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16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXElEQVRoge2YP2wTVxzHP3e2z/adfXbiczAJRSQigbpqEQwlLUWtoKILQhCJLpXahaFTUYW6sNRd2DowN+rA0KGoqYQ6VG0KlUAQurWJXBL+5C9gjBM7sePYsX2vQ2wCNIUzsYMq3We8e3r6fu7u93vvHtjY2NjY2PyPkawMOj2EE+h5xpDUmV6SjYlUH06L43pUt//zUGBLBASierFSKZXvz96eAX4FLjQn4rOxKkAosCWyc+vewwJAksmJrvLNh8UrZM6fp3LjpYSHOgRWn7xgiS0kzO78vNvtce14Z+or/YMmxXs+stWBtfBCCGSRx+1E36QWt5dnfjx+eggDICbi22MivjMm4k2K+2/qeANgmuVyvphNej2ivc28QtghjNZNY++PlI4vf1k8NQwcAyaAb4ANsbAsUKmUyvHJaz8lZu9M7Oo5eCjoM6MCQVBvj3Z19aiTmZs9UttuA2RPMwM/jWWBare5Bvzy59hvude7DxD0b4pW8OL3ura9wiTTSWlEbt15Cac2FhNxFcjHpGjTwoP1Gkix0iq/O9NLCjg7fPPiQDqbiJekIAhQvfq2iC+7pzx5YYfIJ94D3gR6YyLua1J2wOJCthbVwj0Z2vPzZ2F5Sl+UIyAE5WI6kUwtDDoib1/HpbWCuBqTooMNzPwELywAKxKScuBUd2dXX0k/2JOWtyGQKZvScklW0dmsLJD8HcTxmBRNNSjzE1huo2txppeUWL749dho//dS7o9bPjNJwJzEIaNIyIpJBURlgTq7XT041jvB5X7y+08wnE4N+dr8UsTjUkKhylV0c5xy4c5Mdnzwevn2x5cu95NvROCnWbcArErMzY74g9qS4XGWwk5xD02+rXudo75M+m5g/wmGmyHREAF4TGJuOqD5Wg1FUcMCgeJSw6rWYjRLomEC8NjnlJ4JqL4WQ3GtSLgUb9irtRjz6XsNl2ioAKxKZNJ3Ax59b0RRSiFBZUVCDRoLmfsNlVhXF/ovaovdffVTUqW9U6K6CVR9rdGOzt19wMnaBnC9NEUAqi02O33swei5c7lsKi4QmJh4fS3RzZ27GiaxroXMCrUVu6Nzd5/X1xIVQiAQ5Bfn4onxvwaAs9U39kI0XQBWJTZ37urzai3RFQWT/GI6nhwfeSRxegiAI8CQ1X/shhfxWtQKO5d5EHBruuFU3GETgcPlDiuaz8hnUoH9JxgGjgLvAvHL/Ty0MveGCMCTEoqmGw6XOywwcSjusEvTjKXMbIcn2LrP6fHo5ULholWBphXxWtS6U3J8ZGBpce5RYSuqHg1tf+1Df/vWw8hyXfumDRWAVYnUxN8DS4vpeK2oJe++9oLnCyfU9/uw4QKwKjE3VRhcNl9NCEwQ80hmCiGydc31UgSq3eaQp+OjNwr+T9qE5EFUbuAs9sOjYzNrNG2f/hyOAG+R+zZjTo8OZoujyyunToJSLpuoZ6KXJTAE3CqkE8APa90f29g4NjY2NjY2Ni/GP32R3QmYvhfUAAAAAElFTkSuQmCC) 23 23, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7UlEQVRoge2YbWgTdxzHv3eX5C65PPcSYupD69TJrQhOJqmzMmGIg224vhDGmBPWN3sxZC/2prCZIdQXsoGOTRh9sTdjvpCyyRhubO5FlBVhc2h31a7a1GpqkzRJm6dLmvx/e2HrQ2ntaZP2TT6vjrv//e77vd/D/TmgQYMGDRo0MECYND5Mmmm1dcyHM7LoqP7nWirGXwE4UDGRrN5+//a8JcmeEOK1l7c0S77RMGlg6aE95tzg2w6JuWECzGv2ZrjqOKuSrTKBA2XO4rkEfHhqJQTPx0hJ8AAHh8TcGxXLLgCQaQuoGqxcnWy5KNh3pTh7sClMWkuYU6P1lbuguCcT5lRGuWiMAwNAMNMUwIqYmvEm09zmMmdTYrNLC/WVujCGmrIaOxI3B15KybQdYDoYJyFv3RUICLxpYnKwQqz05bHA4VXpgSUz8ACWBVXzlbyeiREqAAiymZQNttG2avTwu939UOonc3EEI4s6uuCTJdfexNTY0PXR/ksuu9fpNs/4iBOhCFdcTnuTEk9FXR1duBbpXdlSMmwgV0w/nyumfwHw7cTkiEv0vrF+XNzrLnLPwW8Z8zlkj5JYBRNGDXAAygDO9oRQ6OjCtVTigq3VUQ1AXNfEE8EulnwO2aMkU6MrasLQh2whuvuh8J6PP/Nv2HHQZibFyf6FyK4jk53QbgxH+gCc7AkhWUOtC/LMBgDg08QZFSb5tGLNq0HhssKRjjIUZIv6rdFbA2ep9POJeptYlgEA+CTWu4klf/9gS3N6v8m5WyVwAAiZku1OvLThOmcLfMVJngyAi2FOrSxf8uMYH6OLcCzYNUyF748PjYk/ZXWKAgQCYBWltbLTuZNK6Y9QLb8GQF222gVYtgEA6AkhSfqPJ+7Eud+yOosSEUQ2ggBdclpl+4ssP76bJQdq/vYBg1PICJFeFHYfyvyZzZLiFMc8vBhQpoXtqPAui4UvOYragWI9plPNDABA5JvxQsd7A39nsm63xbV1XcXS4iaOh8BDUmwp/3TqP2etTSy7iReiux8K7zt23Od37eesgbUiuwtb5Txy2aQ2NvLXoiM2TJoFQAD3SzsW5tTyUs+qSQ/MpyeEJJh+NHH35g/C9B/D1moERASb3auu2fzOQWHNF58vsndqA7ARQAuAbUaeVZcMzDEr8si61h2dNrtXZWDQTXswRdtS0/+89TUeyUSYNAlAaF6Iy2FOfWK51dUA8NBEc+v2TqvdoxIRCIRCPqXdG7n6WDmFSdsJwDZ7ayHMqZeXil+XEnqUWXEn745c6cvnJrX78gmS7FL9rW2dAI48KKeqPlCJntvKMjfLAAaMxK97BuaYy0SgdVunJLtUBgIRoZhPacnoYB+AkwD2AWgHcLonBM1I3JqO0ScR6b2/i81lJlwW2akIZtFHYBAsos8sy0oxM9ksub0vmyTJWdH1C5FeJIzErXsJPcpcOcVHBvqK+ZRGIDAwWGxOtWnTCwcdwfWvg+ef6t/TihoAHppIRgf7ivm0NtfUgugOVk2vmmA7ZH+aeCtuAHhoIhW98etMuRAjMFSEdswIbSBHe1BoPuU3GmtVDHT3AwD2SW5vC28x+wkMxAqg2etUmtSNxlqtf51vAmgHCNl7Y+dBAOEMIE5JlVz2HsudmzYaaLUM9AMY1jPpeae/mzsYWlk5DRo0aNCgQYNn439/ehNvrTxFJwAAAABJRU5ErkJggg==) 23 23, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur225135 1.5s linear infinite forwards;
}
