@keyframes rwdcur260066 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAnUlEQVRYhWNgGAWjYIABIw7x/1QyhyBgIlcjtQDeEPh/djVxhhiHEjIPJxjwEGDBJ3nfvxCvZsWN/RQ7YHCHAC4A8zklcQ8DAx4CeHPBPRkZvJqpERJDKwSUnjxhwCZOSUgM2hCAAfQ6gRFZnBohMehDgBCgOCSGfAjAANkhMWxCAAZQQgJWbuCzZ8BDgFbgPwOR7cphGwKjYBQQDQCqFygQX1vfGAAAAABJRU5ErkJggg==) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeklEQVRYhe2WXWiTVxjHf/l406SJ2qXa4PJaq9XVjzIq1F3pWhEUi5gLGRYVpJTBZN3FmIqosMH8oPvyQsHLMiYqVBGK4hhiteqKaBOtGtuyNVltndHGttrEtkl6vHjTWLs3Ma9L9cYfnIv3POc8z/99zjnPOfCed4zhNfZrwOfAbGAYeAxEJ1vUeCKAmNCGgevAPmAZkD1ZwW2AWDjHKRoO7hQ7trjEggLnRDHjRbUARq1BdCls5UDjnur1fP9lZaIzEonS87iPu391ceVmGw1NN/B2dgOMAFmZFFAL7DheWcHatWVYZAeGKVbVGZFIjLt/3x9csnH7PqAB8KYrIFXKVgHMuuim90protOwqABz6WIsC+dimaWIkiQD/c9CNuAA4AS+yoSAYoA8w6sHJeb1E/L6CcW/nXXfIeVOo/l2x9iQc+kGB9An6c8GjEWApFNfJVu1C0PJfKQPpipRr3rGTH9qEZAsA6UAK81mVaO+KJ/prnKiFcsxfrKBzRVl0cuee1XAaqA/EwLWAJRareoCcmwMdT3kkQ5io4Jfz1xsBY7GmyaSLcEqgI8kSdUYveblYU0tOY+eIFrq+f3w7gLgCPF9kwkBC+C/G3BXIMDPvb0MjY4CYJYdoANPu98OfAHkaxWQtA4U6HT2SoslWGK1Umg0YtfrmdfTgwA6ZTkxUZdjI+vHr2m//y/76067/mi+dQEY1CpEjRJeLbc9gG25Xr/uxIwZ4vrMmcIny8K/uEgId70QLfXjx6ZNqtuwH+XSeQZMA5qB411CFJ4MhzflxGIszVbuoeHnzwlHopgduQyEwg8CwYFftP6tFoqBI3W5ucFOWRa+eAv+8I0Q7nrReuInAYRQSvlrSbYJU3EH2FoVDPrndnfzIPryeRAdGMTT7gOlkPnewLcmfIDocDoTWfDJsohd/k0MNR8TWz9bfQmoAdSrWZw3ycAYcwBpZyDAqadPXzq0msnKkjjTdONT4BAwmspJqus4HT4Gbm2SJPY6HIlOqWwJfa5y3Pd8I1u+PTwf6Erm4P9kAKAVKJIl6VhnJMKIUE6g5MyjeF4+K5YWm4B/AE8yB5qfUCp01IbD2bXhMGfz8lhkMtHo9qKzT0UI0QZMB85nIE5KaoBGd7w4VZlMYwWpdLIDT0QUgvhQqaLbyEyG08aO8jrue5tB1TC9awHv0cQL0cgwFueKBSwAAAAASUVORK5CYII=) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAqElEQVRYhe2WzQ3CMAxGXxBj9EJXYBBODMIkDMKJQVihXLKHOVkgpFZOk8qp5Hf23/cplgNB4EyqzJfafofKAao5rswTgGkYFoNOzzsA6XydjXF3IAZYO0AC0pgzY84uAzSj6Rboq39fbuZCu3NgUbnuu7we5oLuDlhvgUn5T73/GzHbp3sHSpUX060DmytXunVAEfjudUvlirsDVoTy/5+J3TgQBJvxAXw3J4rqTYeoAAAAAElFTkSuQmCC) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAm0lEQVRYhe3Wzw1AMBSA8Y8YoycrGMTJIOYyixW42KMu3kHjTysVr9Jf4qKpl3yhAVmWCLtd0ZVvPDREcbNuASZjAKiXxXefN7UFLIAdBwDmtt8txiyhtoB4vYT6AiK0hHtmnM5JpoDwKiHnhnv/aF5yBcRlCdcvCwivEqoLVA/3Bb0DVz4vEOUruB3SdKfzki0gQv8T9RXIss+tOZo+N5ksfYcAAAAASUVORK5CYII=) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAnUlEQVRYhWNgGAWjYJiC/1BMEDDR2CEEASOVzfvPwMDA8P/saojhxqEE7Rk2IYDi8/v+hSiSSk+e4LRvyIcA2T6HgUEfAuh5mRFZnBKfw8CgDQEUH8IVQ/M1NXwOAwMeAizEKIL5lJo+h4GhEQIwQE2fw8CAhwBFDrgnI8NwT0aGgYGE+p+qDqAGGHUA3pKQCuYQBAMeAqNgFAw4AADBLzZ7MW068AAAAABJRU5ErkJggg==) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfklEQVRYhe2WT0jTYRjHP79tDTZZOfMPzU2i4Qw1PFgQGliHTl5CIqHAQxQkhCkadunQoEIlkzwIFZhaINhIqE5CHgSLSENG2kFUHGQHA23zz6a/PR02xw91oYctgn3ghYcX3uf7/T3v877vD1KkSPEfkAkYonFhssWzgTXAV3jMfgYQYDjZ4nLvxiXxj/RJsdMhyTKRDQQBcddWi4wPiIwPbDdxIani8rk/ZqLI6ajbZZ1OE5s18cE483sX979skbmiAlFH+sTT1iSAj0hjDkeHITrXCdiBDeAacJZItcqAm9Hc2fsWn7XbZdZul+UXD6SmskIAmfJ0BIudDil2OmTK0xEEpKayQka776uAtNRdkf6H9QKIp61J3LXVW1t3VSuqaMR9gNFdW83d6xcBCEzOsHinE4BDDZexnjuFhAXf/AJ5R234/asAWCxm5ud+4Mg7gqJT8I5NcqI0cmLHRicoLSsBoPFRT2v7q3fNWgP6vYgDBD95MVWc5NfgBzafD2I5f5rF9l6CHydIKy3kd1M7wZVVDmQdJnS7A8nJQA2sgvsZhhIXb8YnaXzcWw4MRfViFdhhYLv4rugUCMvOOA5vAwHqlpYAyoFRbQVWgKfAreEv3/Tq4jLHe97HTRQW4aeqYlF0BMJhQiIYUVjY3CRNUVAUhemNDTL0egC+h0Jk6vUUGI0E1tdbv6pqd7zcsSZsMJlijacdM7m5UmUwCCBDOTlBF4grGgNSZTDI66wsFZBms1mepKcLIF1WqzSYTLs24b5NdFmtCTuGezLhtdkkHxJ2Ef3VhNdmE1fkixJ6FWtNrAFSbzJtF0/6i+jLh6Q/x1v80x+SFClSJJw/CGtu3fmHf6kAAAAASUVORK5CYII=) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur260066 0.53333333333333s linear infinite forwards;
}
