@keyframes rwdcur250540 {
0%,69.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFPElEQVRYhZ2WbUyTVxTHfw/pUiLLHDAUSsWCuH0gw7Dtg2RF/WDMojFbMIvRbHFzH6ZEDEXHlpj5wrLIZgSDiy9ZMNO4GV8oBqcxxBdM62b2gcYtKipCGQVFVmwJxRKRuw/1PjxPnxaK/6Tpveece87/nHvPvY+CBkIIIceKoijxZACOinoBULdvs0KCkL60fkxaZXbrvwbjaJl2cW1dOYCQJCYjpfWv9WPSKjtKrHzcc57SVCvZrZGFHSVWtt4P8G5WN9mtEdtKx37VcemqlQBCEtLqooNL/9KPoigKQghhudotRsaeiw23/cLZHxIrupqFsz8kRsaei7I7E7KGQJuwXO0WWrhcXYa5o6JeyGpE+4/2o25B5b0Ay9KTATg9ZwUAF/1hlqZFZFtsRez1eoB0NTNfXwi73WaY2+3lavLR/l+fVURXcEBdkwTwtPW8rmQX/WFDGSW0tlZLijp2u726OahnhN4lOTT3D/NBejILn1v41pNO75IcFEVRkqIDtPjDtPjDVN4LUN7+RJXv9XooTbXGJWa323C7vXH1vUtymH/9IfOvP1SDA5gURVGEECJt50FYvVpdsCw9mXMDT1US1QusbK27weDOjTrHPb3DdHf9B8Dc3DdUua8vhNWSgtvtxW63kVZ9mIYNn9Iwcpm06t8NHYUQQqTuOKAeRGd/SGRf84nsaz7haB8UqTsOiFjo6R2OKdfqUncdEmV3/KLsjl9cET2iIdAmUncd0h9CbSVOAg1l6wAYudLML6DLXGbldnux5WXoZFpoz8SJU6cj/3E3ichFIpG640DcrF2urpjtJzOO1sVDTALj4+Nxg0aXNjq4Vi7tY22RvCPgRRtGw9cX0s215Y1ut57eEG6Xh+NHW3T20o/VkqL6k/+1deXqta0ScFTUi9q6chRFwds5cVEA2PIyqNndRM3uJp28pzfEr8daKCv0U1boV0nY7Tb1bACqP9kV2utaV4FKx35dL8vx8aORII5NBbhdHkPFzIsWGWRWS4paKe0d4Ww8R92+zYp8sFQCUth4plnHvmZ3E5asTM4OFGBuv2nI3rF2Hub2m5wdKMCSlamrktvtxdcX0iWlLb+hAo6KerGl6gvAeA4Ajt2y6oNvKsD8+K4qBwwkILKFtrwMfH0hw2upe7cls8qv1uPtHMDt8lC4eSXVB2/Qf/B7Zm/cxkfPIvvp2FQAwOWkPJ1++8aFLL/dRM2lyBVjLylSSdTuOWL4VjBpJxqlePHOq5h78gLh1utq4GhIvcQ3S8cAqLnk4ZN1y6jdcyTmupifU7ISr1w7wf2cPHyjSQRHFWaaBU/au3W2by+Yo9NbzeM4t32o6r/+so5ni9fE/XQzxRJK46qiYsFQECtgBcaFGdffP6t2Ixc8fH68EYsJLGI88voPjeqCr6z/DWfjuZjZx62AFlVFxeKHww4ARme9BWnJjFyItOKM5UUThoNhzI/vqoEBni1eo0vopQhIEnI8P3euQX+/S78tP3r+TPhLOeYWRMMZMDEnIxLYF9Z/lPx1+w8K8t5haDgIQM9At2H9ZIj5FmiRn1sibJn5BIaDFL75Hhlpmbrf/n0LudX5D6+9OpPAcJAV768iP7fE+NK9LIGpcPGMxSCbDolJCcjsXwaJkpjyDAyFgtMKfOvBzamNNJj0tFYVFYtt360HoLjiVEIO29p+UsfbF382ZUckdA/IsTNowjZ7Yku8Dx9gy5o3Me/voHTmmDpPpB0T7leA/LwSIQl4+zvo6HQpsWTT8ZnQPSDxaPAeyTOGXowfxZVNB/8D6DzX70V3zeQAAAAASUVORK5CYII=) 6 6, auto;}
70%,75.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
76%,81.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
82%,87.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
88%,93.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
94%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur250540 1.6666666666667s linear infinite forwards;
}
