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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACC0lEQVRYhe3XMWjVUBQG4K+liIiDlCIVHCraoSoWcXHU4m7RUSxFpBQHO0mnIuLoYqGF0kHEQQSxFAc3wdFNlCcOLoLQlvLo5CCY3OuQRNMnSJJXKYoHDiTh5j///c/JPSf8zbbOuXXGusHoafriBr2RN5HewOhhQhOc3qYEMIVTkZOYbgrSSIENDkQ+RgYCAluB4SG26mI1UiByNzIQs2uR/sidJli1FVjjON5G+vLdF54ETg/TqoNXW4HAfCgFjz8J9AXm6+LVIvCZ8ciF8s7T7ddjLcbrYFZOwSf29PAhMoiFwGBkIg/+KLCRciNlM+HEGb5Wwa2sQGA6ZTVyZIjZlHYqUyClPZI9O5qyEmp8ln01CDw4xpfivpC+qAEYZRO3XrN/xwmUg0NiWwFus7Mda3eEQKeVCcSmIP8MgUZdqFsC3/w4hneHwK6nYKcUqHwQvWBfJ4HCk461TzrW/s4qK5Ay9ZxDkXsXaRcpKDwP3B+ZjazjfhXcyr1glb2R95GDgQVZT5jMU/AwsBa5GWlj5ErFXlBrHnjKpciz8q7LhZj75QlWqmLWHkge8zLmk3D81V9Ncr4OXu2BJGUmJUlkxVfqiElgpi5ebQJXaSUslwIXvnyNd3+cAATm0mwSLtryVmSuCVYjAtez4HOlcez2VIORvDEBWdClQCv3paY4XdkiY4td/hv+t+9XLOJVTXqbbwAAAABJRU5ErkJggg==) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur194567 0.4s linear infinite forwards;
}
