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0.47892720306513%,0.85785440613027% {cursor:url(data:image/png;base64,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) 7 3, auto;}
0.95785440613027%,1.3367816091954% {cursor:url(data:image/png;base64,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) 7 3, auto;}
1.4367816091954%,1.8157088122605% {cursor:url(data:image/png;base64,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) 7 3, auto;}
1.9157088122605%,2.2946360153257% {cursor:url(data:image/png;base64,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) 7 3, auto;}
2.3946360153257%,2.7735632183908% {cursor:url(data:image/png;base64,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) 7 3, auto;}
2.8735632183908%,3.2524904214559% {cursor:url(data:image/png;base64,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) 7 3, auto;}
3.3524904214559%,3.7314176245211% {cursor:url(data:image/png;base64,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) 7 3, auto;}
3.8314176245211%,4.2103448275862% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEk0lEQVRYhcWXT2gcVRzHf/N2ZrNMm+lmN93uLI3sLoihJiV0qZV4yUUPVShUchSEXLQqxT/XEjx4KK1CkSo9WAJaFERpPVgQC0VsDfWQrWDaJiEsyzhMtpvMZuffm/fXg63YymaTdtv+TgNv+H0/7/e+vx/vwfT0tIQnGOhJim8IoGlaWtf15BMD0HX9oGEYb6iq+kghOgIkEgm7XC6/c+DAgSOmaRqPCkDttBCGoZ1MJsn+/fs/1DRtwHXdExhj/7EBUEobjuMsJ5PJPaOjo+8BwPaFhYUTtm07jwVAStlutVp/WJb1SrPZ3F4sFo8oipKOouiY67p2rwA6ekAIIcIwnFtdXYUgCGBxcTGVzWZfr1Qq35VKpTFVVXvSwhsmYYwte57HdF2HQqEAtm2jRCLxfLFYPDM0NHRwx44dDw2xYQIppdVqtZqEEJBSwtDQELiuC4SQ50ql0jnTND/IZrPpRwagqmobY2wxxsD3fWCMQT6fhyAIcKPRSOVyuWOFQuHjXC5X7O/vf6BqdDsCFsdxnXMOURRBFEUQxzFmjJ1cWlo6aVkW0nX99Xw+fy6dTr+EEOpo6o6b7AIgKKUOpRSiKFqOomghiqKv2+32+TiOiW3bt8MwPJrP58cHBwe/0DTtU9/3zzYajUZPADjnQCn9i1LKoij6ZX5+/n1K6drddYzxZ81mc4lSemrXrl1lwzCmNU2rSCk/Wl9frxJCugJ0M6HgnNcJIQQhVNB1Xdz3C+Gc/9hqtV61LOtnz/PUvr6+wzt37rxgmubb2Ww297AAwDlvMsYwAOT7+vpSHSCrvu+/5TjO9+vr6wIh9FR/f//xgYGBzzOZzF6EUEedrqahlLY551hV1XwikcgAgDM5OTm4bdu21MzMjDUxMYEKhcKw67qNixcvTlFK/8QYH81kMplkMnk4l8tNGIbxVRAEpz3PW8IY31PFrgCc85BzTjRNGxRC7AaA+Uwmc3jfvn3Pep53yjCMwsjIyJs3b978FgDOU0o/cV23zhh7GSGUQgilAGCEMfauoihfKooyK6X8F6IrgBDC55wTRVGSCKEyAMDi4uJ8FEUvHDp06DgAJK9fv/57rVabBQCQUvqEkJnV1dWZ+1Kp8M+R31OBrsNDCIGFEAQAACFUAgCo1WrX6vX6Fcdx9pqmmeGcX/Y8r1vrMQD4X1tspgIh59yXUoKmaWWEkDo8PLx3dHT06Vu3bl1bWVlB4+PjLxqG4czOzi51y3d/dK2AlJIJIUIpJaiqWjZNc0+lUpl0HOf21atXj83NzV2oVquFsbGx16ampnZvFWAzo5NJKbGUEhBCGSll2rKsK9VqtXrjxo36ysrKGiEkJ6V8RgiRBgCrpwBSSialxHe+U0EQkEuXLv1Qr9cBAGBtba29vLx81nGc7VEUrW2Y7EEA7ggLAIA4jhfiOK7dFb8btm2HABBuVRxgkw8TRVEQpRQHQXAaY9zTO+FmAJCUEmGMf43j+HIvxTcNwDkXvu+fCYKg2WuArh5QFEXFGP9GCPnpvyP0sQEAAMEYf8M5b/daHGBzgwhzzrfU21uJvwFThZBVufYt7AAAAABJRU5ErkJggg==) 7 3, auto;}
4.3103448275862%,99.9% {cursor:url(data:image/png;base64,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) 7 3, auto;}
}
div.testarea{
animation:rwdcur154916 17.4s linear infinite forwards;
}
