@keyframes rwdcur190964 {
0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 31 31, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAB9VBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAGBgYAAAAAAAACAgIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAgIAAAAAAAAAAAADAwMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAgIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHBwcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYGBhvb2/Y2NjU1NS2trZnZ2dJSUmKior5+flgYGBcXFwDAwN3d3fj4+MsLCyfn59EREQFBQUhISEGBgYBAQERERGHh4e5ubmQkJAZGRkCAgLPz8/f399PT09paWljY2N+fn4iIiL6+vr+/v44ODgrKytfX18bGxtbW1vw8PD29vZwcHBBQUH7+/vv7+8dHR0JCQkLCwsuLi4ODg6VlZVmZmZhYWH////9/f0zMzNlZWWenp5LS0sEBAQAAABLuaCPAAAAaHRSTlMAGn6riS5E+WgQ6ywYNBRSg0DNwTJwo046RnQM79kCBO9cQiLL4YdqPmpIClo4IAQSt51K9ZkADsWzBhxwVqWhSmK9rQ7nTjZmPgIiu/nT1VAa+y6h49/90TQ2YGRWsW7J5VQUh429xY14NLoAAAAJcEhZcwAAD2EAAA9hAag/p2kAAAHRSURBVFiFY2AYBaNgcANGJmYWVgr0s7EvW7ZsKQfZ+jm5li1ZvGjZUm64CA8vHykG8C9buGD+/HnLBKB8QSGgg4RFiDdAdNnc+fPnz1kmBuGKL102e9bMZTMkiDZActn0afOnTlkmBeZJyyybPGn+xAnLZOWINUBeaFl/X+8yBYi/FZf1dAMd1NW5TIloJyirAD2tCnWy2rKO+SDQvkydaAMY5DQ0tbShbKllbWADWpfpEG8AMtBdNrsFqL95aZMeAZX6vAZYxQ2XNTbU19UuMyKg39hkWY2pGRYJc4tlIGBphV+/dfWyqsplNtikzGzthO0dCNjP4Lisort8mRMhZbgB/7Ky0pJlzuQb4OIK8qgbPiXujh6eXrilvX18/RTxaJfwB9mgis8KPKYzMAQUL2ssKuxcRkp6RAaBQcsmF8yfvyB/2dJgsgwQWJbXDU7RuctCyDLAYlkOWP/87GWhZBkQtiwLYsCkZeED4wKKwwAYC5kUxQIoHWQQSgfmeE0gmBL1mYsjIvEaERUdgy8vxALNj8NrAAEQDzQggRIDOBOXVSdRYgCDHFsyRfoHOZCn1ABBariCJMCYQmaWgYHUZWmUGeCeHkuZAaNgFIwCugIAteOjuKV2L20AAAAASUVORK5CYII=) 31 31, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACVVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEBAQBAQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAwMAAAAAAAAAAAADAwMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAgIAAAAAAAAAAAAAAAAAAAAAAAAFBQUAAAAAAAAAAAAAAAAAAAAAAADExMRTU1OTk5OqqqpfX196enrNzc3n5+f5+fkVFRX9/f0JCQmkpKS+vr4hISHu7u729vYzMzPPz8/b29s+Pj4vLy9PT081NTUBAQEHBwcLCwumpqaIiIiCgoJjY2MbGxsMDAwwMDDKysq7u7sQEBAgICCBgYE4ODi/v78KCgoxMTFoaGg7Oztvb2+JiYkGBgb09PT8/PwTExMuLi7Dw8PZ2dkDAwMPDw+np6fe3t6xsbEiIiIICAjJycn+/v6jo6NFRUUWFhbt7e3////T09MCAgIEBAQZGRlNTU0NDQ0AAABhg5YEAAAAfHRSTlMALFg2AgyvyyCbyQIGMAp058dmBCBQEM25CPUin4NyoQ7xAG7v+Y8INhokCuHHVD4Oo8E8YPXrTr1ScE4SbFyT3RASFmSpGHzl743dHq1IcpOPrSrtOqVqFOtKPvlioffhpyrtHAzj0QSD38XzGP00BrGVOmj3Xhx6tcmzcRb6MAAAAAlwSFlzAAAPYQAAD2EBqD+naQAAAj9JREFUWIXtludXE0EUxQchRg1CQMQahVgi2NCIChaIIHZij10UrIC9N7CCDY2KCCrNLlYUxUgyEuT+Xc5m98TjOevuOPmg55j7ad++ub95u/venCUkrLD+cUX0iIwKwW7oCcDYSxzQG93fu9DHJOqP9nd+oz4v+ipxTKzRHBffjx+QAC+ltAP95TBxACQNHMQNMA3GV8+XdgyRw6H4/KntoxcW/hKGAR+A4XKQ1Nr6nhX0Dsn8AOuIkRg12iYHY/CWSnqDFH4CISnBNkhF12vmf9WCsX8C+KmocXhJqecFxov5CZkAPH/2FP6JOuvSJpkn21UzU9LZV5w6TW+j6WzVkwTVVGJG5gybnn8m8PgRZukt+71sLWhuwmxxAMlij5Dt0FwyJ0cra82da8nTyEfPmw8sWJgmUpykJDZS3Y3AosWCgCVoavDQ+ocwih0TEXjQJk2E7z7yhQBO1AVGitZiqRBgGe7JgBos/zsVrMDd0N5ByF8h2AfZon0gd+JKrU5ctdqlU51jjeYOa4F16inD+gy77nlAHBuAjWqJnE3VbFA3Z+mOkatgS4zK7a2FuHP7lpuNUZFuEWrath03b7AGqHJjx04RwC5cvxZowatXEC8C2I3Lcg/TShQL+A2ouKQAfCgRAJTiouKnF9Ap0MWmPTivAM6hgN9n3btPudqPswqgHAf4AXa4lKuD8JdJds8ZVKfyA2zO4AlvAU6XnarsAA7x+3+Rsz3wj3T4iKCfkKPHjp84mak5iWGF9X/rB0MWBe84/rPCAAAAAElFTkSuQmCC) 31 31, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACK1BMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGBgYAAAAAAAAAAAAAAAAAAAAAAAABAQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAgIBAQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHBwcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEBAQBAQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABQUFBycnJWVlYKCgo0NDTh4eHr6+tFRUUUFBTp6ekkJCR3d3eoqKjCwsKZmZm0tLRKSkplZWWmpqZzc3Pa2tr7+/vg4OCBgYEGBgZubm5dXV1TU1M1NTUqKir5+fkSEhKhoaGDg4MDAwNvb2+8vLy3t7deXl4EBAQCAgIhISFNTU0TExMeHh7R0dHd3d0tLS2jo6O+vr7Y2NhgYGD+/v56enoICAhISEiKiopVVVUBAQFcXFy2trY9PT0HBwcBAQHs7Oz///+9vb2SkpLz8/NnZ2cFBQUAAABGBOiyAAAAcXRSTlMACEzP3WxCaqnXJHCXGtME+VaXxTwoIudAs5mRy5045dG1i3AM381IbggUp/v3Wh4CwxyzDjb7hRhWMiCRwZksZIFoANXtChw6WtWPv8VUofEKArn9QrHr6U6VgYlqjbuhya+N2wTX8eMYqxImXnZcHtYdijMAAAAJcEhZcwAAD2EAAA9hAag/p2kAAAIDSURBVFiF7ZbnUxNRFMVXFEPT0IJgoliwABaqgBQLaBAFFRR7Q0CUbhcLKIIGpYkUwQYKIlGjD5Dz5/l2XTIwk2Szdz/IODmf9s595/fu3nff7AqCRx4tdC3SZvdajCXeGvxLZ8ClowN88Ht6Cr722M8/wHuZGsByTLJf+KmXQ52N1xMYpAIQjB/fvyFEjkKtmPg6DpvBfUDYCr7ll3A5isAYY6OfsVJFCWFG06rVs0EkPjHGRmBSAZinNbwjjA1jLRWwDh8/sPfvsJ4KiNoAvAU26pUWbgrYHO0wERO7BVuDo5T823jnnb2mfnuckl0Q4jEEJCivc6pEDOJNkgZA8g4gRYNfEFLTdrrMp2dkhmTtovN3D4h3HHuofi+gv6/3dQ/20vzZOXjFB5p1Y99+EsCMrk4RMNqBXBIgF+1M0ksc+DcVZOdp7IF4Ci/6etvIp6B9DvgkHjyU73ISowvMdLqowzhy1Fmu0B1AEY6lOkwcLz6Bk7HJigA/4ymHm5+WmgfrGXeqcKCzsDx/1try1IpzJL8BPZPSDDfDFkMBnMeTv5eAPaZ9GS6gSQY04iIFcAmPZMBDlFAAPpiSAQ9wmQJIw/1pyd9wD6EqfKWzvzRl5bh7h/tv30Kmmo3T7U+GK7h543q9BRVX1QDmyFwkDeK1SqKfq6q6praObvfIo/9efwCD6tAXV8TPAwAAAABJRU5ErkJggg==) 31 31, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACWFBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAQEAAAAAAAAAAAAAAAADAwMAAAAAAAABAQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGBgYDAwMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHBwcCAgIAAAAAAAAAAAADAwMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAoKCi7u7v5+fmkpKQnJyft7e3Y2NgODg6IiIgNDQ3c3NwyMjKpqanR0dGwsLAgICDx8fE/Pz/4+PhVVVUGBgbOzs7k5OSamppqamoICAgiIiLPz8+vr6/09PQSEhIJCQl+fn7T09Pr6+vJyclnZ2eXl5exsbELCwu3t7fHx8c0NDRcXFw7Ozuzs7OVlZWAgIBiYmK0tLT9/f2enp4CAgIbGxsVFRUlJSVzc3MvLy/q6ur19fUaGhodHR3+/v7///83NzeGhobp6emcnJwBAQEKCgo8PDz8/PwQEBADAwNFRUUEBAQAAAD2wTZZAAAAe3RSTlMALGY6AGybDDQwXmLT9c1QBPEifGDt+2AS8wICKAZCKC4U1b3hHlp+VGrjqQoQ+WIG60o6pWhk53aBoUJ8nZ27Jp9kHCIMtUQa72gQSkYEi/31eLmhKpXX3aVAclij48mvGJnJCOutkfckJvvrFuUS7696wdluDngIu9H5G7jVAAAACXBIWXMAAA9hAAAPYQGoP6dpAAACQElEQVRYhe2W+VeMURzGb5qMKJRITdEqu0pCDVKiZM3SyJrKFgpZErKVEKJQdkXWMcYScy0zplfPv9V932Y6jnM63bn3OM5hnp/e577v87n3ve/33O9LiFde/evyGeSrk8n7ARgsQdB346eCIeIAf3Q5f2Bonx8WEDh8hCeAkUFwwB7stqOgKsQTgu9ojAl1m7Hd+P7tK8LCPSEYIiL7rsfhC6W2zxjvCeBXReFTJ/3oQLQoIDwGH96/Q6xoni0hju1hTLw4gOgnJEyMHPixSZOnTJWYhUybDsyQASQmAckyADIzZZZBCjCgdPHBUjOkzgaC5ogj5gLWt0CaaD7Corwx2147kC4IMOIVZXqJeYKA+XihAp5jwd9aQYbsHri/wkLRPCGZknXAKjFr0Z+t9ezFS+QAOblL+7mTtyxkOc9Z008zXLFyFTsTV+eL9krDGuBZx1NgLX9m3fqCXNOGwl6zEdYnrATb27CJN29UtGaIzepJrNuCx2oN00fYyplPgP3hg/v37t7BNuaK0GrWAC12ha87RimW21riVpe66Azc1By1NSObC7AdTb0JegPFhJQoluuaa0Qp3xuY0OgCdF6DnpAduOpk5koDdvIBduGyC0AvYTche8rQcLH+Qh327uMD7EetK+88j3I2UFihfZM4f748OYBzLkA7TNpI9MFDlbGHj3DmSTLOntHyp2twlDf02xKsp05S84lqFCQKAY5VAW3VrUBljlCeVW/mcXXTjCWCeVXlPkVS/8pe/U/qAfw9A4UaKBDtAAAAAElFTkSuQmCC) 31 31, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 31 31, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACc1BMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAgIAAAAAAAAAAAAAAAAAAAAAAAACAgIAAAAAAAAAAAAAAAABAQEAAAAAAAAAAAAAAAAAAAAAAAAAAAABAQEAAAAAAAAEBAQAAAAAAAAAAAAAAAAcHBxCQkJxcXHz8/NJSUn6+vo6OjoLCwvu7u7MzMzp6emcnJxAQEDJyckjIyMdHR3q6uoaGholJSV0dHQJCQk4ODidnZ20tLSCgoIUFBRcXFz8/Pzj4+MbGxsMDAzx8fGjo6M/Pz/k5OQ3Nzfb29vd3d2Ghobo6Oi5ubkPDw93d3cHBwe2traYmJgVFRUODg4EBAQSEhJXV1dpaWlDQ0MDAwMGBgZsbGz19fUvLy9gYGD+/v7s7OwYGBgCAgLm5uaPj48sLCzR0dEzMzPX19cKCgr09PSlpaWKior7+/syMjIFBQWpqan////29vZdXV1GRkaUlJSnp6eAgIAhISEJCQkICAgAAACGoy/oAAAAeXRSTlMACHIYPGoANAYCs/ufBEiRrZ1oFEwwNNVuIvcOOos+izIK40Zqx7sW3TbXrQxSr8UmGtsCOhCbzTYOyVJuXiqHpbvZElx8Ln4YMpnjo7MSPOtEwx5kwQxagVTFLOPtvZup86HN6SRCKI3z8XxgQNH1Tvso2fNGx9smq8KT3AAAAAlwSFlzAAAPYQAAD2EBqD+naQAAAlZJREFUWIXtlvdX01AUx+OgUrW4rVpBBCwqIEJExF2rdVcQHAwVRJy499577wWiiKOoKFBABQGhRhDU759kRquHY/KS83o8/pLvT3m57/vJPffe5IVhdOnS9a/VqXMX/wBdEeAfwNAtsMM6UGGfRhm79+ipuskU1Kt3n779ZGP9AQxQ8Q80Q9DPQXLBwcAQC9k/9Ae+t7d9awWC5cIhw0LJ/uFhaPnK8friQbhKrrKKQHMTJ+ozRtAArGiU/FxDPSIpACPxyQvg6jCKAjAatT7AR9WGySkKH7z+9zWeaApADKqrRL+7EmMo/IwhFhVCFcrf4e1YGgATF4+yN69flaIsRnkTGzrOpBhMGO8SRjlxgrI/aSIQH6ccT5g0ecpUUpbT8PIFppN2qMiG588www+AWgb2mbMiHCQAuQbs7BKhiLY5BAI7l9CFeUDr08pizLeTklBWOEqe8IP0uA4L6AALUSSO8qMaj5MKEIZC6WUqwCIqQDIeSoAHSKECLMZ90X/vLlKpAGm4c5v337qJJTLRpcuWp6ucTaYM3Lh+7eoVXM78O+jI4ifErJKZ0yYeLCtCfA/9EzKaUXHpIlaSAYwhZZU1OyBJvLYEJyNnte+RDlwo587XQ/7Yk5MlF/AAa/Kk5VoU8N+6c1inGbAeZ8+4C0/DKi3tLpw6WYQNRs2AjTjBd+T4745uEsuTr9nvxDG3MBNHsdl7J3/L1sRtmv0Mu10cyyPV2KHd1EFROHyIazqInSwlIG8XSg/sh2s3pZ9hMvfwRdtL9aPg074gh/au6dL1n/ULPCwN6XckpdgAAAAASUVORK5CYII=) 31 31, auto;}
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}
div.testarea{
animation:rwdcur190964 1.75s linear infinite forwards;
}