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0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrUlEQVRYhe2WTWtdVRSGn7X2Ph/3enPThuY2icVqO7CWUhQEQQXBjw6K+Ev8IzpwoGN/gVOnfoATQaoiIgrVKpY0vZY0SZPce87Zey0HtzPNTRMVJ3nH56z3OZt3vWfDiU70Pysc8z0FwmWIq1Ddhfxwlh11kBzH/TycAlaWIUYoG9i/C7sLYFdh46MjgBwVoH4W3hzCsIecF/wKhPWKYnCb6WcG0wjfG9y+ATv/KsAFePUJqktD/JU1wqgHWoM2YEmgdWyDdrxL3s/wwS78+hVsHjb3kTLwEry8iLx1meL1p0QXVwotTwcphlGLpUKLYSQMgxZ9034fHeyQXzS408L63iwffmyAa7BUwrtXqZ9cLUN9upByUTUuBimHqsWCaKxEQi2ivSAaXWTgIW6Q+/vQbcE6cyAOBbgA71+gODvSWC1FLZZEy9MSyiFa9pBQI0UPDQUqlQRBnaCidQ7LHWH8G/kbIB0L4ApcP0t44XEpTq1UoVqWohwi5WNQ9KHoo0WFhRqNAigI4mRxJ7ttY0s9crcBPz+E+IviHP9BA8NVytGZUmNfJJZ4rCEO0DLiCKaO4DgDQg25XSDYFFITiWsdoy0YMmctdQ7A/iXq10pBo7iWoD2IfbQs3DW6x+ii0UXV0UimAq0g1kKMs+e1RM8Bo4M+9kCAi7A2obPoUKBaoaqgihNAFVFABTQgqIsWhChARDSKaA0asecGMD3oFA4EuAe7BXlUgbqBzTJkoCrMCiTMCFRAwXGSMYNDFBqwRBivQH1kgG3oJ/TGFCy5W8LNgY6cHEBEDTDHwM0RcwIG1mDWYZYEaop4c7aKf6t5GRg32PoELIFNndRAasAmopbc0yyAgqHaibKPtVNIHVjnQuvYj0w/AfoHmczbgvQAttbJ4zOJtSoQa0iB0EI2Ey0VUwh05NSAzQAl7bmnzdbaO7TjGraA3YNM5vbABtxaJS71kWdqFUXwKIEMnnFrITd420KeQLtN7jY9t5udtX9YbsakjS/hvXkehzVhUvLClLywmHUZB9dZ0TR4Tkie4HkX63bc220s7RjpXrLmJs0Dg7dvweSfAHAfbj0J+1uk56OLNhl3hSmWJpD3zNMD827PPd3vrN3I3n5H83WGDz+Hnw6b/8i/42uw5PBOnzBcpRyVgkaHCnQKNgFbJ4+3kS9+p/nhF/j0UeYe+UZ0Ba43MHya+o0pXSrIo4TeaLD1Hdj5Fj5mVjz/qQaAXoRzi7Pr2RrzN+pEJzrRgfoT0VWWovUxX0oAAAAASUVORK5CYII=) 16 15, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhe2WTW8cRRCGn6ruGc+u7fVHHAwmsVCE8mEhDpgIfgFcuSL+IBIHfkMuEQh84EA+BASEHG/ixE5ir3dnZ7qrOKwRB/AmG7jhR+rTTNf7TlV3TcE55/zfCf82wDbEHnQPIALtrPtlxvcvXYOPL8JH83AFKGs4PEbvZuK9gmb3J/i5C00fasD+KwPlNny4xtyna7C1jKx2kKigCawRGDj2jHZ3gO08xW7XsLsA+zuQpgV+lRLEbbi5QfjiMuGDtwtdeaMI1YVC43LUohc19CJx0SX00F6JXInY5RJGDi/WYdSfkon4MvXLcPUt5PNNiq03g1YrqrGrEjuoBlQTmexidUEamsX5JLEy3XpIS58McBs45AwTUw0swfI19JN14vV11epC1HJJNS6g5RxowDWjJMHGeKqCpEJMJYHl4mpLPPqF8QNgeLr+xtQSvAfvrxE+25S4drHQcjmEYgkpF5ByHikrQtEBLUEjEiIgIo7gpq6NeXhEfn4B9p7CYNYMdBPlxgrh0oJK7KpqF4kdpOyiZeWuSrYEGkWIiCpGRhir2yJqPXxtFW6O4Xvg0UwGtkAD6fqCBO0UaAVxDokVaOWuEXAkRrDsThSsQrTBtYNqJU4HiV3YnKajZz3oQL2I3SgdIkoQ0QgaUQ0iKn/tVUVU3DUgGkADqgqqoAJle0b9pxrYgVTBagQNoJFwemBEcTcDVNA/G4kADmQgkclgCayGw5PXMXBKY2AGljHLYIaZIeoI2TE/FTaBFrM0KYkljEbgGL1/pvrLDJzAgxGeandGmNVgNZ5GIskQHMxwy7gl1MZMrmMNadRiA8cy8c6DSTf8R62pfeAJfPscf2fFrJpHdE6tCQhGJgkpTsqshlmNpRHeDPE0NLOBeXpGuxtJe8DzszSm9oEDONogbs4ZGwUEFcRF3MAS4i1u7eSL2xNIA7w5MkvPkrd9z8N98q0f8FsNjJkcj9kMAEfL5AZ8I7iuqCMu7knICbdayA2ahnh7jLXH5u1hsvaxWf2Q5s6P+FdP4fezxF/FAH143MMPMnk9ufSyCY27j4PnEbRDLA/w9sg9H5q1j5OPdmnv9rEvD+HecDIj+GsbAPIe9Efwa8TtCO+OXLvDTB4kT4Pk+UXy9iBb/ch8fw929mm/3oHvhpPUT50JZhpIlmD5XbiaKDcC6foidqOCVaA+gd+ewLf34Rtgd5a4r0N3Cxa2X+F3fs4557yMPwAMh8qLCbvXdQAAAABJRU5ErkJggg==) 16 15, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADG0lEQVRYhe2WO29cRRzFf/O613t3vQ5ZOwILJCOBFCKUAEWERAoUiSLfgu9AhahooKDhq1AhURnKSOAlPIsIGRSjPGzix+5d7Z2Z/59iN4YiXi82iGZPM8WcmXM0c+85AwsssMD/DHOGNVcvw81LcK0NqwBD2H0EWz/BJnDnvzKwfh3e26B6rQe2BTaABYggI5A9kG3q/m34BLj/bxq4cgs+3qDq9sAvV/gSZ/3UQAIZk+WoJu1B2qY+/BzeB348bWM3h/izt+DTl6kurEO5WrniGXVF15jQxYc21i+hbkmtKwtjy6i2JISLxBt34Svg6FwGrsOHV6g21qHsVaFYgbBiXFjGFm0ILfBLWFcYaxxqXHDGRsESnCW+uANfnMfA1beo3n0BwmrlihUIF3BFB8o2FEu4UGJ9gToP1mFRRDUYlaiSCWs/EPvAg5ME7Cz1V+DtHtjlCt9W4zs4X0FR4YqOuqKN2A5adDC+whUVFB2cb6vxyxW+B/Yy3JylMdPAGrzeAlvibGGwJfgSfEvxBsUo1qiKA1ro8fyE62wL7CW4dmYDbVgNYD3YMP3qHc4akwUUY7AKqGINIm7KCccj9klWnMnASZDpqIoIoAbJgEFlxrKnws+aHMJuhG4CiWRJOMlkyQAG9NiQimAkIfIXF4kgQ9idpTHzBB7Ct6NpyDSKjCGNIUUcCSSjklDJGIkYxkw4E26WEcgj2DqzgZ9hcw/kqCYNjaYBOdXQ1ORmjEqDI2FljEqNpBqaATkNjaZpKsq0H07EzCsA+tvU/R7VG606J18FC5mEkxK8J/8tikkDcjrCpIM6PYnkPqeU06lJuAPfrxHfKQnBRkGD0ayqjdHcYPNoIhwHqunQaHxcp/gAml+oD76EDzhnFNs3odmEby4Sb1iCk6iSCpExJo+QPETSAOKhyfGPWpup+OO78NFL8PsOjGcJzNOGHkjMWcf3qG8H+OwQftuaVPLMX3PeOrbPQ3EPGuDVpz1I9uFrC3da8HAA97+D/Xk2/qcvIv8cFGtACUsVdC1UDXAE9a+wfwADJie2wAILzIU/AUCtZujJfMCjAAAAAElFTkSuQmCC) 16 15, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlklEQVRYhe2WT28VZRTGf+e8M+/910tvNJRSLY0VgYXKAjbEEDaGGFdu/RB+JXf6HSAsZKELAy4kUUxIRIEKxULrvZ3bO/O+57i4dNnLbWXhok9yNjMnz/PLmTPvDBzrWMc6upY/gJVLUPwXEzlEr56GdgkXVtHrPaJWTPoBX+lA1+B+Bbd34M492J7XdF769nk4ewo+X6G8NiDEKBIDbYJPG4bkwXNsvcLOgd0EHsxjPNcEPobP1pAvV2idWUZir1QtFVVBBcEdq9xtJ1t6lklPaB4/JX3zM3wH7M3yDnPkn71I8dU6rbV3kNbJdmydCJQn0HJBpDwhZdGTEFrqoVC0ZU7HQ1/IqwL3t+BvwI8E8BEMVtAvzhGvnFbKt1uhXJT9cI09tOxC0YZQIqFECEEok4sTehUpNHB3BM1BGTN3YBEuL6FXlgLFoNQ4QOMiGjsQW4gGUEXVcCuxFEQAR9tR673adiivPqS5Bdw5EkAXrp1ElwdBi0XRYgGJPYhdNLZcNWAqGBkIIhhOQq0Ws4VSddCEeIb86SPsQACdBaBwoU+IXRHtUmgH0TZatN1fhTvK9DmWTtFCtESK6KKlolEl9ogKLB8a4BIUY6gARFBlv0QFBxwV1F71h2lpAariiqDBoWLSPz8j58AbI1gy5HEWyDiJRAYMs8x0rc2xKQrmuCmqASgoCAjBIeArC7B5aIDfgDatcQZwzFwsgSUwQ8zBDMzBMm5Zpm22f90xgA5070I6KGfWEm5U1Kn2WDdGrAu3Bk81FKWICT4dg4Aj1gB7eBrjVpGtcrchuTa4PyNj9hI+wm5uk+vdxmzP1XaxtAv1GE8T1JKo1biNwSq8HkE9cq933NJ2tvQce1rB7VkZsw4iBaouttSheC8mEwpxBVzAIE/DJY8hjfFmiDXbeP2itnrDaH4l3RjjNzZnHMezAHwC1oGtSP4wUPQxdwvggmVCniB5l5zGTrMrnnZd88u91Gw6ze80j34gf70JG0edAEDeglELhjWsuYeeu1sGq7G8i+Uhnir3ZpS9eVmnZgOfPGbyxxPs22fw42v85/oaFoAB6xfR6++jn5xEl/qECJBlWsl87yU5/UXz/RBuPYRftmD0JgD2IeIqDFbh8gJcFVjfg5Egf/YpbEieNNhPFTwYwuaDabi9zvgwf0QA+i7EUzDowFsNFDtQZKgWoZ7Ai3vwzzzBb0q6Bm2mNfOVPtax/rf6F1busv5g2TjoAAAAAElFTkSuQmCC) 16 15, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,93.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.333333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
96.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur46757 5s linear infinite forwards;
}
