@keyframes rwdcur87993 {
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12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 12, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAItklEQVRoge2XbYhcVxnH/885577MnZk7szOTyWSzbjabbZImVWPahlRbiYhahGqpbdHqh2KhfikFUSi2qEEFFRFUEFQ0FAWlFaTvpliVSmJlTdMX0lDSJOZlmWw2s5PZmdm7d+4993n8YFtNmjZpG6zC/OB+uvc85/8759x7zyH8l9lz3ag7y+VaLGT3PfbC3Pa3WY8uRqjz8edtcH1/xETsT0WZviI13jodBMfDkdLOD+3YdfDt1DYXK+TZ7LluFBD4kmGMlJ6KbLIlTbN1ovQEcRapLDvlKMVvtx8DAE6lcjUJbgPQOOv+fiH8Km23n73Qgs9sm1BZGJThqEn35MnNLLQmU+kUaQqL5ZE6Bfk+yEyz0C4WM3tRBASYI9BuQL4EYBzATgjtBqEpkPb5iuy5YaUCBaHOpK4zmXDTZBPa8TrEUkfKfub57vLVK8umkuvC1Y8LqZ3ZUnYgOno0+cetUKvvxVueCQMAFjjsZWpWdHYTgJoATypWvxQSa7XE52r4wk0bVaKtLzm/4MTZhIqTtZTaS3TCE5TyqB1YNyOXdbFowsYyU6gVu5TXfyCPHvE8PgB/GrLZVlS+YXHv7HkH6Q0F0G7bAdB1RypWCBZAf9A91Xm9Rs/d8cFCNjg97qR6QiXpWmV5DWXcICshWXEzC7Z+PvbK1SA/UgwKpfyczund4uIR68qLT9iH42tz8BGMQBXeavT/FPg3MxA0QDhj1GfuXK16A8cdGAoVqbpBZwM0b1QWkwoyRiIGIgmBrDW6H/uBCaq1cqlUKvs594h21eOk+AkE6cHw7gf/VfuniFHMrOQH6pV++OtQx44DEzsufEmdKSB4CiS2IGjtvGUc5GuTK1Gh51ENLo+6grXEslFlsp5IFYiglKI+jOozG2QasMZz/bBarjWW11yjmyC+j8n+SS1htnD3g8krXcVOyeA0uXEXFgDS36xQVlAuqG6ycKeNSj8aXJDEGQICzBigcc2YgllOdaWzOnmYEqM3KINLFGNKMxtJTUJMEbRKhMGAApNSKTmBky+VK7VqmKuGzSzq3Wf63V/73300eQ7AkRXAxImX+2LxoVCGIMb9aEmglQjKXkl1uUPRm5qB4zdehePUxOd39V1LKH1gymzQBZ7QDr9XOzylFfuKyShLfUlMosAMGBAIUATOCIlWbkJuxeTckHLO4czQfcoOHjoNlTRvg/En84FiUt0lidXxxbg/343dvNc1OQ3cDHzvwdh+hTHbasZ2uple+BKKb/+IakXdIIgRbKmZ9QvKbh6vS82rDFy3mCVadFuzimBNIpGGazSUOCBdgootMLBIEoVoEX5vMS0vnG4nC8zTI+L87dD+A51Tzba68UrdUKvKlyknBXeSw3EPx5bdhRgYdF8Jcs8nW7gHuOCRf1UgqxXram5hay6iz1xTlU3tUCqrpyhprHZnKDBzWhmmgYG2HjydR5Z4QGKgVBEUJ5DYIkkdZH3G0mwP7dmFRjTT/HTr2PG68tyHRwOzl+tm0n33qg/zYhei5g2XO+37gfjmN5v2XAJLAwrzYtcGjipXNKksIIQl3xRLpkCOjQEkZJTFgC0tRmyyFFA5YCkFEg1iB57noR4Wu0G1ceRU2I6ah47VF3v967OEN4nvPn/g4Kqnx15MuOAm86pnW14b8XUXEO6Ou+B//z0rKlSGdUtpB1e3krOfMQCOEPBzw/zAwzP2q6fmeMu4H82tmlGR8qlgyplSYWZV3mF4LiNhRkoM7TKMsiCAkMFJEy6ZfN8bayRBLt85cfR4pXOq00h66URzJt3ae2i+mfftX2E19+drvA2tc4YWwGATQM/Cvus0IIrKsNpKlOsTXivw6m505hM1tWU3/zYmbPncGH78ra3qMZ1TDZNXEyrQa5RvJuCaUfguK8dnGJ9BOQa7jMyzkIAhOZbMIEnEdBf67vzcab891y4vdnoFmw4YzHOi1D7y9G4nzO/NFavHrv7JHzsAsO+zwIblJrCj7piVooqbdmbhmfl4xQ3VUBcc66zM9/GxQ695uc/YTrsjlUeFsBnAPc3r1Y6cQ77xqKwDFSrfCcVTNcp748rxVgFmDOSNglwX5FlQnqEKDHFZEnCWWiRLFklsVbvdLZye7xR6C/1gaTFWNrMtKOxTpHdDeHoQp0euff9M4izPT9DG6jYuFHx7eHFXsu/ogRwh9hyAvnPun9vrbqeX7WgBQAxg9uUL9W+sMCcTr4Isq4BRAVENGg1AGgBWgqQOMWWyxEbARmkOfM1+Kd8PHR1HxcDvLsZBpx+FS1G0NbPp2gy4yiuop//evHT/pN8ydTdf0wJoYtfLA/433/iv/KbOA3NfO2EJJ+YAzAGA2b7RpDknBJI6iGoQ1CG6jgx1CJaDUUeGis9kHRe2RF636pl+J+f4nb4Je1HU6EbxaC9ONy21+vsHMb0U12yyrCb7vV7W1IzXrPmzIQDwarWQmesk+IVANgD4IYh+ByBSSs0NWq0L+j7PfvmjarmfBdDcgGQNMI+CpYFMlcGqKlZVwFK2LG5sMxOl1u2mEnRSDvpLfRsv9lui5RhbeZq02ePkgmNudaRVvPKy+Iov/Oz1Bdxq9QoR+RQJbhFIDcAegA6A8BIRPZLMz++/EIFzkdt+uRt1zShEjzLzGAFjEKoCKoQ2IYwTWlKFVq9bONnuhgtJplKhGCJ7WfCMOO40O+6B/tGTnZufmjm3wMU8kZ0Puf1yY11dI9A4QcZBMg5gpSVViAZc7lquJaJGo0GKXjRopYLnodVTxtH7yNGzCUs3bvfjj//+IL8q8I7yxTElPFIQ9iaY1SQpmhSmNd1UGu2lpLGYSZm1YRi9XxSetEx7IeawU6613veDB/idFzgHcuuEa/MrJpXjrbeuvx7aWRdnHC7EcSe2fEic3F4OitOXfvu+9v+kwNnI9m1mvuuNppYvY2XWIyj4KBb/EuXz0+90tiFDhgwZMmTIkCFDhgwZMmTIkP9T/glbITKBff25DAAAAABJRU5ErkJggg==) 3 12, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 12, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
}
div.testarea{
animation:rwdcur87993 0.8s linear infinite forwards;
}
