@keyframes rwdcur138273 {
0%,19.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADW0lEQVRYhe2UaWiURxjH/+/svZtdU5tuNK5XzdogRaNWTKMkCuKNaMH2QypC8ShGCAaKHyyhph5ohKoIoqCIB0aNEY9oktIWIaJSq220xaRmzeZ0c2xisrvvMe/M+CkQdTeJVasf9vfxmWfm959hZoA4cf4n/vH1iGh147uSxwr0xsXvlTxWoLciH0rtjbBn2/rlW7/7+mAs0WC7Jq8jLzmyeRnTWs+DyjV9tUkfu6QXw/Svvch/fgUXjxdMq/33flGg/un6pMSUK7H6+uR//foz+a3ssttuS+het22H0jceM9kg8rSa2rvXn7bSvO1HKooH6q28eNL44O7NDY2Bpp/CchAmYX6UPXPJ9C9z80PAK5zAifx8+8gpnyqNdXVJzc2+sofVzaG5c1aUAhVR+3cXrlvT3hXIvVZ5Ko3JgutUOylk/jcxEl+ffMgBaiquomjX3hutv9+blDV9pLm93Y+ED7wrV+UXaM/t9uzRxLaOpskdvZ2Zj1t8272eiWTpijXYt38rAg0Ny8wQi20Gx5L+c4YUwHezaozTJNLdE9xwjNDQUGdFsse5Zf+uvEWCc8651q3oWkbVnxWZvb1tJNwTRqgL8E7MwPc/bNRZJFRlAX4BA7E4Jb3/2gPegZIzJcMjoeBGC32wVqXwhJVO+P21aFddMFhtMBgIjESCATooVUAVGUJmWLhgFc5cKYaksVujP0rJ2XP4vC+WI2qA45tWzw+bjGupTVsqbIpVgEJVdSiKAlVVIVNAFxK4IGAC4EwH0yioxkFgRmePCqcloSFrxufebzfv1KI5YgaoPPxjOiXDy5oCzSm+lj/gcAnIERmCqVAiMjSNgjEBygDGBNDvi+G6wDB7UofKDEV23XVp34WrDweSvxSg/FCBm7jG33/SFXRX36tEsNuPJr+CcDfFZ5nDQIgEwTk4BzgXYLqAEAAEYBYWfOhw30kdk7Yyp/BA/WDilwLUlBaTC0eP3RBeT8ajx7dhlSQkWK3ojahgjCHRaYPVYoaJWHQIqYNIBIyLoEkyttjNtuvJyaPKvyo8cGeo4qgnsCM7+1wji3wxapy7foJnbE76rHnV5edKU3VZtk/NmtZid7h09/hP2lLnztdjLfjaHMtdveF03jez35ogTpw4cd43ngF6f64nWaM5ZgAAAABJRU5ErkJggg==) 4 20, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 6 23, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 5 21, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 2 25, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 6 17, auto;}
}
div.testarea{
animation:rwdcur138273 0.58333333333333s linear infinite forwards;
}
