@keyframes rwdcur96127 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGBklEQVRYhcWXT2gb6RnGfxqPZ0Yay8iyJNuxSRS7AiexxwkkhpKwDt344hrjFpyL2x5yXGjpwtIeSqFQ6HUPhe2hNKWkyaVp1pRsl8RJai+GQrGxpVjGxUYIEjWJPKiulRmNpLGmB0nBtv7Y6R76gNAw83zv83wz7/d+70dHR8cWcJ3jMQh8EgwGv+zq6kpJkpRTFMVpa2vLdXV1pYLB4JfAJxXeieECnO7ubvP169ffBhbqcKZCodDP0+n05aGhIau3t1fxer3Yts3c3BwzMzM4jkM2myWVSlnr6+tKKBRaTqfTvwT+cpwBEeDGjRueJ0+efHHExDdCodCdXC43eunSJaG3txdZlpXqQMMwAGhvb0eSJILBIP39/cro6CipVOry0tLS56qq/iOdTs8CiaYGvF7vURN+VVXvRiIRcXBwUJAk6QQvswxZlunv76evr0/Y3Ny8bBhG3DCMWeBBPb5Qvaia8Hg886Io/nl8fFzRNE18H/GDkCQJTdPE8fFxBfgT8OumBgBs28ayLNHlctHa2vo/CR/F27dvaW1tFURR/Aj4bkMD+XyexcVFpqamGBsbY25uDl3Xv5b41tYWi4uLTE9PMzk5Kaiqehfor2sgHo8zMDBAT08PkUikqQnHcTBNEwDTNHEcp6l4IBCgp6eHixcviqFQ6O5BXgvwi0gkwsrKClevXqWlpQWAzs5OvF4vjx494vTp03g8HizLYnt723727FlpZWVFkCSJaDRKIpGwRVEstbW1CaIo1ohX0dHRIayurp4qFotrwD+hUgdGR0fp6Oigv//Q2zk0E03T2NjYKKmquqDr+qfAV8Ae0A58EAgEPjYM43o4HBa2t7drxKtIJBKsrq4up9PpK+8MANy6dQtZlmsGACwsLJBIJMjn878CflaXVMb3ZFm+Mzw8zJUrV+oS8vk8t2/fBjgHbAoAIyMjDcUty+LFixdomobX6/0xzcv2H/P5/Pfj8XjJsqy6BFmWuXDhggVMAAg+n4/u7u6GEZPJJGfOnMHv96Npmsfj8XxxnAlVVReSyaTdiNDX16cEg8EPAQRJkvB6vXWJjuOwvr6O3+9nf38fURQ5f/68R5blpiZ0Xf80Go3WXR1QLnqCIGgAommauFwuCoVCDdE0TXZ2dtjZ2Tn6yCMIwm9LpVKkgYevMpmMuLe3h9vtrnnocrkwTbOcoYqiOJQTse5PlmVHFMUfNZptI0iS1DRuRReXJEnOxMQE7e3tNUFM0+T+/ftIkvSvQqHQ+x767cB/juFYgFv0+XyIooiqqjUMj8dDMBjEcRyfruvfAp6d0MAHgE1lt20AHUAoFApks9m6DJfLxdDQEIqieNxu909PKA7w8Qk4MQBhd3eXly9fNmSFw2EymQy5XO46cOoEgX9AeYU0m70FPAUQRFFMxuNx8vl8XaaiKJw7dw5ZliXgN8eJy7L8B45s8/XCAn8FEGzbPhsKhZZTqVRdpq7rxGIxBgYGcLvdU52dnX8DJiknGpX/yUAg8NTtdv9+eHj4JL3EMrAJ5b0AYMrr9X5+8+bNQ+2XruvMzc0xNjZGJBLBsiySyWQpGo2WMpmMKEkShUIBv99vj4yMEA6HRUVR3o0rFov1xEvAd6g0rFUDhEKhv0cikcuapon1xA/CcRz29va4d+8eMzMzdHZ24nK5DnEamLArs/9m9ca7b5VOp2fX1tbsV69eNRWH8uqoVji3210jDhAIBJienj76OWxg9uCNg8mSMAxj9uHDh6Vm4u+DIyZKFfFDLfrRbH1g2/ZnxWKx1NbW9rXEqygWiziOUwI+o05rXm+5/BCYmZ+ft2KxmF1vkzoJCoUCsVjMnp+ft2zbnqnErUGjYvHAMIzhra2tO2tra6PXrl2rnoyOFc7n86RSKZaWlkqqqi5XDiUNT0YtTWJlDMP4XbFYXMtms5GlpaVTuVzO2t/fF23bplAosLGxwdmzZ7Esizdv3vD8+XPr8ePHYjabXd7d3f3IMIyfAP9uZrg2fRtjEJgIBoMfCoKgmaYZKBaLiuM4ls/n00ulUmxnZ+cp5Qq3+R5x/7/4L/FGjGRc6YThAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur96127 1.0666666666667s linear infinite forwards;
}
