmCC) 0 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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77.5%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur122584 2.6666666666667s linear infinite forwards;
}