@keyframes rwdcur25895 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEHUlEQVRYhe2VW0xbdRzHv+f0QnsO0NGWnl5oabkUMzsyGZmQeElj5jSN12j2MhcfdJoQfTD6YqLxYTEu2YPEmChGt8wHBWME5waOaQGBzXAnIJS5jd6BtvRySoG09O/DEMPNhXF40X0ef+f/+/0++f1Pfn/gHv93qK2CZ858plQzsldM5ffZpXI24/G4f2tubjzX1PT13J4bvfvOe6aTzz/nfeuRYnLaUU6CPh/h+RVy7drkYl3d228K3U+0MeCofuDc4PXJwzUWBYwFWZQ8dgL7lPlQKlVig6H0SYPBSDo62jv3RMBsNjOOJ54+awk00BUGGQ7XnYfGUgEAkEgo5OUpwLJKO8fphrq7nS6hJNYoKSkxDQ26SPPZBuL900U2ks0SMje3RFpaOkLHjp3QCC5QVFREX778+2I6van3GpkMIS7XHKmv/+obIXquu4JEIkGs1vsPlpUd2M+yUtD05gSaBmQyOVKptC2ZTLROTo77BRMAALf7+rhGo39Nq7XQ20lIJBQAOSKRSKHT+XOjoALRaDQ0MTHiNxpLHHl5Gpph5KsN/4GiALFYCq83UNbf3/Mpz/OLggmsSgx5vdM9LJvnkMnyGamURU6OeN00RCIaoVCCbm39YTAej48LKgAAwaD/1uho35c0LSpeWSE2QA6JJAdSqWhNxOOZxYUL343FYrG73gvbCgAAz/OLvb2d38fjMef8fMQSicTMqVQWCwsZhMMJdHU50dfXM6tQKCoUCoWOZdkQz/MLOxHY8i3YDr1eX2mzVT2rUqkfjsWi+6amxszHj59UV1XVgJAsAgEffD53W3e385Ourl8u7aT2XWG3H3EODt4k6TQhy8tZEo0uE5drjly82ENOnfrYWVPzkPVONf71Cu5EdXXtC3b741atVgGxmIJMJoJSyUKv18NoLDWbzeWvMgybHhkZ6NkTAZWqUFdb++hRg4GDaLUSRQFSKY2CAhZarVFsNJYeoShUh8MzLYlEIi2oQDq95D906ME3zOZSmmHE677RNMAwYqjVhSgurrAGg37D2Nhwi6ACyWQyXllZVWk0lu5XqfI3bc3b06CgVCqh01kOXr3qbI9EIl7BBABAp9MPcJy+TqMx0Cwr3vKMREJBo+FA04yore3HdVPYYtPvjMbG8zenpiY+mp72IZXKbnlmPhxCMj4Dm+1A9W77bQnHcXRDw7dDLleIbHzKwzf+IE2v15LTjnLS9pOzb2PuricAALOzs9ne3s5nhocHwsFgEisrt+NB9y2Mfv4yYksEQT4N342pjo25u/4H/mZ4uD8eCHg6Oc7wlFptyGVZKfo72jHZXo+WGRPkmooZOWd66cqVS+tWtWACAOD1uv0DA71fmExlkkyGNhVwxvwwsWa0ubm/Qp7/4gcfvu8Rst89/hv8Bf400CwB8C/PAAAAAElFTkSuQmCC) 16 16, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur25895 3.3333333333333s linear infinite forwards;
}
