@keyframes rwdcur150674 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbUlEQVRYhe2Wz2vUQBzFP/m57WbtymLpD1FrbVHwoFfBliz1vqWCB08igl7qUbwUCv4JHkXvClV78JylXkREsAiKgopFS9127dYNu5tkJh5qbOvFJFurQt9pJpN5730z75sEdvG/wylhOyVG0+5X2hXvyuL4AdLzKY6cHHgKBMr0hyAuh9qOeKeJc+iSxbEbqKaB87XuTQFnkvCkMhCJD122yCxn0RoWJy52q1+q7vWFSqM/CVfiI4jEByeBELSWhdELig/acpaFe0IurVSLow+Zi8OX6AlsEf9hX5HrQ5lz8Qcq9F5tqaaBMzceL5h6EgMR3t3cGA9OumgZeDUVXXEBVBHGKy6RgeIsZadEMZr3FvLOnrdZvJ5FCKEpNtaKs5S33cBmYqeE7TZqKML6uRaK+MIRUrchQCBg7ehn1Lr1+5v/hIFcNo/1sQeZc/+OgWarhrlirLegtsMGFA0k4O3zMd/0MXygHzNFT6VqwwhSgsxIlJxkcdmTQiCTcrR1BAAiI1A8lTW3lmp/2wb8rioooKfMQOIjcErYm+ehCiLvoygWe/N6bm68NgqgatRPz/B8Ww2UJ7A7NBxDB1W1aPku5moBXRp4flUd6Ot/FMpANpqubAacisOZPIQKHDlfwFgzCNUc5oKBPOxz/FqeUK8xvJRVX9yO/15IlAH7PuVmQPH93Rai00eva4hOgXdwCe2biVbLMH+nIgPJmP2AZzHrSY7yBHaHjjN0BRRhoe93MT51M3+rIn3B2MhMsu9BKpQnsF9eyIe12UK4+prwyTnE47NbAxoHbf2URqFEYecq/xVOCTtN5bvYxT+D7/iy4zucotpzAAAAAElFTkSuQmCC) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACT0lEQVRYhe2Wv2sUQRTHPzO7m/ux5k4CURGNxyGSQkQbQTDhDtNYnUQ5bOzEKv4BFpGItSD4D9hLwDQ2FnvGwhQSBAtPjEFQDBGRhGQ3u5fdGYsYvWizNxuCRb7N8nb3fd933vsyM7CPDNBTlbyeqhSzcMiMGsZ+rHXueA1GTQlEluqvmu6YLfzniUJ1NqmPPmV2zwR4DWqFPrzqbegbhIV7qCCkPnK28hoIxNSnVDxGI+guDmCvlDl3fkgeLLne+kb8ADiTlss2LX7qpgsBuItlnDWHzZMdhi778sN9/1bU4Ulavp5G8M/KAxcZ21jHY1TeB0BraE+m90TPHQBYfLT1lMJn+PoA2l7l3eSOX2Si0423JwH1GVpeg/p2XMzhaQuEADSEyZ9v9Rlauy6gm9hrUNMa4mJE//xR+pyvbHTSF95G1o0IK7RRpQSlzfKNPNCNuBgTHVsmjs3yM3dAOX6mfOMOCAvyeZf+hRKsKaRYVpZA7ZkAgDDy8Ss+uZJr7IHMI5BRmdz7snl+VgHaiREdkIbHmtFZ0B0XPpcIT6+inoGWMHtl624gLdYvTjO/qwJa49TyFl73u+DEEvYBODQwKPuL9ouPX5YUoMKYC2k4ezehgOoEyBisjTIE4Hy3ONKE3BuHwrWyfPtwtRe63tAap5a38YZvDBAXIgRQEEW0kyAii/bjQPmhf2lkOt2WbGSdbRHVia04d/jXMXwXtZmQungmtMapzTXR32bRK230XJPk5dWdBk2DTJfS36YUe7jyv+E1qJmsfB/7+G/wE+hf0rFWKRWvAAAAAElFTkSuQmCC) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur150674 2.6666666666667s linear infinite forwards;
}
