@keyframes rwdcur90708 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvklEQVRYhcWWS2wbVRSGvxnbiR3bUR4lSSFJKyGFTVdZIEAhSIAQWdEFEtJVdpUqQHQDYgkIWLFgUXWVVXhIQSx4CFoq3hAprUipQUpBVLSpE6fXj9iZ2B7b47E9l8XEaUuTkNq1OaszZ+7M/917zpwzWuSECAECmBs/NWfSZtMBcfJY/www227xOsBXACeP9T/7+6viqf8Dgj/fFurQ/OPq0luiYCyInnZq6wBOEM6cHsJep8vaYElJcaCtAB4d6HMDyXmG7QIXlBSjbQPQNbA9EOwDx4L4OQ4DvygpjrQNAMAOgu6BjV/BTDAELCgpJlsO4NkCqGgQHnT92DegHLqBb5UUR1sKoOs3AgUf+INgXYf0H4pi0eoAPlNSHG8ZgF29EagqCA64vvxOw8za5PImwIyS4s2WAJSqtwYNB3rucQuyuBQmkVpnM5cHeF1JMaOk0G9/VRMA9SKsm6PA0wu6F4yLGgH7AIlkCiObAzgOfKKk6GgZAMBGGQaGXT+/GEJTGsnUOitrEqXUUeB7JUX3XQHw7gCgFJQ7wR+GstTwpoYAKFklVmISu1KZwP1Mh5oG0HfJqFGCwftc31wMoMo+AKyyRXR1jZxZOILbsMaaAvDuUVJGDXoHwSlrWF+63VnVdBzHQcYTJFLpUaXUeSXFgy0BAIXhrG7/qGQyUYqGTbVaAWAzm2UlJvvsSuVnJcXTDQF4dgVQrMmrzuXolZARjwLQ9cMT2JE+0hsR0pkohWIWs5jn2krMLxOpM0qK6TsG8O0AoFSN9cSlaiy5qPf67r/lXm0VPBcmqdaS5M2/SGcipDNrmAVLz5ulD5UUL+8XwAu3p0CpCtdXf7OyhSt+AF9GAWDEo/QePExnIIy5XMQXfzIy8c7Aw4Cz9agDONq9c/vVdwF8npvEqxbL0fOmZcdDGljAe8DzALrHi3IcvJ1+NF3HLhXH51+JLz320Y8P7FvxX6bfDFCrFLj899fFsh23NHgDGJme5YX6YqdWpWCsAxDo7gegWimP/fTcZLxRAPcEdKhYm9Xl6MKyowrvAh9Mz2IBRE6IrnoBAlTsEsXcBt6eUYz+R7jiH+Za38gQHz/aOEByM/fFauzi+zUn+/n07HY+6zYB4AuEKQVGSYTHuBo6xExwhCRuC53yNT4WvAAHXzr9zB5rzPmHXuPTWjdLmmePZY3Zf47V8VNz5xa7BncVnwo1NxSbmut18bMvju8wztoA0Kw4bNXAnVqzx94QwFSog7OmvX3d7M7rtq8U1MWmQh13dfcA/wCuPKarm6CLOAAAAABJRU5ErkJggg==) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhb2WS2wbVRSGvxnPOHH8UJKWvEhCBFJY0AXKAgFKAwuEyIoukJBGkdhVgOgGxJKXWLFglQ1ZhZeMWEARVFRQECVSWtHSgBQqgWiD46TjV5yJ7bE9nhnPZTFx2tI0pHHtszpz5t75v3vPufeMtHRCiwAaEJ+YjZu02eRt8Tlgvt3iDYBv5QAAz/3+uvZ02wEmZuPrwUP+gxLlpLGodbcVAMALQzAEdo4ua5NloWuH2woQkIFeP5BZYNguc1Ho2mjbAGQJ7ACEe8GzIHWOMeAXoWtH2gYAYIdBDsDmr2CmGQAWha5NtRwgsA3gSBDt9/2170F4xIAzQteOtRRAlq8Hyip0hsG6BhuXBZWKFQROCl073jIA270ecAWE+3xf/0HCLNgUSybAnNC1d1oCUHVvDhoedN/jF2RlOUo6m2OrWAJ4U+janNA1+dZPNQHQKMKGeQICPSArYFySCNmHSWeyGIUiwHHgC6FrwZYBAGzWoG/Y94+qZSQhkcnmWF3XEUIcA34Uuha7KwDKLgBCQK0DOqPwZOwhlOwAAFWryuqaju04k/jHdKBpAPk2GTWq0H+v7787PoKoqQBYNYtEcp2iWT6Cf2GNNwWg7FFSRh3ePpX3hb/xb2dRl/E8Dz2VJp3dGBVCnBe69khLAEBgeEnzbPEyAPl8goph47oOAFuFAqtreq/tOD8LXXvmTgEkAP0DTaRLu4sX81e9VDYp9xXvp2dwDAArlqP28BmUQD+hUA8dHV2oSpBoJOINDfS9IA3FP90vgAyg7rIDQtTJpf9w1zIX5B71gZve1ZMQuDiFW89QMv9kI7/ERn4ds2zJJbP6idC1V/cLoMCtKRDC4VryN6tQvtIJoOYFAEYqQc/gGB2hKOZKBTX11NLke32PAd72VA/wpKH4fvV9ADVwg7hrsZI4b1p2KiKBBXwIvAggBxSE56F0dCLJMna1MrHwWmr5ic9+enDfiv8x+UaAulPmr7+/q9TslCXBW8DIzDwvNQZ7dZeykQMgFPP/41ynNn72+anUQQH8HZDBsbbclcTiiifK7wMfz8xjASyd0LqMVGJngmNXqRQ3UbpHMQ49zpXOYf7pHRng86MHB8hsFb9Orl36qO4VvpqZ38lnwyYB1FCUamiUdHScq5H7mAuPkPEPEdPqwduCAjD4yqln9xhjLjz6Bl/WYyxLgT2GHcz+t61OzMbPXejqv634dKS5pthUX2+In355Ypd21gaAZsVhuwbu1Jrd9gMBTEeCnDbtnedmV96wfaWgITYdCd7V1QP8C02FkrxjAvoQAAAAAElFTkSuQmCC) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur90708 2.9333333333333s linear infinite forwards;
}
