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0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 18 14, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 18 14, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 18 14, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 18 14, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 18 14, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 18 14, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAklEQVRYheXXz4ubRRwG8E9iGsqarrrG+KtdxIVWCtKL/QPEg4oH8dK7iqigIghCEQ8epFBED55bvPTiwR57EvQgexA9dBGspUihrJq8TZtsdpumS14PM5PN1nV5Y1JB/MKQdyYv8zzzzPP9zrz836P0L2CUY0sxjO2OE6hgL6qxwQD9+LuZ2N0J4BrqWMPVxsBv2I+FSKo8/vIsgatYTwOH88Bg7RvwOK4ICmzMmkAVc7gGH+dvm3efi1ac+eGs608jKNC1tR0zI1DFPFpP5TU9N31Q+vxV7K9f8tHgR/CFIH3CG5lwWg+UI4HWV/lpq9b9XLoFp3B/tuR0aQ+C4cbNN1MCa0t5xRuDV6yWctC4Ct5B764DoIlM2IJ+JDGTqAhuz2N7t9EaPZ9o9EfPb+E5HBYyZNsE08YQhwSXn4uaHseY12Xo2WH10xIYxgkHONfo09wLrsOwC16O/R0JzKwQHcuPJvCXhL1u54FAdwx8VAFTTFuKK0IK1hsdF5r3gGfjf2m1ZbQjkaTEtgmKxu2HCiG3a8/kSxe+Ll1KY6nSdYUVV2J/R/cXJVDBrbH+vvhbQ23l2gj8+QjUFlabFNgca39ZVVECXsuTuhaE9KsfzR/4qbkweq8vSJz2fcMu+z+auCiBRUup/wiW4ddmK429EMES8KDIxEUVqEJHO/WXX8yf9NAm2YPb3ksyDxWMogqUbyNgubeiGZzwegRNF49KbOUiRCbywGMOgca6BP4h5h7Onar/4qxwJCcSheaeqBDVzIPm3eAT7FvMfXbzPNlBbwpZMWeC9C5KoAzf+9aBfItPo+P93jLtI47bumxO5IEilbAiuP7yEznZZQbfUdpD55hP8YeQdhl+x6pw/G4UIVJEqjIqiznN89w4w42TvhQKTSeCtSOBdOYPioBPQsDGRdpHvIdH43hLuGReGQPumqAGFCUAg+wgEawn7HNbkDsT1PjbardbFPFAVXD3Au6N/U3bT7d/fM0qasKqra8cwkrTV85U97ui94Fdv+/+0/En/8sJCUc8p5oAAAAASUVORK5CYII=) 18 14, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 18 14, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 18 14, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 18 14, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 18 14, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCklEQVRYhe3XP4ibdRgH8E9iLgSNR3u9xmvxDvFEi6AudnFSHEQQOgjt5FIQXW5wsoi4SDs4tINbwW4d1dFJVIp0KC49BLGEUtSz5HLn/UmvMX3Jz+H3y5uj1lwTXouDD7wkb/Lk+X6fP7/v86bkwVk5XQPro196AMAV1FDFGg6hhy565RE/LAK4jllsY63RA49jJpH6V/AreDiBBIRngzAfhH3fxHu8lIjUKgWDVxP4NG6cDkum7XfNsos/fGnjldxvOvkWDj6L8GKohyNhKuAkPpptCo+ez7P/AG/gSVSL6kE5EVj9Ilyw4pafSneW8BkOtBddKE3lvl1xCDP0iySwvRgq3u2dtFIK8GljLf++89A8OIM2thKRrMgZONgsZYfF0j7RWHWudcAZlBtdp1o18DtaicDOgHlR1hez6uJciryNUxEKMftO8smIR6Yo8Ezs7VeNLq2at0Qd0N/K/TbuJlC4EBwPR7VqjiWgLQiRwJu7wAdDWFgFyinW9W+3rkjBM6nPa88j9n59FwmTErh7qRBltf5qWPR1qfl6ittNBJ4RM66k+7z8kxCo4E56v39XoDrqy380iXowWDbrYt+zRDrbdeXZjEvA2+E1ourNpNfZo+Hgj62Z3K9rOAMdMfO/9T8POC6BBYswlwJVcOl6a5U4aFkCGwD3RgUctwJV2LQ+IHD4WHju0lxG+zEnxFlgWOb+XgHHJVDeRWAfPr/cWXaz4r10P3jwqIqVqUyAMdLmEE6HpYDQuJVvtw8RDgVh9mcBL+OpRGpkmydiVzcNWo8gnoaPFwJ/XqX9dHKJzwV7zthELbjiO/NhyKexSecy6y+Adwylec8ZGOehNNeAI4H2DXrfU5pi8zh4Xzx2bdzEiqh+O6OIjHMMy7AQaF3l9kVufwLO4zdDqW0b7vzeKPBJCCzuXNNMpT6bPl/Fr+kaAA/2/UgNYLwW1ETV+wUnxAnPxKxXEviGe6hdUQSq4nTPJPBqAtlyjz1/vzbuEFYNxYaY6WDxjAU8CQH+4f/dJMD/23/G/gIsTBEZc3eNfgAAAABJRU5ErkJggg==) 18 14, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 18 14, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
}
div.testarea{
animation:rwdcur215210 2.3333333333333s linear infinite forwards;
}
