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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvUlEQVRYhe2WTWhcVRzFf/d9zZvJy8x0Om3SNG2aFttSS1sragOlC91IdaMjKk7bjeBCEClScFHBhRtx58Iq6nJUlBEEPxBUtEi1Klm0UZpg25BqMiZpOpm8+Xxv3nVxb0IU4iSl4Kb/xcxw591zzj3nf+99gltcsph3gQOAC0TAsMgV/JWeN24R6XKchiY/DGSAFckBrJsktIAs4ADbgVAW85dErjCryRNAC9gN9AGTeh6Ap2F8kSus3QFZzPctA/b0927gM1nMnwZ6gYoWVwEcWcw7enpaC88CSVhjBDpfB2WzB9SAKxpwI/CA/n8c+Bw4p8cTGmI5n7X0sYZqAOEy8hAYQ610GmV1S4+XgZ3ABJCWxfzivIx+rvxvRR1L5AqgbHxBgznAIdQqf0KtuIzq/kgLW9wNaWAryvq0yBWiNQvQ5QNX9UqfB17S40ngBPCUfiYCSlpQP8rtJccXd86aIpDF/E6qtccl8jjcOIVheDSbyGD0SxG/tyRMe5J49zjwJiqiA8AZVHR5VBxbtTgAxKrJP3jsEBEfSVP0Y5lgRAjPQ87fgIEfwCnD2A7w17eETJ0klRwG9pJ236YeQjO0tRPbNOTvwB/mqsifwYqw3mLQP4g/C3d8B/EFKKchcwUqA2D6MD4APZ6JcB8SEXswjA9phN20o/dFrvDty0/s60Vt2SGgG5jv6IAs5o+2h38eMo6On6bLVqZJAX8eRvRsRy6ch7YN0zGw2rAhQMT2IydmEJZ7AUO8huq191BNewzYAVSBs52bsFYfEpnwNKNpkBYYAYRxiJdhpgqNjQhzL9i9MDgDlgTDQHR3Q63qAnehsj+C2p7fAxd1BFHHJoyGzyNOTMHCIEweBLsB3nWI4siWD1jIqg+NBbVAM0K2LkJXCLPxnaLtWpjWI6iG/AS1Nc8tLq+zA4P1Y8QikAmEuUmZGXSB0wCnCmMlGBmDDTMw1w/Xt0DoQKUfkin4a8oHZoBfgM3AfcA+jV7u6IAw2cZ8D2RKyPqPECRgfpPKfXIa5hrQl4IwC0KCVwYRIaQLMRPq0xngXW35o8DdqGXUALfzORCk4WoAewXEWipj9yosZKHahq44ZB2wAjDb0PCgGQfbhFYbbCeJui984BKqHyzUWeB3FCCdZkvsdh2kgMhWjRiZiigG9BmwwQBRh0aXEpHwkbIKbYFIeb0iV5gDkMX8BdSRXAIikSt0bkJK5sdUNj1J6rrq2chSGQcx2GpDvAaNOLRcJcxugldRjlybgxH/5FKc6s3oHy8oHZvQiPiaqRKMRFDugVZckbt1kCY0E0qU04LUnBqveTCZQvqxCkeGLv0nficB4pWJd+S49NmVUBa3bWjrzBePMSsAMwBDKlFtCwwLY/3ms8D9spj3VsJf1W1oTAT7+aoK2ZIic1qAgFgdAkf9tgOIBIQmyCZiXQr6sw9rjuRK2Ku6DcWZiSvNZ7fcaX/Br2RjsGedIm26IAGjrfK/XAanjhydfV3c03UZYexCdX5tRezVCFgs+XR/hqRzSvYmXmQgBbEkVELwBExVkHP1slFtHOfV0U8FS3e+JXKF1i0RsCTkuUySruyD1II+mhF4Tki98Y1449pvN4N3u27X7fpf62/y37d2TBK65AAAAABJRU5ErkJggg==) 15 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEnElEQVRYhe3WXWikZxUH8N/zzmQymZl87CSu22ya/XBXlu2ydstSpGAvtlgUBdG0VJkWxXqj4KWgF6LgB3jhjaBe6J1GUEgRqfbCDxQUQSTmogbt2tAm++VukmYnk8xkvh4v3jewakuyccGbPfBcvO/7nPP/P//zvOec4B5YnKtVUEQ9zMy2s3d5TGVbGmFmdvXNfJN7AF7ERLYuxbnaLmjxjm3F/3K8VwTusEfwYXwiU2QbLXSx/lZO+f8VNczMtuJcbRWNDKiLfJiZ7ePGXv4HIhDnaqeQhJnZV+6Is5AB3gwzsxv7jRUOAF7BU9njC2jjHFZxGKfwi/2SOIgCDSxJL12CT+EZ/ABP4wr+hI2McD4jOIGXw8zsv6Vl3wTiXA2O4Dgex/vxFRQwie/hIkp4DP/IXB/F17I9X8RPDkQgO8EZO+3n4k7zouGR8+HYWPrln1v6l+c/nhSGf+jIiQk8FOdqH8U8qhnxqlS5XVVG0N0/gY1V1tY/FicPf1I1xwO/pflB8WaDyT8KZ05cio2rl2xoh+HpebncWVzAj6XpaeHPWbRqptTelzDO1c7qtA/35//wfPhA61nXL/DO39GrCp5iqyOuNYQkJ/a2ObTClVHh6DSNNr34M/wcT+DTqN9JYD8KPNbf2Hg6fOjWk3KTHH+FfJ5kW1z9CzujwuFp1psUN6ms8Y4m1XMs32arvYRrmRIjGeZuvejm9kL/8unQjq58MzQHGC8S8/QKJDmShOY4mxEdxpcZarE+xeu3hbWtBcWhb0v/lhGcRw+j6ISZ2Vt7luL+9toz4cmrnGsJvfey/QChRGeczjDtCrkOb1vieo/Fi8LQKcZ2OHn0Yd3Ou7GIvrQnPIozuBjnasneKTjRfFYYoj8m5n/PYI/6UbpDKXBhjZU68x0GKpxeFXu3GGnyRpt2+wn5gW/hRZzEGKal9aSwJ4GQC8c1Swz1yN2mP0CxiRZ/2+G1SKtNeYDzCeWEfIe1KQoJhcHzOJKV7YU4V5vEsuwO7N0Nd8qsPJzmvD+YrlKD201y08LjjzBZ5j3DlIfYHk1XJG622KjP4yNxrlbNIt6Qlu0bYWZ27zoQy4PtcPxqwfoxSnWSiIStMhXi5k0uDBMToXSazYY4sEZpi4EbLLzxkonqTWnPkHXJ+m78vRW4uvOCJFJo0R3k1oO0h5gMlAJlNCvC1iSjRTFsM9AlhvSso+OL+FGYmW28Wfg9CSR9v3a5w6t1miO0KsSEzUOI5Hrku2JSFy+vUKnTD8LO2+kPt508NoaprJfcPYHw1eXvx9diw5kSpU0mrqdepS0qmymBdlFoVyhvpuRaZfJBqIxdwxekzalwIAKQLHfe5Zdb6e5cl34uvQu9HO1B+olY2kBIpe+1xMWln8rlfiVNRH53WP1P21czCt9dXtr5zIMPDbzkryYGOXuIXEIvoZOjlyf0uVxnIBEXrn09qS59SagVpBXwLWfCu5qI4vNTVSOFz8Ujpc87NsrQIOt9Ropc3xDXmxvJVus53/j7i/sNfNcjGcTPVkeUJ95nuzNpp0+l0NVs/SZ8Z2XxIPHu2327b/9X+xc5GbKUGWMcdAAAAABJRU5ErkJggg==) 15 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur71141 1s linear infinite forwards;
}
