@keyframes rwdcur139977 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGfUlEQVRYhb2Xf3BU1RXHP/fuS9guaVxCGmi6JhknhjSGmgkkFgI0MrRAhFImUKwRmZrIWDqMM4z411aZIZ22wLR2nDLOII5oqwgJoagEbFEMMUULWCC/TDMOEyANYRvDFjfr7nv39o93txMUQjbT9szsX/vuOd/zPd/zve8JJhDxoJRAPrAZ6ABeTKlX4YnkkhM5BPiARcI39XvACqAwHpTW/wWAKVQEVMuN7QFZGSwBlgP+eDD5fpI6YQr4gRWyMliqfr8MkVuRDlQBpUDq/xSAKVAOLBO5FT59+XSPerkq5Fm1pxB3FFnJsjDup43wsoHVnocaC5w9S/uA3VrrtwEprEmLgLmA978OwHTlCi9zxkId+rsFhHEZGXYa1oXl2jfzgGogx4AdV3jGUVwCk4ASYIOn5uC31P4aCaQBGUAxMF34pqbiSZnCcN9loPvpBSK+tUXr2+UXYxQGsIB04C5gnbxvw8NMK/aLtGkwOct2ds3vBrI8z4xk0XUA7q5Szs+ntABbgTPAdcBOqVe3BPAlquJBmVi1NCAPWACsBZaJqt+mY8eizqvVNp+HEwDRJ36lnH01YboOxETOnBKgBqg059PiQWndSpw3mIehOxXIBAqAbwPz5coXSvRbT0jnmZQzQDcwG9cJJSARMgq87RyojQHlcumvq1TzpmzgBHAS6AFC8aCMpdSrG+iwRhVO0J1nCnxHlj9eLmbVBkgPKNVU1wLsB/qBAEKOBqCAXuAjwCtmPLDEc/fihfqD3xWoD3bOBN4DTgEX4kEZBmKJsVij6M7GFVqFCJTNlYu35euTz6Xq1u0Wyo6YYrnAnYYhibtyFspOuKMF+NXeVbaYsdzLv/pzPI8ey1LNmwr0P87eYxg5B/THgzKSUu8ezAEKgQpgnuehxiI9fBFn9/0hwO/ZeD5dn3zOK0seLiU1rQAhwYll4ssEdzUtUbQyVTqxBVjecpyYF8vrE7Mfw/nltCidB8Py+zvzpG9qjrN3TRHQCrwPdMaDMiTiQfkUMEcu2VEupuRmOK+t7sNVsARmi2n3ZCMkaKVwbIUTA2Vb+tpF28zWL7x3TMeJxdDKxomh3e2zgSGjGUtYk0rkjxqy9OXTg+qdLa3AUaDVAmbKhVtKRfHqLGdHbgQYNnNOA2x9pSNmwCiTNJE8BgwCto5e8wPRUf8r8wsDIcDS9ucR3bpdiTX7s8S51/J16OOzQJqIB+WDQJnwTZ0rq18q1Fc/ttWRJ3tNgnzP+vcz+WzQTSgtVznKthgZwjlQGwK8nrr30hkZspGWjbJdYXr9iTEOiMlf88nql7L15dNhdezpU0YLbUCPBfwZ6NSRf551XlleIQJl5Z7adwv1+del+vD5VH21C9VUFwM+AS6YDks8P/5TthGhV3/yrq3e2dJpmJsO5HseeSsNyJArnveL1MnXnZcfOGXm/xczlkEgapk5hYEBoFtf+utpZ/f9FbJ4Vbnn0WN5euC8kitfUKqprhdoMs9uNFtjAzbKBjhukn9XzvxhgKziNM+65pg6uL5bXbvYZoTXbkBGMA5pGWOIxYMyZJJfAjpVe8NHtDdUyHlPlovKn02nqS4P1/v7cC1WAQghEjO/anSQIb65wqcPP9GnOg+24HrAmVHnYqOt+Ya7wNhlYr8TbjgXWCq+MqVIj3w6gLvHhZ51zUXOnqXDQgivmLdZqhPbjps0paaRvbhK78UV9pdcEL5gxQaZigdlxFA1ZOY+oEc+/am11SnWHQ15zt41EmklXFAirVQRKKuUDzZYuqMxqpo37QP+YLqO3qzwTQF8AYgdD8rrJsmbwDfUoZ8E+Gp2hlyyA/x5CbYQ8zZLPhv0Eh1WqnlTO9CIK9rYWDchjHEdjw5j18XALzyPnVjk7JoPLq0R3MsrXeTM8YrAfcOq7dnfADuBodsV/08Ht4uUepVwvf3q0OP9clG9wtXCLmAfMCAXb1Oq7dm/AYeB4fEUHzcAE1HguL7ScVx8/V6Fu4aDQESWrc/QrdtDwB+BnrFmPmEAJukloNF5ZXmvZ+0bdwG1wA/EvTU+1XXoQ1xTi4y/p1uIcIyI4b5gHNGDXTnijjtLxaxa1Bsb+nFN6kIy3UOS3wVmrkNAkzr61Dn5yGEpciuUvtLRCrTgjimpSPpbygiyHWjSRzcPqj1LLuB2359s95D8CBJxHTiieo7Mwr1u25hA9zBOH7hZxIPSi/vSGgHOGGaSjn8Dx0Cmxy8qWG8AAAAASUVORK5CYII=) 15 15, auto;}
12.5%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGK0lEQVRYhb2XXWwU9xXFf3d2MNvtstk4xnGMTTbUuIs/qOPAKvijRJFLCCFNWuS2UZuHyCilipoWtdAnGvWhaosSIaG2UVWRh0StUCBYkWgCUdsQFkjbOCQYduuYlXEdbCxnbdztstjL7Nw+zH8TKF+2lfRK8zQz9557z7ln/iPMJQpxC6gBtgAJ4AV87Zm5pLLmBAACQMdtMm8N8AgQpRC3/z8AvEJ1wIYkd1dtk+om4GEgTCH+GQPwCoSBR7ZJdfM6krQRCgHrgGag5LMF4BWIAevbCAXe1Wz/WpLpl6Q2ikdF+WynMHMAnvAqgc5uWVb7gCaGgF2q+gZgzRerA2gB/J8+AK+rANDxRfnc/f1ctIEM3kQmH9f+zGvURYANwGID9lMC4CXzA8uBzhdYWvkTHSyu4cPAGiC8n/Ml7XJLG9ABBGcK4voPFeJFxYeBBuCxp+SOWC8X7G5ZZh2V5QEgCISnpaUkRpD9LKsAOoEVQIhC3L6ZJq4G8EnhIBABvgw8DqzfyZJQHp36mv7TyVAAsAF+yVn3Mf0gs4/x/CoJNQHfBu4z7wdvBORK8/DGVgKUAbXAvUD7Llna9DQDlk+PHgf6TIc1pgHLQqaAN57Q03kgtkOWrNusA5VAHPgb0A+kKcTz+NrdqwF4hW0gZFCvAFZ/T+6IbeT2qipK3C4tHAb2ACNAlXUFAFwgBbwH+Ndz69q10nz/rzlX+xs91wi8BfQAgxTiGSCPr90A+GTclUAT0LpSFrQ8S6RmJ+dKtjNsO2jOFLsTqDYTKorTdtCiO9pA+Ov0OV+l1D9CfvGb0lj+QwZqT+iFejORXmCEQjyHr90RCvElQBRoBdq6ZVndENP8QAeyQDghzaGdjLg53EwQX9YC8mjZJir89+j7k4D/pNzt300648eayuP6/VjBJ6mwFurfc0DmefmCv4x5bqf29QJHgKNAEkgLhfhWYNVzclcswvzSDdo3BBw3Ha6ol0ClheCiroO6eRQHtT/UacdwG75F7Io8bt4FJ4+iqgAOMGE0Y88Xq2kf0fIesmPP6NAR4CBwxAYafyaLm79BWXm1vpMDJg3PQcBJaC5vwLgmaTF5HhgDnH+rEwamLrvvmisDpAF7Wt3cdhl29xIt/6N8VPOBXjwBBIVC/FvAyttkXsuLLI32cdH5kZ5JmQQ1b8uXysbIu4BrI65XXe0JHJ7Q02nAH5floQkuOTbiOKgFWGFsVuvJNDC6UOYFXqS2sodsZpv+q8do4RjQbwN/BpLjeunEQyRbV8qC2FvSGN1N2npez5UkydHlrdcAMGg6bPqLNFQaEfr/yqTzjA4lzeQqgJrXpT4IlP5OasJBfNkHNdFj+H/b0DIGTNmGpwwwCvS9o/95dzUnWzulLPamNEZ6ueDukqVul55OAd3m2e+brXEAx0EBDpnkX/mmLKxqIBA8KPX5jaT6PtTpY0Z4pwzIHODga8c2xpCnEE+b5GeB5B5Nv7eHdOsWqYr9lOqKLk5HgFJgCMgaihCRIucfGR2UPkpp4GkGhrp1/DCeBxy/7L2PPQBAuDw8uyzud9ENW4AHbxW77rw6o3h7HD0o9XUPaGJSRPxbWWT9Ss8eMlmaTSO78ZSewhP2VS4I/2vFHjKXQjxnRjVheB89r85TarU17NV0pFP7LBspuqBlIyUrZcF9+4jaexmf2qwDLwN/MF1PXavwtQFcCcShEM+aJPuBRZs0VVVJSelzchcR79xhAWxlkTXGJf8kjrtZB04Br+CJ9opxXyvkhneL4dl1A/CLo7K8o1V7wRtrDu/jFVolIf+9LJjcocM7gN8CEzcr/nEHNw1fe9H19jxJauTncqeLp4XfAy8Do88ScXfo8PvAa8DkTIrPHIAXU8ChhOYONfF5F28Nx4Dcd6WidDvDaeBVoP9GnM8dgJf0LPDKQ5pM/UnqlgBdwKPfoTzwqo7/A8/UcjPOyfVEeP3I4x0wDiS5uLha5jdv5HY2kRrBM6nB2XQPs/0v8HidALq36JneA9RbbYTchOaOAIfxaJpVzP7XzBPkKaD7x5wZW0NiEK/7kdl2D7OnoBhZ4MDrev4evM/tMebQPczUB64Vhbgf79CaA46bycw6/gt1eHWEVMgQXwAAAABJRU5ErkJggg==) 15 15, auto;}
52.5%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur139977 0.66666666666667s linear infinite forwards;
}
