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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhcWXP0gjaRjGn8xoYmEUZCFxEuEIeiKZrDFMIdgI19jZiIVNQoII25jOQrn+KoslWGnrFS6YYrnq8A8uuUJHggo2x4FOnKS4/EEiicZ5rrhMztUkJi63eeCDj5l35vl978x87zsA8BnAFwDv0CGxOi46BUF0GIIAGI1GOwZBALy7u+sYBAGQZCsQAwA+APjkcrl0j8dDl8ulA/hUPT7wTQBNIPoAxKxWK0VRpKIoDIVC9Pv9DIVCVBSFoijSZrMRQKwa/zYAkiwWi1xeXjYh/nS73RQEgZFIhLqu1+LS6XRtrus6w+EwBUGg2+0mgPdvAjAMg5VKhYVCgYuLi7Tb7fT5fFRVlZqmsZk0TaOqqvT5fLTb7S1DfAXw+PjIh4cH3t7e0u120+fzMZ/PNzV+rnw+T1mWOTQ0xFYeRw3ANC+Xy9ze3qYgCFRVtS1zU6qqUhAEAvjYEsBT81wuR6vVykgk8mraG0nTNEYiEfPFbPp1EAArlQrv7+9ZKpW4v79PURS/euHqpdkwjKYQuq6bWfjQyFwwJ4Zh1MbZ2RkmJibgdDobUicSCezs7DRNrdPpRCAQAICf2gI4PDyELMtNb355eYn5+XkcHBw0jfN6vZAkabLR+S5zQrIGcHJygr6+PmQyGTgcjroX7u3tAQCmp6dRLpdhtVpfxGQyGSSTSfT09EiNAL7KAEmQRCAQgN/vb2gOAJOT/y2qUCjUjXE4HBgfH0epVLppCcAcU1NTOD8/b2gOALOzs7V5LpdrGHdxcYGbm5s/2gIYHh7G6ekp0ul0wxuPjY1hYWEBAJDNZuvGpNNpqKoKAL+3DFAsFrG7u4uuri6sra0hlUrVvdBisSAcDgP491k/VyqVwurqKrq7uwHg14YrQXUfyGazvLq64tLSUq1Dem0nLBaL9Hq93NjYeHGu7Z3w+vr6qfkFgL9bqQVbW1tcWVl5sUm1XQuemb8D8AsA2u12yrLcsBpqmsaZmZnaXFVVyrLcfjXEyy7oB4vFwpGREb7WD8RiMaZSqVo/UF15e/0A6rdgnwFwc3OT6+vrtNlsFASBiqIwGAzS7/czGAxSURQKgmAWno9osyNq9mMyA4Bzc3NMJpNMJBIMhUIEwMHBwYLH46EkSSl8Y0/4mv4CwHg8zuPjY8bjcTNjKTzZyt8q4fUQxADg6OgIhmGgv78fkiQBgIQ2U/1WDYiiWO7t7WU0GuXo6KiZgS/fw9zUz1VTWiwWAvgNgOd7AgDAjwDCnTD+X/UPJfTjPFwah5oAAAAASUVORK5CYII=) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADo0lEQVRYhcWXv2siaRjHv84cmiImEBY0o4FDyKXIeGvMFAcpUpzF/QHpHZQQWAixDYGDlFdZLClThlQpJCxXBYJkkyYOiGx5HJhZJ5IfKpKgRud7xTmS5JyJutz6hYEX30e+Hx+f93mfAYBPAD4DeIcxid3ny7ggiDFDEABTqdTYIAiAj4+PY4MgAJIcBGIGwAcAR4FAwAiFQgwEAgaAo+7nM98E4AAxBWDP7XZTFEUqikJVVRmJRKiqKhVFoSiK9Hg8BLDXjR8NgCQfHh64tbVlQfwVDAYpCAKTySQNw+jFXV9f99aGYTCRSFAQBAaDQQL4eSQA0zTZbrdZq9W4vr5Or9fLcDhMTdOo6zqdpOs6NU1jOBym1+sdGOIFQKfT4dPTE+v1OoPBIMPhMKvVqqPxa1WrVcqyzLm5OQ7yd/QALPNms8nDw0MKgkBN04Yyt6RpGgVBIICPAwE8N69UKnS73Uwmk2+m3U66rjOZTFqF6Xg6CIDtdputVouNRoOnp6cURfFFwdnJNE3bPcMwrCx8sDMXrIVpmr2nUChgaWkJfr/fMXXlchnb29sg2Xff7/cjGo0CwK9DAWSzWciy7Gh+cnKC1dVVnJ+fw+Vy2cYtLi5CkqRf7PZ/sBYkewC5XA5TU1Mol8vw+Xz/+dLt7S1isRgAYHl52da8XC4jn89jYmJCsot5kQGSIIloNIpIJNLXHACy2WxvbYH0k8/nw/v379FoNEq2QegWYb1eZ61WY6VSYTqdpqIofQur1WoxFosRADc3N9lsNh2LVFEU4t+7whnAMr+7u+Px8bHtKcjlcgTAlZUV3tzcOJoPcgp6AJZ5sVjsnd9+fWBnZ4cAWCgUHM11XWcikRi8D9zf37NYLHJjY6M3Ib3uhKVSiQB4dHTkaE6O0Amvrq6em38BcPf6Ljg4OODu7i47nY6j+Uh3wSvzdwD+AECv10tZlqlpGlVVZb1ed0y7pmmUZXn42/CVOQD86HK5OD8/T2seSCQStvNAqVTqzQPdXz7cPID+I9gnANzf32c6nabH46EgCFQUhfF4nJFIhPF4nIqiUBAEq+A+YsiJyOnF5DcAXFtbYz6f58XFBVVVJQDOzs7WQqEQJUn6im+cCd/S3wCYyWR4eXnJTCZjZewrnrXyUSW8HYI9ADg7O4NpmpienoYkSQAgYchUj6oZURSbk5OTTKVSXFhYsDLw+XuYW/q9a0qXy0UAfwIIfU8AAPgJQGIcxv+r/gF1JIus4LpxBQAAAABJRU5ErkJggg==) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeElEQVRYhcWXv0sjaRjHv3nnSEDMCbJFfgnLgGeRyTHKFNdfc7WkscqQIMo25i84sLwqxWIj2AWstgi6bCMo4pJCGUhky2MhZjNpdBKT+CPGfK+4zBA981POfGFgGB7e72eeed73eQYAPgP4CuAdJiR2rm+TgiAmDEEATCaTE4MgAN7c3EwMggBIchiIWQAfAHwKBoOmLMsMBoMmgE+d57OvAugD8TOALbfbTUmSqGkadV2nqqrUdZ2aplGSJHo8HgLY6sSPB0CSjUaDGxsbNsTfoVCIQggmEgmapunElctl5940TcbjcQohGAqFCODXsQDa7TZbrRar1SpXV1fp9XoZiURoGAaLxSL7qVgs0jAMRiIRer3eoSGeADw+PvLh4YG1Wo2hUIiRSISVSqWv8XNVKhUqisK5uTkO8zkcANv8/v6eu7u7FELQMIyRzG0ZhkEhBAF8HAqg29yyLLrdbiYSiYFp76VischEImEXZt/dQQBstVpsNpu8u7vj0dERJUl6UnDjyDRNOwsfepkL+6bdbjvX+fk5FhcX4fP5BmWvr3w+H5aWlgDg914xP70EcHx8DEVRei5sWRbS6TSy2Sz8fj+CwSDW19cxNTX1n9hwOIxSqfRbqVTquR4B8Pb2lvV6ndfX15RlmaqqPtnnJNlsNrm/v89wONzdwJjP51/8BOVymaqqUpZl9ssUAbDRaLBWq7FarTIajVLX9SeL5XI5rqysPDEGwMPDw751EIvFGAgEfgwEsM0ty2IqlaKmaU4hbW5uOoa6rjOdTjOfz7Nerw8sRE3TiH97RX8A2/zy8pJ7e3uUJIkHBwdcXl7m9vY2T09PaVnWQMNuDbMLHADbvFAoOPv3tedAPB4f/hy4urpioVDg2tqak+43PQkvLi66zb8BuHzTXvDM/B2AvwDQ6/VSUZSRuqGiKKN3w2fmAPDe5XJxfn6ew8wDpVLJmQc6bz7aPICXR7DPALizs8NUKkWPx0MhBDVNYywWo6qqjMVi1DSNQgi74D5ixImo34/JHwAYjUaZy+WYzWap6zoB0O/3V2VZtg+ZV82Eg/QdADOZDM/OzpjJZOyM/UBXLxlXYnAItgDg5OQE7XYbMzMzCAQCABDAiKkeV7OSJN1PT08zmUxyYWHBzsDXtzC39WfHlC6XiwC+AJDfEgAAfgEQn4Tx/6p/AOcdAVyq8tOAAAAAAElFTkSuQmCC) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur192826 2.4s linear infinite forwards;
}
