@keyframes rwdcur231900 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACc0lEQVRYhe3WPWtcRxQG4OeuImOUxPcfeHstJCEhkWVJUWRQE0MQShXcBatyIdaFnC0ECyrkTRHFxVZe0m2hwmYxSM2C9a3rNMY2KL38D2QbIxujTbGzyhKk/UqZfWGYM8OZ87537sw5Qx99/N8RdeNcOzKEHzASxbK3blrFNbzEM6xhvVhy3GnMj7ogn8UShsP4myg2duumLXyLL/EzXuDzTuOmOiBO1Y4U8KBBHnC1dmSnWDKJzab5zyCX9Usu2z5+Wwcs4Dbe4BXe4iS08dqRjWLJFHaD//vQL2H5PwuIYnej2GAU+zSKxVHs4yg2EFoUxaagWDKBJ7gQlh5jIZc125OAwwMXDw88PzxQOzzwLvR7rYIVS0axH4YnoV/KZQ11LQDfC/9T/auepDPGWgkIIho+jQM+rH5zuhZwvcneTWeMtiP/Fy422SO9CPgi9JvpjIkuyZuxv7wi24uAy9hOZ0wlVRs9EKewu7xirJC32ouAx+mMyaRqB9/1IGBzecVEIW9LPVueiZapOKnaw1WcjE4b6FZBIW9DXfzTO3lfneVzbipOqlYCeU8o5O1gPAyfnefXqhb82WR3XFwCeYIrTVNr5/m2OgOP8FewP0Cl3DoRBfK9QN5IyS+w3m7dmUiqZpOqWlL1OgioVcqSnoKdg7bvgaSqgNuj0wYrZe/Us+LuzA0T9++dHrJG2j1W362UeiJanJt3t1X8TqphDovBbhSa8UrZxtz8aRVMhTaES/gEv+HXdsG7ehFVyp77pz7A9swNk/fvnV5X6udmcW7ew05idrIDzRjBj/gDTzFcKVudmzeG3/ETvu6UvI8++oC/AR0tqnfCn4mIAAAAAElFTkSuQmCC) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfElEQVRYhe2WsUsbYRjGf7Ei5nIt5B8onR1qoRRtorXpFCoUzn8gS5wySDo0ZigEHIIuIYNTXDJmqAFBydSoMaddinHoHPoPHNbzUmzr1+G+4FEud5fg1jzw8X338Xzv83D3fu97MMYY/ztCw5ArZRTgHTC3uka2Xg3XgDfAd+Ac2AcOtFTv570bqJRZATaAGbmlr64Rr1fDR8ArB/VCS/Vmg8adCCA8USmzCXxyiAPEKmVaWqq3BBw69p8C6A1lXW8ovvF9CcAH4D1gAj8AC7iVY6FSpqmlegngRPJv5LwBFAPEvz/Uq+HTejUsAPSGcqU3FKE3lBWvMwNzYLPANPAF+5XeAFOAnisQ9zHR1lK9uN5QLoFHwDfgRSxpWW58r0/wVoojxc/8xAG0VK/PmZTzDPbNcYWXgWXH+iRX4KWf+D+YdqznRjHwTM6HuQKLQ4o7oceSVnYUA4+B41yBRD5LcwThCeAklrTi3U6kNoqBz7kCS/ksLeD1CAYOY0lrsduJHGFXS1d4VsJ8ljYQA26LJR4M66DbiTSxzX99Mnv93I0z6bYpxUtSfCR0O5EWsCAfzwfxBhrArgF9BG4uUvwUmHds7Q/ieuXAHnYRAfgNkEnTDiDeluL9knwBHAzi++XACnYTMoslHmbSCOBse2fomjAQns2oWGIX2OKuqNwA85k0LQBhqE1hqEIY6h85roWhXgpDvRKG+ksY6rqfAa8c6CMPGHI9JeeFTJpmKGomhKE6k01xnNuSwxND/RFl0nS46w8Ax9s7LAlD7V9XsPPmYyhq7gaJGeQNODGH3aSWsUv1TCZNLRQ148JQS9g3Zy8UNV073xhjjOGGv/X4xU/2vhzHAAAAAElFTkSuQmCC) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur231900 0.53333333333333s linear infinite forwards;
}