@keyframes rwdcur7418 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACtUlEQVRYhe2WvUsbcRjHP6kFSY00UDBOGSKt4Alymk1BoZAK/RfMIEgckrV7ZwuhtA14Li1N144t6pRAkkGS3tILBNoOnRwt5irS4emQ/M67y+VFrG0Hv/Dwe73n+31e8iNwg3+MkH9D13UJumiaZs/dP4HbQZvpdNqZF4vFayMHuDXo8LrJBwr4G+QwoAcuQR7YM/38+xGYgRHJBZDJiQgz8QQ1oAbYto1t2+Tz+WHirgSZnIjITDwhM/GE1EBqILZtizy9GPP5vAwTMbAJg4i75Ezdm+o5NAwDgDvPJkZ2OEyA+AyAU7vN1+/fACh2R4BkMgnAzyf2yAKG1Voez04DoE3f9RzslFvUXOt0PAHA63dvqNfrABSevwJQYgO5Rm22HihyRTwI9+cesL+/H8gX+BJ6YFmU5+Y8W6vNJtmNjY7zWGyoCxfEL2KYACd6ebl0sfuwiGmaPZfX19c9627UAORiYTYXxlg6bPeI6EveSEU6zWdZgmVJ6cViZw6Si4VFj+IxfE2bi4Wde44vX0P3+xVIIxVxlKNpoGl8fG+DppGLhamenwGwPB52xkYqgh7tfKNHO442F8YAWDps041cWV8Bokdh66jN1lGb6vmZ48w6/uGkUpFWz89YHnfS6yFVIs0TFPnIkEYqIo1URHKxsGBZUhbxlECl1Z3eupHxpN9XltHJlelRPOTKlAjnTpdcCXALcfkMRFAJnDp1U8dqsxn4cd3IYJ50RoDk9h51I8Ps/CJ1I0OhVKFQqozc9X70dLXbfFE6dlrdldPqrnSJAXDPg6IdKEI9xQrqSd4pt5xo/Xj7a57s2orHf6FUkezayuVfwg+t44Hr1udPHhF+8gMReRQK9Q30Kn+5BC7qr5Dc3qNQqpBdWwkdiAjAl3KVoOivKsAjxO/TXfd+5De4wX+B39hZa7vpuQW/AAAAAElFTkSuQmCC) 4 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcUlEQVRYhe2WT2sTQRjGf7WCxG4xIJjiIYeUGtBA2Rq8tGBBWAr9DDn0kgrJtZ49VwgqFtwiKI0foghCCm1Ou+Q0hx704Cco6CrSw+sh2XH2T7IpMXjJA8PsvvPOPM/zzmSyMMN/xlw8YNu2pCX2er1E7r/A9bRgrVbTz+12e2rkQwVckTy1YgNkCr82AbkAsrhgsVws0QW6QBAEBEFAq9XKEpcO27Zl2DkwyRcXLFkulmS5WJIuSBckCAKR53/7VqslWSJSKzDCuXZ95/adxKDrugDcfLGQoX+EgFHkYblN8va3r/q5Wq0C8HMvGFvAuKc71bVJXiuWAHj/8QOe5wFw8PINAF/6ealck5xwugbxKKzcv8fx8XEq38ifIcB2eQmAB0u3IvH9k3Mats1KoZApwIDERUxUgTi2trYi7wPXADQLOXZW53n46cc4vH1y37EEpeREJNJQSpqFnNh5Im0gWLdmIafzfMeKjwPDLyLxHWukurPfvwBYv5HTve9Y2Pm+Wzvfz9tZnQcwnYdtuPOEM6V0JVBKfMcSO4921yzktMPQbTjXcH4liO9Y4juWLiMgzx6XU4nCmOfWI+WPbcv45GGL7+92eSlBFI55bl3HzXFjzVSknQG9T70LePfIonem6LxeY69xF5TSiZ5bp3fR7wGqu4d4bp1yZU3HjDVTkfVvB0rR+VyLDGw+aeOdvqK6e5iY9P3sLQCL60+z1s8UwECAABERoQCAcmUtMeXosgJAY3NjYgFD984ssSni6LJCY3MDYO6gcypZIjIFhFdxiPBK3j85TwiB/jk46JwCU66AMT+eM7XvxxlmmGEq+AMOqkOjS8H2AAAAAABJRU5ErkJggg==) 4 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACvUlEQVRYhe2WwWvTYBjGf3XCqE2hIKwX6aFDC9tgZOvJTjsQyv6JHnaph/XqjrKzQpGxwuJlYuefIHQDoYW2p9YwMIOB8+Bp3iZbFBF5PaTJkjZNW+bUwx74yJvve/s+z/vlydfANf4xQr0TqqqKX6Ku6325fwI3/Sbz+bwTVyqVKyMHuBG0eNXkgQL+BjkEeGAMcl/PDKrfC98dGJFcAIlGFKYTSVpACzBNE9M0KZVKw8RdChKNKDKdSMp0IiktkBaIaZoiGxfXUqkkw0QEmtCPuEvO1O2pvkVN0wC49TwycsFxBDjb7SavfP7kxOl0GoBvT8yRi45sNL+u3eT5RBKAnd1XtNttAMovtgA4tvJ8uUYyWzSieCb2zPM+4iDcnblHtVr15fM7CW3T9CVnHizx1CrEmqoCcKzrAKysrAwV0q3tqevrgfVsyko2DMEwPGv7GxvcNwz03V10Xbdz7Q49qFarzijGw3RyirvBwSrXsykBpLa5ILXNBcEwJBpR5E1XVF1E6iLizlVj2K+cM4rxsBTjYVFjSCen9K4P3gHj5KvnvvYuz8M7CgfZFPWZGV/VmUmrQzUGxXgYNWbNr85PALC4fw7W9ttjsAA/vD064Vn9iOzhoe/66vyETeKQNn98B0A/xSbvQ6CA5UcVz9Xuyg17txb3z2lrBfRTK85Mhp35IPh+D/SKUDOzZOJhq6PZWbI9xgRoawVPnH780r4NMeZ/gtsk0skpUoyHHfO0tYK0tYITu+ft61lzW9paQcq1hpRrjUDyoINI4GLb9VNvl4C7SwdnzW0AXv+cY215KQRQrjXEjscR4Ajp5BR2Dn6x9cUylVtIam6h7wddck/9QSKGvQUClpFscvB2fvThfSD5nnVeDMRlPrkE/B9LudZgbXkpZJN/rDe5zCMYSUhvTbf5BpFf4xr/BX4D+eJLJml0yEoAAAAASUVORK5CYII=) 4 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaklEQVRYhe2WT2sTQRiHn1hB1m4xIHR76qFFC7ZQxu5NwdLCUvAz5NBLenCvevasUDwY6PaiGD9EFIQEmpx27cUcCurBr1DXUjy8HtbZ7t9kGy2C9AfDTuadzPN7352ZBC71j1XLDiilpGji4eFhbu7f0NWiwUajEffb7faFwQGujApeNBxKKnBOeOEr+63zm1dKSdk+KADLzLQpi/MLMgAZgIRhKGEYyu7urowxV26gClyDs3B5evasYiK3B8aUXWfN7M3ZXNDzPACuP5+ukEOJgVHwmWmTxfmFFLz97Wvct20bgB+Pw8qLjtskI8s3SPQb8wsAvHr7Gt/3AWi9eAnAl8hkIWusgYdLcwAsz91IBZ71jhgkwKN0685tOp1OIW/iY6aUAsCyrApLoA3kmONfwXBI90MjNbi+2Ybl5dzkra2tMiiuZbC9OsXa++8pbulFBEjgmKyVBF3LoH96UgrUcwD6pydJOERVrUH5KZDAMaNFNmzWN9tR1kTZuxt2DL93zYifgWOi6hFY1aOFtlenAJKZ61aeuarnGyBPHiyJaxkSOKaoOuJaRvwMHFP0d3Vc95ngRpTAMSVwTHEtQ1zLEKITUQjSY77X1LDYnP58LrhucfbDofREpCciDIcpkIb4XjMeT8YTa06kFDxpIgnKwo/7e0kTE0u0gayJbBWS7bi/J8f9PQGk1T2QVvdgpImJLyLfawKwtHI3F3vzcwWAR+v3awCt7oHoflaj7gFIXMVa+kq2d/bxvSZHnz6mTGTh70Tkc69fCvijHyM4q4SWvbMPUEuWviz7KgaqKGvyQv9DXupS/59+AVqncKD9llIGAAAAAElFTkSuQmCC) 4 3, auto;}
}
div.testarea{
animation:rwdcur7418 5.3333333333333s linear infinite forwards;
}
