@keyframes rwdcur207420 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFklEQVRYhe2WXYgbVRiGn5k5ySTZXd1Nsrtum9h2W9uylGqLP7RVtBdeKigoeGFBREVERFFRELF6IWhFqBdqpVQpUqm2IqJC0QupVlSKrbbYrW5/bNfsJrvJJJlkZk5m5ngRTVu6ya4/IErf25nznWfe873fHLig/5u2vr1AvfvBUjXX9/V2Dx5+fJ566tn5cy4EsGlzRg3293B8rDHnNW0BBgZiXJrt4cFHBuYEsWlzRi1f3kt/MoZVqc8ZQLR7cGysyuorMiT70giBAnj5hbwGsHLN9S0ou1gklXZZMgwrRwbZtv0I1Yrirnv71bYtBW02gLYO+AF89MkEV185xPU3pBBCcNMtabVq3XVKiAgAQcNnybKAe+8LuHbtAr7ef4rTv0jK5XDODrQF2LaloFlWg3d2HuPG9SmuvCpGX+piIlETACEimPE48zMmN64f5OhPNXa/VyQW13DqYFfn1j5tAQAMQ+PQ4Sof78mTSCwgb61ARBLE4gl8v4FTq3DzA7v48ps+3t11EqsUIgScOC5x3b/pAEA0alAqwtZtCV57M4sfxnnwuRcxhMDQQ3zP5aVHH2Lc28A3BxaTz/sc+K7B0SMNPt3jzQmgbRMCfLV/GQBmrJuYtBkeuYKjh0YZWbWWnuRF7Hz1ZUqFIulLhilOeZwYVYBPaiDLdD5H1Iwp6bkdG7GjA0HDx3NdAt9jxTU3MJgZAGcvi5fUkfVJAKTn8eH2t9D1CPGubgK/Qb1WxYwn0LSO5Ts78MrrC9SOnZJCXlG1LGrl06wc/pbCr6P8dLiBZSkGB/uwHZ3J8VNIpwqAISJ0X9SLXbEYmqexZl1a+T64Lnz4/tR5bpwHsGlzRgmhYVcNSiWN3vQA1tQkWn0vhV9PcnysgesohIB03zS200e5OE3ZqhL4DVIDQ4RBgHQdoknIZKM0AXw23J1WpeK5IOd49MTTQ6ruhFSqAfmCYiqXY/Xa9URNk1o5z4+HJEGgiESb78cT4Hsu05M5pFfHEBGkbDCdzyG9MzEQAiIRg1RKJ5PVufX2ZCujxtkAX3xub1w4HHvGKoU49YBfTnVjVyuoUOHLErousSsh0ahGd7eG4yjGxnTschEzlkDXdTRNR7p1VBiS6NLp6tKxaxqlosR1YPSIx55PrJYDbTv0tjvSavTneeQnbHp6kxi6x6LsOPEEOL+P+h++dynkQTcM+ocySK8ZvVJhAt0wyGZDLl8VB2D8tGTf3sp5+3WMSP9QVjUakli8i57eJIQSLRgDYHLCx3Gay7sv7iNqxpGeg3Sdc+yfLYYd54D0HKJmHCEEgfSQ0sOXaUrTBZRq1jVEhKgZx3Vq1KvlTuVmVEe6jc/PVxM5OHgQjv0sCMIQTRfoukapMIFSYQsilQoYvERgmnD4hwaOo2b9epjFAaukWLjIYPESxWd7quzbp2PGe3CdWmtzgKVLFXfelcSyFJVyCNQA2Ld39h9Cx1HV26dhGIqTJySZrMHIiI81laNeLbem3MJFBosvixIEvx+JoTE/E21F9S8DPPbkoOrq0pjMNQePbSsyWYEQCk3TWw7U681IT+Q8IpFm5oMg7Hy2Z6n9EWgGdSfEskIsSxEEIbt3Flt1o2ZMAeQnQ0xTx3XP3AEMQ0fKvwlgxjSOj0nKVnDOxn/o7Abbsd3lnvv7lW37CAHdPdqMmZ9JbY9g/LTk2Jg34+Yz6Y1Xm/c/34cg+FOX6X9Wt96eVPfc3/8vElzQf02/AW8GWgGoLJ/VAAAAAElFTkSuQmCC) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/klEQVRYhe2WS4wUVRSGv3p0V1U/pmd6ZoABGRlBggQRkIfC+F7gY6FGMQGVhYkmsJiYkPhIXLrRhTGBhbLAKFESMSYiIWpiomJYmRCJPJQ382CaeXTVdFd3V9W9dV00Do5ATxviRv239+Sc/57zn/9e+B//Rnzx9QL18WcLVTOx+vUO+rZ1qS19M5pK8mfs2NmtLDPLsaN+U/Fmo8MH7m8nnTFVUJNsf6egNVN8zapufjt9Cd+PboyAW4w4fsLjycfzHPiqyJa+GcpzJZ98NKYBrOh9SMlYIiOBOzrMa6+H3LPuJiDm58MuR4/UmiJw3RF8tGtUO38uYmxU8OjDbeRyJrlWg5W9y9XSu+9TQgpkJJBhkeeej7l7TRczO9v4cv95ikVFtiVxYwQADBMOfOVhZ2D5nTaWbWA7aUzDxDRMkpZFti1P77osy5b2sP/rswwMxAQ1heeKGydgmhphIPj8syKVmoMvHyTWWrFTDqblUK2UKE0E+Ok3+GD3rxw6OIKmSVw35ofvg6YITCusZ56drUTcgjBWMHfBMpYtX4qWmc2+3e9x8shPVEpl1j/1NPNum88n777KzXMDjh8L6e+XREFt2vwNA5as6lVJywLATjks713P2keeoDpRZP7iRWx9rJdScZzuWxchopDCwADDA+cwDJ1E0qbil6cl0XAEumkgpKDkunTM7qZn8R0sWhiiB98zcnYv6UxdaCNDFwEwEyaGoSNlPN3FJ3HdNdz+/jz14e4JakEaEYUM91+gVDjI4X0fM9jvcvpUyOyOmFKxg1hBpVxBRHXhZbKtAORysLY3ryxLQ0r4/NOxq7oxhcCOnd0KQEoYH9fwXJ22mfVklQmXyvAevNjj/LmIalVhWRqd7WMURrME1Splz8VJtZC0HaqVMqYO83rqIyyXBJs2t6sogr17rhCZHMHLr3Qp348ZGxW4RUG1qhEGVQDmzFtE0rJQcpwTx0OEqDu0lJBOxcRxxPili1QrE3WyZQ+/5GHoOroBSUsj35GgvcOko9Ngw8b2SYuf7MC7b1/UNm2uH9i2jhAhZiJD4cIZZs7qIQwCBvo1wiDGMMBx6pcoXJSMDg9R8cuks7kp7ZVxzIVzIemMg1+uIoTCL0u+/cab7MB1FbphY7v65dgsShMBTjqHiELyecGcrgKWpREE9Usc+rGC54FlOWRb84goouqXCILqZQ2kME2NkUuCg995V9VruCKdXXVNxFKQybXipNKo2AM5TBRKCsOCMKqnaMnlAQhqVYLLowOmXcOGr2EYVDDNJE46ha4bRFGAPxEAbRTHRojjK7mFCInCGlHUnAX/gaac0LJ0Dv5g4vv1/TYTCcJalQlvfDIumVD03GLR0Wlw9kzA0FDclBM27EDfti41Y4ZGa5vOzFkhu3e5xFoHIoool9wpxVestFmy1CKdMWnJaQwNVaarDUzjhElLI5HU8P0Yz41Yd6+DXxrHHb9EHMeTxe9aa9PSoiOEwjQgk9FYvTp54wSyGYhCxamTAUFNYRiQzUy1WUXdjlNpnaCmEBLSmYZpmyPw5ltzlO3oDA5G+OWYclkhJRSGK1PmGkWCfHt9kpatEdQktt08gYYaGOiPGB2RV/n4X8W1d0/9+/XCS50KQNN0bGda/QENOjA4GDE4INi7Z0y71iNyLezaOaJ5rkQ34PZlqaYI/CN4cWun6tvW9be/9P/jv4nfAb09TzLDuyLTAAAAAElFTkSuQmCC) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFHklEQVRYhe2XSWwcVRrHf1WvqrqrF7cdO3YYE+PEAbKMxBKWgUAkJgEUkNgklkjMsEoIjcIhEicu4ZBTJC5ICASIwwxEIkoEKNwYzUykYQthMciIYGIbL4nddm9V3VX1ankcGswSqwuGyxzyl+pU3/t/+/e9B+fw/4y/PtynXj20Xv0ejsef6O943uj003UTxsZ89uztV88+s6D9FsX7DwyqYtFEyrijXCrpnr39yjQ1lNL5ZjzgrSOVjmf2HxhUmYzO5k1FPvm0zlNPznaU19MMcB2FnRMkiaK3V7D7L30KYOv2nWrr9p1qyxXblkO8/8CgGh7OsOvm8xn70uHM6TCNvnMKACxLo1GPKBQMdF1jaTHkqusuVH4YEYchEDK0YbPauaPBlVtLbL10LUfePEm1IlOVw6+IgEIQhT/aObDGIl8wEFqCME2EmaPY3cPAQIkbtl/OO/+apVJTuK7GB+95qQaINAEjt2lf/+oGoLBtHexdrL/sPsbHxrAyWTRNUS2XmZwuUHcaVKunSZKY03MRb79ZTa2xVAP6BzfsMw2PIMjz+dgQfUN/4rGHH+XeO28jKg0gDMHsqa+oLizisYVT30iq5TInjvssLYZPp/F3tHDLFduUME1Ms50CYVjEkcTOl7js+h2U52a4ZseNPPf0k8xPT9E7MADA3NQUcdQuQBn4/3sXSL+dQzOTw295NBt1rr31HmTg8cW7b7Npo0954g26iu2Cc6p1dN0ily+mOb6MFbvg5X+sV9kMvPRiwEIl5IKL/sj45x/SqFT4zxuv0VXS2XXzEpYYpezErD3Pp1nTqdYMkuTH6rdzBlde3aUA/nussWIklg04fHREOW5I04VGPaEpYKGSR/oe46Mfs+2W+/jn4VeIw5DBAR/PWcLq0ejq0giCmJ6eiIYTIr2QVtNBGCZSQldJUCgI7rpnlYoizhpk4gePJycCpidDatUYpTRq1YiJqX5kIKkvLaASxeDwxTQbdUqFMlHo0aiHSKkzOxPRaiUslgMcxyOSAaaVIZIBF2+06FllU+pWCB0uWJfd99WX3nJx6gCP3H9KGz8pmZ+PmZ+PmZuV1GoRbsPFytpoQrCq7w/cePsDFLt7qVbbYZYBzJ+R2DkdlYDvyeW6iaMITUvIZHSi0KdWTSiX47MisGJe7t7dHrefjXZj2gNI3yPwfTLZLIHvY1o6l19yBuP7BAZBwhejAZMT7cVjZW3iKMIQkht25snndQ7+fXFFXR1bpP+8tSqbLxIGHjIIEEKQzRfJZLMYIkJL5lBJQKUSU60kK3KktWHHXRDHMX7TIY5jhBBksjkMoZMkkqWlOmAjpUbLdTrRdETqqOzuXa1uuyPD4GCJ99+H8a8jWs22QiHag9Rp1JYHz+p+wfA6k5lpydREK5U/dRs+/jeT3j6Nhx7M8/wLs8Rhk9FREyFMpPR/5v3wOsHIhRa2rdFVyjA10UqjT9+G5w8ZrFtvceJEnSjU2LTZIp9r4dQrP1M+ssFkx015bFvD8xS2rXHVNcXU61yqAQBCVxz/yGVyIqBcjsjnz5axLEhiGBkxGRoyEULHNNNvcakpMIyEyamQ8ZOSej0milhut5/is08c7aKNGSWlRl+fji50XDd12aZHwGlofHzcw3UVP4xSGfhnfQCHDi5qrquYmYkxDFizJtW/zl1w+OiIOvbvJtPfSo683vky+kvcvbtPFQoarqs4dHDlIZSKw0dH1J9vKv2ud8GevZ3fBedwDt8BILpeUwSOSt0AAAAASUVORK5CYII=) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur207420 0.66666666666667s linear infinite forwards;
}
