@keyframes rwdcur173293 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFtUlEQVRYhaWXzY8cVxHAf/Xe6+6Z3p31sF7H9rKGteO1oiAhFLAtK1gCATkBikQOKAfEgUtuuUScI4T4GxIEFySQgAMcAggkBDkAihQFDE4Wx1n87fWud2fno3v78xWHmTUx3tmddVrqkbp7XtWv6lXVq4LHvEQed+X/yTnoAmvFBYFtiOB8rVVZ+cx7rR4XwB5MuXGvvHJx4Uevf/X7T5+Z+ebl9zau9ftF6r2WgDI0aOfWSWS6SZWLiAkCG7/44oWXFk8+8x34N5/8RMtfv9F7TUTWVDUb/bUCSYEBaAr4jwAgRowJRUwsInFz5sjCG7+/fnpx3rO1lVGHJ174+KfPvhA2pgHIkw5Z0qHMBq9v3L78mtbVNVW/tRfE+BgQcUdPnT3WOnzi69ZFX3Rh83M2iBatgadOKldWUrY6ffKkQ5kniLGgI6+rUlX5rzZu/vNVVb+Cau/AHjDGxvNLF77XmJ799pBHUFVE4M0//ZG6yh9KBRGDdQEAZZGidfW8scHP6iq/DwzGeWF3ADFu/syzZ6Lp2W/tKNmJKFUQY1Bf48ImYizqa4qsT17mD4mxLvpUXRX/Al0DiokBRMS1jy992VpnRMzI0iGCAI2pNlWZkSUd1Ncf8hocblt6A09eKMYFCwKxIg50cgDA9O/fWGm2jlDlKS6KMTZ4sA1lnlCk3aGVFg63HVnuufDZKZwT3nonYX2zxthgDpEGqBuXlGbXt6rV3ff/uqy+qs4/1eEHL0/z5NEOz50dMBPXhM0ZAJ5eivjKxRZnPxNTe3BuuF3Nphl5JJgDaYCMj7Xd9WtVlfmgrqqV26s1X/rCk5w/d5JXv3uWi+dniUYAUWiwdqjUGqhrffAeQIyZBULZI9jHfFAEyaoivbJyMz9T1UprypFuVywtNggaLUQMvUHNPMPIn5oyXL2Ws9Gp6XTrEYBtAw0gHBn7SCaMK8UqxgaHjiwumWDq8/e3DP0UwkA5cjjid2/26K5fx1BhnbB8NWdto2KjU5Pl/9tsBZMnm79VuA3aZZfyPNY16n3R37j59rHT5/jlr9+nNXeC3/y5x6FWiLEBQRizvrnJ+ub2OBFY62IgRvVgMQCg6ot7/3n7XePCtCq3ETFUeUqnkwBC2Jweq/ghC8PmPMMt2BViLACqFZDWRb7i69FpK4INIhAhbB6aCMC66PgwFWVXXeMBUC9IVubpsrEOYx02iKirYT2J4pmJAIwN5kSkgRAeEABUNcvTrXdc0CTtrmGMw9oAax1BY3p4AO0P8MRetWAfgLrorn3w9yhuU2bJsAoWKVWZY4MI66J9AcTYPWvBPgC+2Lh1eUWM6ZVFioyaHTEWYxxBFE8CsFML3G769gRA1QtkviqviAjGuh0EEEPYbE0IoLHyGDEAeJC0yJNlX5XUVYENGogxGGMmygQREwPTMvTCAT0AqGqx3Vv/R9hsUWz3AaHYHuDreqJMMMaY6dmFbwDtYTAeEADU52lnLYwPUWyPOisZ/rhwCjHj20obRLgwxkVTzyDidkvFCbpi9cdPnXu2MTMLQF1lD3q/oYIGZTZ4WGgUY11EkQ18kWxc2u6v/xAYoDwyP+yfyCIm6d275cLpuZnZhSUXRKbIk+Fi40i6q5Sj5yg+RNicoS5z0u7a1aRz5ydZ0vmF+vpdVb0F2gfqD4ufaDAps0HWufPepe7ayqWgOTPfPrJ43FpLXVXk213Ue+LWHGWeknbvrQ46d36e9dd/6uvyLVSXFb2JagcoD+4B8Kq+AE2KrL+6eevy35Kt1Q+iqdlTrY8dbaPKoHOHZOtuL91afSPp3v2xr4q/oHpZ0RVU77FHV3yg2VDEhGLsjBjzhGAWjp0+9zUbxs/dv3Fpebu3/gfV+hrKLUVXUd0aNaJ7TkaPM+OaEUhbjJlDaSuKej9A/X1V3QTN9lP8UQB2lprhKSchYFR9hmoBj0b6Xtd/ATnDlQNUlJ4qAAAAAElFTkSuQmCC) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGpklEQVRYheWXTWxcVxXHf/e+j5k3n/Z4YhvHwelHorQibRroB6hCSBCoQEgsgGWR2FRCrCgC1K5YI1HYsEMsWbJhEzVtKqWkSROVUKVJSkjSJnZiT8Yzz89vZt7Hffew8CRtke1O2SGuNJt5b+75nfM/Z+7/wv/7UhO/qEBr7WutXEAXhVgRrIBWgACIGBAD2En3dSeMrrXj1H73yrefkYLvvPKHy2d7/Sxyy/UWgm9tobV23N7tyycQQhEbgSQTbT1RcO1OHf7aj1802eBX/c6HWikFIluPHRfEorSDybObce/Wr+Pe8uti7eokEM4EwVuPH/vJS43Z/b/wXa2i3h2UUiilt96xFrEWsQYFTc8Ljg03OidANkEGjNX57ADjzB/7xgsvNdqf/1mjVqIU1Fn98D1MNqLIUwrz0cfkCUhBudbyTDoa5Gl8CSEC8v8KQGm3/sS3fvpyrbX44iMPzlEpQZxAHK5RpCFLC5b5tsIWhv37XB49UKJeD/CbjxL1VsujeP1NBesgw90A9A7J+0uHjx1pzOz9+Zcf388g6nP69b+gZMDc4sNY8di/6LG06HPkyDzaCTj8hT185ckmteYMXlA7pLWzgFINPqXRtwfQTnnfgaMvHFiaYWX5BhfOvcaf//hDvvnsDNWpOZTj0eltSdsIUsJBGREhCBzazRFBddqtNOeOAS2U8ncD2JZOa6fcbs8cvfXBvzCbl3n+R89x6OAcmWxy/HRKpTbF2voaZd8wHGVoZ46/vtrDWJdMrjC37wDR+spT9G+3FKomu8iwY3luXL9+vl6rHvrT77/PIPF468KQZ79Yx2Q3mVt8mGsXO6yubu1bqcfkqaEoRigVM790BK9cfdBx/f2FSa8j9ACzbbLbfWltkYRr105WmrOcPb/CY4eqnL0Q8vJvrjAcGarT82jH2/p7BNLRJkF9GqU0XqlKmgyo1GfcoDH7dVAtlCrvlOi2AGJttnz5jbfTLA9Pnevz7uWQ0++EnHyrg8lSXL9KudrAcbbkLUyG63pYu5VkZ+Uas4sPU6o0nwLaClXZKdZOY2iVdkrT8488HQ3UA8dPDwm0Aa8O2sMYQ8nTRL01CpMB4JUCbGHQjofJEvYsPETYvd1IBr1z1pplRCKgmKgCIFbExnF/+TUvaPHbX/6A57/7BCIWFFhrqbcW0I57X4Y4WsfzK6TDDfIkZjSIqDbautLYc0+GbadhBwAQWyTLV06dwPGybj/m8cOPUPPzLQjAK9Xwg/p9GazJKFVq42cVundusGfvQ3hB4yhbMtS2i7czgNgsHYbdsLv27juXljn55jl6YUyRjUiGIaMkpT2/hHa9+7+xJkM7LrYwpMMN/KCBX64teqXqIZSaYpup2+0wslprrzn7wNKdXvbMqfNXEeURVOs4XoAtCoJKld7qDUyeAmDyhGqjTWEM2nHRWqGUS5bEpMPwbaAHpBNVAMBaO+x88PfjXtDAFjnl6jQoNe4FRanSwCtVcMZVECtkWUKeDclGEf27K7Q/9wB+0DgCalsZdgUQsUn/zvvX47B3vVzyxlBjCwQkWc707D60O+4Da/BLZZTWaNfHZCNcP8AvVWdLleaTKNWCTzbjrgCIWIR4EN097ZUq5OkQK0JhDOmgT55lNGf24jge97zNYOMulfoMdjye8cZdalOzlGutryqlF5TWn+iF3Q0JiFJa+UGzPLf/8Pc2ussA+KUyrl8FBUGldr8PRArEWir1FslgA8f1ybOU+tQshbC3FDQOjKK7bwhsgmSfXgG2xnHl/VPn02QUuq4e94E39p6QG0uzvXC/DwDydES5Oo1XrlKYjLWbl0jins7SAYCvPlaBTzWlsuV0o82wc6ZcKj9nC4PSDo7WWNHkJqfZXqTfuYXjlXG8Eohgi4w8HZIn8Wo6DC9kyeYpa7ILIjaSe/STAIBYsRLHvZVXpw9+6blwfY3a9AJFYRAEpTXKraAdl8JkpIOQPI272XDjYjqKThd5chXoAF1EuoJ0kY+O54lsuYhNbv/zb2f2Hnw6U4gvgIhCux62yDHZiNGgHw3D1YvZKDpjsuF7QAehCxIKhIjEY5f8iWN5snuBWLNn6Ugjz3NTbe31izxluHHXbq7fur3RvXFls3vzQp5svi8iHaC3lSnRfwTd9rIyGQBYEYk315dvR90PlsPVqzcH/Tv/ECk6CD0R2xOREJFIkBjZPejH12RXs7FF1443j1JtsQVibQQSiUiM2KGIZJ/1WjY5AIDSvlK6rJTyRcSI2ASxhh2s1v/M+je4d3pEJnXwkQAAAABJRU5ErkJggg==) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZUlEQVRYhd2Wz48cRxXHP6+qu6d7ZnZ217te7a69thPHBmxsbIfYIBEJKaCAFEUQJ1JOPkQRggNw4A/gD+DABY7AjTMSd8QFEZAlZAVIkK1ImHUMu+vdndn5UdNdVY/DbBwTz+wvCQlRUl+61e996lvv++rB/8kyR/3RHjmliBFji1p9Zk6jnwJqu18CoP9FgFFia9P5yy99663Fsy/8ohx0b9kki9WwuykIgAfiQUAOBSDGZsYmxy6+eOsb52+88fPmsRNvDtsfTnUerc4mWfHVWmP2JRHZ9tWgAxJ3QcKeMQ+YGjG2+cyVr19bOv/FH9eK1jVBMNbw4L3fsr76NxABHW3Yl+4d1934qett/VE1rqHaYaTI0RQQY+uf/fLbbyydu/HLNMtPDTrrdNfv0ppf4cO7tymHO2gIiDEggrHJyTSfejXLp84O+9t3QEpQx5gj2b96RczciYvL8ysXfzbobNS3Vu9w8yuz/ORHN1FfUrouz66kXLtUo5EHNIRdaJOktforU3MrPxCRkyD1ceGTA+TPFs5c+ZJ3m+btb85x4swNLp1r8Id321Rln+BLpprC4vGUxeMpv/ndDmmqdPuCiCErWq/bNP+1L/trKH0+cRT7KiDGZvXpxReC63Drzc+zvlVxcjHng3/0Gfa2UY3Ui1GYXj8yO5Pw4vUGVy+mLKx8BhGThdIlQH5UBfK8MX15ZXaHGALv39vkOz98yL1VxXU3QZV33xtw9nQNY6FZH8FMT1m2ZY4Yqi6CmWTIfQDEAHnRaJ5f21rn5vdu40pL8BVFo0W3vYGq0ulG/vSXAcbAyaWUEJT+IGKMJYbQBfGCeB1DsTeAYOZPXVo2IgsbbWUmT7AGTK1Oklh6O494MmiMcP9Bxb/WPXPzsyStDhr9tog4VfyhFRCx2cLpq9ddb4vG9ALGpggeFSH6ksr1QJ+297BUhjpDubNNCH4bcHzcHf9j7VmExpgsb8xcLQdt8uYs1hqqyhNjoHQ7xFChOv5wi8Y0rtcmhmoD1Y8Ans6xFwBi8mLq2IUYldL18OUAjQFBGPa2JiYHSGt1qnJA9OWGok4PDzAqwEazdWHohqS1OtYYsqKJMRbX3XrcescCZAXRl/jKraHqUD0cgIgkS+e+8Bwam0neYHQfCKpKLa/R3vznngoYmxBjwJeDB4qWMB5gYhGKMcmxpU9dc91N8voMoKiCasQa6He3GGerJyIQo3do7AMlEy6jPRSweb11/PnK7SA2RTQwdANCqAiloxoOxjpgtPsU1YCG0EWME+QoAJIVzdanq6qkVkxhrSXNmyRpTuk6aPSTHdCcGTlgtwcwoQD3ABCjUK83WufLanS7qUaMMYDi9nFAa3aBbvsRcZ8eMBFAxCTPfO5rl4k+t2kBKCIAgrWWXntjTwcU9Rauv0OMfnt3DpiowJgiFCPWNhuzSy8P+jtkRQtfDQkoSiCzysP77++WnzBu7EtrBb4aEHy5pjq5B4wFEJHkysvffW36+Olvq0JWBGIIaPQEXzJwbfxwgIhgkxRQNEaixseq2DQn+Iow6gElaHlwBUR4ePf3f13/+51fVa57PcawHEOFBo8+WfUyGjhEDGIsdne6U41sbzxAYyCUbmv0clL6cUOpSGJM0hIxy6CnxCRn0rz5fJIWF2yaPWdsOj820GOYj8uqGvZut9c++L5q/PPuYHoABVR9jL4jYjywSQj3QuXeQWQGaBmbLmdF6yOgZxFTf3qLghgbY/Cro4FUzCQZ9hvLzeiRDJGc0VjVFGgi0gJpAfVxGxHBqbIGel9jXAPtHwVgTyAZASU6xs4CUcGh2t214tg+cFiAcUD7rfH9+n9l/RvjcZcqrUARbQAAAABJRU5ErkJggg==) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur173293 3.3333333333333s linear infinite forwards;
}
