@keyframes rwdcur142935 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWElEQVRYhe2WW2hcVRSG/3M/OXPJyaQZm8llJum0hsn0IsQmYJqQJkqrqWiVilqQJJVUMFYQIQXrg4h5KhLQUkEIthWK1CoUo0KIBizYh1pNG9QkTdPcJp0kk8lM5nJu+/gQ8lAvkzlprC/+cF72XvzrY++91lnAfywmm6Dzr9a7332t/UKl/4Gmfk5M6eMzNzcKgMq0ecwL9kDbyz0Oh/SYBjbScvk64WXn5uidhe7pS9+9sxEAGU+gRgaonPxoPLH4bd/ZMx8YIxPdg7KrNskxRxwlhb+mxyaHNgLCkrhtvnLXi82m7fE9X2yEH20leBEvucPD9S2HI8YsOOZJvqK8/F4BsnqEq+rErpLJYORy0aFAy0BoQdY3uRrTpkZB4PMRT44CwDEv5BoZpTUyuPaHPX6fEQ9fWYL5T56sFYA8nJ/xeas/PCuype9VV6L1xxtBX8XWk1MTk6JeVjgO05z3Vm3Z8UhZPqKx5IRNEi/+MtIzmMkzYxX8Wc79dZ2sO6+rPDSHMq8PvbPTEORcpKdmf0pGF/sAqNtVPbR3+dY33bcxlo2nJQDHM4+OEJryG7E4ODkX2nwEnEsGSauRxKXv8614rcrSIySaxlOqClvBJtCEQMiToes6TEKG15PcMkBiYuYVXswhDACHKw88z0MUxbByY3T/fQHAz8O9LMFpk2UxNzmNlKZCXYydNm7PRO8PAABD06KqkgaTI8A0CcBzrSgs8KwXwFIfAADCs7/BJj4nOp1ObXEJhKacUvHmh5R44jPEk7pVP4snILC839vFSrZiNb4M5IigKBoQ+b140Pus1eRAVo1I4IWGHbWc7KwHhYMeSQq40yR9TeRF1gSMaAwqQ0MQhecV4JxVgIxXIDVW17G7tgywTnsHxTL1AafL3VZVH0+oCvV7Os4FFai35u8wsscDUFSRytCnEI6krQBkvALKLn0i5TqLBUlCgM3B0T371NLiEr4gz8VzDIPdWyt1GAZ0mGAFQbL5ig5bSb4mAMtxbpOmoWs6ORDcfUbg+BghBCAEhq7DZXewEHnQigaDGABDN1gFyPgGTIbuNwlpRjzx8Vudx9sBQQJQsfNQUw+hSEXvQN8pEPN1TdfB2SXQqm65CjICaBOzHWaRO6iF5k6urChJ277aqptEDSClnLgSCRWCZUCSqWGdoSPaTPi4VYA1xbhkHyCIAOB6uul9xwtPmNJTDV8BALaXH0TdTpOrrnybLXRL6/Ffsw8Ykeg4oKQR8HpMgTtCwRwjk+E2AMD16X4QsqxxdKMeCifXA5D1QGKv8L+R1FQ7WVru0K4Oza6sKlEQcxCGEVxPciDLTmhvrveDYY4yoFQ6tPDlXZsMOwXW0mBlHYCk0m/SoiDROrmgDI3e/edLJAGOsSNYtu1fAhACIGarmUidS/1wreUv28upE4jEYlC1rwHhnqfkvwPoAoSra8QEAeFTQPh8tWI2KjkPCB8BQnGW8Z6V739lrz8A2/WZCulOr0YAAAAASUVORK5CYII=) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6UlEQVRYhe2UXWgcVRiG33Nmds7MzmSzmx+bmLKbxtC1bQyoIWmXQKwIDTVJL6pQEVGs3kSxBCxiJahIEfEigmAbStTQiL1QLERstGpLFUNim2AUk1LbNKaZbjY/3d1ud3d2z8x4IWKDZH/SvTMvzN173u85c77vA9a1rv+7SK7GL/b4ygBoJYkKV8s3IxOFAhCzGabv29sG4HXholCvBmXxRvXNIQCPFgpAyGZ4I9R4VY5I/mvPllbF/NRza6Na3oD0mS/1+blCANBsBg/6UzAwPJpYOkF3eHF6g+J6uaz47aYn2r5D05ZJ1G1qvhOAjD1wpKVCq3Az6+mQJ9Dh953+g9vhpehNej2VdpmpBBImB6LxLoxfem+tABl7oMTvr938YNPhQVOoCy1Fse/rc27Z5QYUBrFYhTMWh52w9MRaqyNLD3x2YSbYVk5PSt7atp5fL/vmHRIIcwCJJCRNg5VIgsjMUawqM8/LS4sjEfB8AXIaQ7mh7jFS6tpFVeU5Siks04RtpAECUJmBiSI+bajSNUUaSszqP/x2ce7sgZPnr+aSnXUKAIDrod/55dAgLS+ap0x2mvpCp6A5N0OWqsAtmKIAazY03uQr3WoyeVdwTv9oaDIYziU76x74VwaMc2NHDeAoADjbWl4QBAGgFDbn+JGLzZ5p9cSG2NK4PjWdyjU15014u9RHtrtpkTpNZOa2U2lAoIAN9D2+PymKIpLJ5J/hcLins7PrQ8DICJN1D/xXDJzgLQjUbVsm9pZ4lx234vARAYQQEEKgKIq3srKyZ2Cg70J3d3egoABaR+Al0am8CCZhd7mX3+Otjgk3wqiWNEsUV76oJEm1Ho/nCMBqVsvLowf+kf0qEUV4RAc6Aju5ybkLAMo01wrX4uLi2OjozwePHesfBYxVxzNvAMItNzSGGjhACYGsqjITREgOCQAQjUbjoVBo4PjxgdcmJn6JZcvLC0B5uPEZqLIkmibGaAKfnDkltdY38ms2x6mxn3SSMg/09n78PWDkNIJAHlPgbt95yHJrh+1kilNZEk3DAKXCsnZFf1NnVg9SfAojk9vyuRCQwx9QAvfX2yp7R/AUtaajsbNWaHk/BKHZ5lxPDk+dj8IIo/HeJ0FIGcAoYFgFBGBUvLv8c4vYtcb1hQ/Ss8FXUlPTMQBXVtjS5rfQlEPYUtGKyZmv8gHIKKX5gX3FT7XbWvtDPVlAndixLYLmugjANuZTI8MeYO/bSaOf6wsHY4PDXZljjDjixruwbCeAvJ5gteISwObBlCw3v02KUoL6mgjA+goBsBtgvQDL99xWgF0C2PY7BbgLYM41npX+/taVm/4CaJthhdyITicAAAAASUVORK5CYII=) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur142935 3.2s linear infinite forwards;
}
