@keyframes rwdcur26546 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8UlEQVRYhe3Wy4sdRRQG8F9fmsswDCKDSiDbiHBHyDr4QlQEIbgSFEURERcuxJVKFi4EIav8BSrBhQQSUGSQZCG4EHyAEPQ2iPgCF+JiGEK4XJrmtos+dbvsmcnGVhFyoOjqU4/znUd9VcVcextuxSY2UOpkFa3GAtejLVHvKIwhZRj/ISlmLdXRe98egEaTCTZnba84zHiM36mPyqgANm5gNIE6qfO8GRtAqc95kuewVxX2dblf6vNfYzVW/hOAoezh9/guwmhqzY5i9BSs8nDjWhhP7VoCMrZxugisBjVwPQwudhSjVvxhMnHwWC1DN7q3RwFYZP8nZcX2bwAowyDdOa//CwA1jsd/qvYVzLUHFox5BBOAJLnHkxhbRX8tc20+729zQoktTMPYMgxOBoA2dSyYgK5bAPoLqMyJoe5AWkv8jHrWmlaFPbyFi5nBScy5KwOWKDmn52G0hgByB9b6Yq5tcSoWnJi1zleFnfhfRnS2YsHHeDwM7+JBXdEmANNs841YnwzW+ppbA04ot6JtV4Vfov8tnsclfInPcEd8P8cxXI25Z/FjtGewPWt9j/dD91LM28W90b8flxOAXXyCc7iCadDzr7EYTofuNB4N3anw+hwewBN4A1vBrhfwNF6PiHyAF3VPgI/wziQ2fQQP4VU8qafn79DEnDp0TaZLeX941voa7+mLGr7BT7NWGfM+nbUew91V4TdcmQzugcmsdYuenhdYxJyFvpAWVaEJrxq8VhXO4GwCm74Z8BWaqvBuROxD1GVsfDkm/FEVXtbfgPt6ut7D27q83qM7LZdwH97EGXxRFZbYrwqL2Ce9KZNTF/Bs7FMXc+0x1iFahzjrJ1Jq9MSV9CkFUz1/pPF0TNPpKLGNp3ACr2CR7oKcEfNn15BUJgN9knIwPjzzja6wr1aFr/CCuHWLuTb3Pi260UWUs2QehcMkjaUo5U/+BvW4N8sRMtemNOYRXKE57E34T0hOxWvd2DfrTbkp/0/5E5OpILXjtcSuAAAAAElFTkSuQmCC) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACy0lEQVRYhe3Wv6scVRQH8M8Mw2MJSQhJIREkpHSe4TWCFkIKwdrOJiIYC0EsLcLD0kK0s5QUFhaKjUjAFP4DsfEpOyFCsJAQoyABw2NZhxmLOXf37mSVFJMHQg4c7uy5597zPT/uOVvM9ScxC66CE3Vosci4RburMAVVYfheLqx7mu33nwgAk1EZADboX4yfndJwDqCq++2bmfwclgbvu6nCT+R85PFFPMBhU6xyvsgBTGbdZsEleoD7sSajK57Se4YUdGyE+zCMJz5MQKY2ThaBLA0p3MtdxaQVv41KDz+rFO5Jc/1fABbZ73PWzeZIqMoAnBWhd4QRqMLYmTCYWu/K+Ny6Oh9HERZz/XHrYsyfXAJUbjnXTQWowrEMwCIMpueZAMwMqcnl5vrVt0dL2UM6lWEQpcvvYx9fZYYq3MUz2bkUoTxd+eXjqHWj/W5Dse7tYBeX8aHB41OG6MxwAafq3j2cDp6Hzizj48HHRufTehI7ieve3yU0hb04eBp/Ylb3fsGbuI5bOIhmdYCf8DRux8Uf4de69wcuxV138EWsb4fe9br3VwB6qSncKOb6PlJQRUQ+xlXcxGv4se7dbAoXwvAeliE7b50mAeoaXoj91/F7yM7jVbyMd/AJrpUxA/YizG/grSxHP6ALz9vQ7TJZSuMrde82vo4wl7F/Az9nzn2LF/Ecnq97V5NiGUo71s9Q3bsV0YFlU2itm1cboWzxQVN4F/sBMnXS5Qh4ayjwT/FlUzhTGqbd93XvAFfwXsgOm8JT6dswGd/HNwFg31AfyzhzBRebYqWfeBGy1GE/j1R9hraIP6Uph2k4jZ9WOVpbm08tP5/fkfeSyvAyLuFZQx0sqgxZovGbHVO5ZX8McOxAFd/f4TdDrS3RJgC5N9saxrZ2/CiUvE/rbibv0E4/XbZQDLSUnhxcdyQAMhArehyT9Qk9of8n/QPhYwzMxM40bgAAAABJRU5ErkJggg==) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur26546 1.2s linear infinite forwards;
}
