@keyframes rwdcur43027 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHQUlEQVRYhZ2W33MT1xXHv/fu3evV6odlIcmO7BhjE5vakAECAQoEptNJm2keOtOHzvTv63Salz40nTZlCh0YEwoFArYx5oeNIWAbR5YlWVpJu3fP6UMsZy1EYnpnzuzVaLSf7/nes1+twLst2bGXAFTHXkf2quN3BMAoYRtbOtQIt5ri/4DLLtWG6Uh1ikBa97tZncsPyNRwyKq40Hp0TWFvqxPerev21YmIUAmVSad78gVHxydiFo8PB1zItBy1ZusvQjJqLwLeBlfY3Xkb7Cqh3YHYgUOxnsSUsPhQIIMhKaqZYV/pfKvf91R6aYVX5qtmA+/iwI/Z7myXm9GFQjZWuMCaz5EwrkW63BOop1lKpOImVQjs7EDFtvyyt+kB+EkHZJfPEoDK2IUEwWgldELLWMaWTlZZqmBbPVOweMQO7BUyXNQkjAY5NtumolxYOpbeCisLm/5aDYDc6xHsWH80/suhQTX+c4DHDLdUiFD6opFimDQgFIdkpFFVkECC4kPvU3I05FU8U5WZupR+ArJZDtYeelQxPyWg29QrAsmQgiYgXoWEBEPGGMITrD3FOsMg3UKzuUmr5apQicFw5HAv97kxZWkSlisY5XpYKbUhbxMgu1wlADlTv1Kcw9VpQqgtKFcKK8Fgx4KdsoVOE8gx7GufG5jQRyeksIwPpym4LgXDeGHt8Wt/aX37vqS6QDutf6MIoQSgQhgVsgEAaeBTi+tNANKRCX3EPjlxHIdPh8LxFuXGUgO+ARw/IG+9SXUPgGkL6Ey3t9qPNx89iR8yQAKQg/ZY/oQ8dn48HD1UE0HztpydboEpj4GCYGUaHJYYbPB9KpLqAL1t3y3pdkQkZJ87rMZGR8X+iQ/owNG+IF14qTaXr+H69JPW3WcH9Ufv27CHNBKOx9WGgDQM8gGYaFTuyu247FUWbFmlouwC36kRe3LonDz12REz+XGMEol1q7J2S81eukv/mV0xi0UAZDioKKnRwzFpyJTa8LaATpsBQJ51f/ehgKX+Xf/jvM8Nhd0RqwHovDWcOS9PfXaxdfbzQPZUv7bv/OsWX/9m0Z9ZCdBq22xiIm5s2L7NjhQQNQBNAH77CKLRKgGoi/E/TGZk/vc+mQcK9gsfDXTC0zKf+ER98qvz/plfxJGXl9T0lb+ZL/5RolWvfb4AyIJNOTH4nmBQwMGLgFulbfiOA7tqzD6e7pW5EzJUasUsPPa4Gv2zUQC0K3rd0/aFC+eDk58O8Eh23no+f4dv3ijRaikKB2Dislel4CYIZnk1fHR90b+z1IYDMLsGbEj9LHPIOfOpS4mxZth89jC4XgLgdg7flP3x+Gkz9fkITQyvo1r6xpqffmruLW1b621XDYA3pc8V+vi9EQj9/E7rq7kyrde6OaABOP3W/qGkSJ+1Q+1s0neLNSp3Ho8csA6kj/Hk+fFw8mAFrfJN+/5Xt+jK5TpXapHOvn/xgDZZuT/LcFc2eHGuxZ4XhbdnYOevNCZSeZt0CkTeJq9VQwRuG6wR01Pq1Mhx8eHZj8yRiyFs/6a6d+kyffnls/D+2vYN/eiVQaYWbsxtYePutdafH7eFtQcwOoQagKNgp8ECLfapzlW5bb88aB0bOCqPnzwcjp3OcS7rgcszamb6Ki7/cym8F4U3owJCGHM/uDLvcdWgw52ogLYDLnHoMDGFaIHYuADco+rCwbN85jdDJjfSFHL9a2vuLw8x9/AlPV1Zp+ftiW7D/UgZAFSilehQvlHRgHEsVklmSIMAMSRzp6xf95/gI+fSnM7MW6+m7/F/bz4yt5d9NJqRbk0E3kTHGUcK3fa73mhiSOYVlGsz+aMYPNHPfXkjrPJlce2vD8KbT7Z4oxp9hDqAfsd33QS8IWLHgYTIpNKifxgsNbilBsmeFLC9q7j291maXnSRoqTYpySkErCUBUvWuQIfDZ8QdlofPetOaFTIDwE0IEazKeRGtrBR9BH4SS44FWH8XpHNnrF+m0gilehBj5KQvoAwElYTQtak0hC2bSyynzSC2tzV4E9Py/x616B1QqNrJ4pz8v2cLXrcIGx4GnEdirhH2DA5zg01BJVsoSmFjNsjYlkIQSHCMoNcCKgQwrNgPxcQ0kECwGvqAL4BjgqADUcNiUPjDjupGDmpFnu1BbF8uy7qNSXisk/0pxzh6gCtYpGLM02qvWrBKza5VmqZRtVvNapP6HY5QHNn+vcC3xGQFBmVRF9amwB9SOS3pKWFCLAPfcOuSKYMgtJrWr61QDduzNP0EiH00H3yuz1qP7oUADMlzg33UbxgkU+uzGRtqVNxNFyPqysvwoVbL3h29gFNP22iVt0GRuHdpn7PS6WwD8P44IAi0luyubwlqsViuLr0LT9cfEkLK+t4XmZQu+POzrslHN5FhGqh0fyOXz3wUCm+pKXVb/lR6TWeeQxq37gNi3Yeffa7hc2eRQgAkzEk3RBG+2hE3wej3XVG7dvCZs/D117/AxKW5IRyt2/UAAAAAElFTkSuQmCC) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur43027 1.3333333333333s linear infinite forwards;
}
