@keyframes rwdcur51715 {
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60.30534351145%,63.258778625954% {cursor:url(data:image/png;base64,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) 16 2, auto;}
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66.412213740458%,69.365648854962% {cursor:url(data:image/png;base64,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) 16 2, auto;}
69.465648854962%,72.419083969466% {cursor:url(data:image/png;base64,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) 16 2, auto;}
72.519083969466%,75.472519083969% {cursor:url(data:image/png;base64,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) 16 2, auto;}
75.572519083969%,78.525954198473% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMElEQVRYhe2WTUgcZxzGH0MpkpFMMwyRcVdcdjMZlw11HepXL3YxTaIoCIJC1MIWL17ESz0Isqgo+NGTeGgvPSwLBRUPEsRl/YA1IWwWDRhMIBhB1IWGLIp6MMg8PdSEVcdm7fpBS3/wXmae9/8875933nmB//m30dnZ6ff5fL9dibnVarUvLi4yEolQkiTrZ+QZydT84iwB1tfX305MTPxO8kM8Hl8/Tdfa2rqqqqptdXV1a3Bw8OZZPFJGFEX35OQkSXJ+fp4Oh+P+3+mvnXeA7e3t1+FwGFtbWwgGg1hZWXl23h6fRZIka1VV1XBmZqbt0s1Tprm5+ZtgMPjuSkPU1dXdvtIAl0naZZgUFRX1OJ3O9oODgz9mZmYebG5uvrgMXwCAoij3hoaGaBgGd3Z26PV6mfj+3M+B4xQWFg7U19cjLS0NGRkZsFgsAJB1WoBH+fn5rwoKCuhwOB4D+DrVAJFI5KdAIACS2N3dxcbGBgBsnhBqmvYkLy+PgUCA4XCY/f39lGWZgiD8kGqI4uLiHq/Xy4aGhlhWVpbbTPOjruvc399nIktLS5RlmUho2YVQUlLyfnx8nGY0NjYSQNNFeV8DgHg8LtntdlOB3W6HIAjOCw2Qnp6+HI1GTQXRaBR7e3vPz1DzuqZpPZWVle+dTufPAG4kM+k7i8XCtbW1I+0fGRlhTk4OcfR2c/1wmPFleXk5/X4/Y7EYR0dHWVZWdny+OZIktcuyzJaWFg4MDLCmpobZ2dkEUHgouVNaWkqXy0WXy0WPx0MAx/8ZD3t7e48sYnh4mIIgPEqmCwCQC6BNURQ//tp4H9v3laZpnJ2d/VQ4FAoxNzeXCRrYbLb2sbGxIwGmp6fpdrt/STaAKaIotnV3d5/4Qnw+HwVBaE2Q3q2traVhGCRJwzDY1NREAN+eVjupo1hV1XJd108813Udqqp+n/Do5fLycm9FRQX6+vpQXV2NhYWFXwE8TXKt5oii2NbV1XWiAx0dHRQEocVkigTgPoBbKRkncEPTNIZCoU/mU1NTH/dAUvf/0zjLfeC2x+N5E4vFQBKKonyYm5tzAnibSoB/Qvrh+G/wJ4qhnoxQ0rVUAAAAAElFTkSuQmCC) 16 2, auto;}
78.625954198473%,81.579389312977% {cursor:url(data:image/png;base64,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) 16 2, auto;}
81.679389312977%,84.632824427481% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIklEQVRYhe2WX0hTYRjGH5cXwZczRDGPhzFdMDcOCp7joWGwuZF2ELvwIkLFmg4v9C4iKarrRuCFN+GFSDTFsQi8iFDorgvTcoL056ZdnAhj/mEsZc5Dvl3IRquTdXQjAp+rA+f53uf3fbzfywcc63+TKIrFbrfb9M8AwuHwxNTU1Ng/A3A6ncWiKBYf5GlubuaHh4cf+ny+s0br1wG4WVVV9RhAAID5MJCjo6MviIjGxsZe/cl7IvNRUVFxmzH2NBAIXFAUpb6kpOTS1tbWrWQy+RzAZyMAtbW1u6lU6mI0Gr0/Pz//5m/WeKqrq0lVVfpRkUiErFYrAThlBMCwGhoa3o6Pj5Oe2tvbCcCVQmWbAGBnZ8cpSZKuQZIkMMaaCgpQVla2GYvFdA2xWAzb29vvCwWQUZ8oipROp3OOf2VlhcrLywkAV6jgzC2Ims3mixMTE7zZbEYikUAkEsHAwABSqdRVTdNeHjWI4zjZZDJtp9PpnYN8PY2Nje9lWSabzfYMQP1RgwFgaGhocXZ2loLBINXV1Z3LR01DCgaDRESkaRr19vbO/vhPb6SeBmAB8AHAbj4AVFV9PTc3Jy0vL2NhYeHu73ynJUl6KwgCdXR0UE1NDfE8fy8fAMB+D2B/c/qSZfnjyMgI7e3tERFRMpkkRVGotLT0Wr4gDgSUJCkbnpGqqtTU1ESFDM48LKx2ux1FRUU5P3meRzweL2R+FuDd4uIidndze25paQk2m+2wtU8actvt9kc9PT2USCSyU1AQBAJg9N5a+vv7vw0ODlIgEKDKykrn3y40cRx3x+FwkNVqJZfLRQDO/+ThLRbLDZ7nr+M347mzszMaj8ezjdzV1fXJ4Ab0xRg719LSQuFwmKanp8nj8RBjTP7Z5/f7cxrZ7/fnp4lbW1tpc3MzW3h9fZ0URfmluMvlehAKhUjTNJqZmSGv1zuZFwCfz/fLY8Xr9ertzuRwOPq6u7u/CoIwCP1pa1xtbW20sbGRDV9bW9M9gYKJMSZ7PB6anJykUChEbrebGGONR61b9GdLjs5wHHeZiPZWV1efAPhyVIBjfQf7RqIadHwPEQAAAABJRU5ErkJggg==) 16 2, auto;}
84.732824427481%,87.686259541985% {cursor:url(data:image/png;base64,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) 16 2, auto;}
87.786259541985%,90.739694656489% {cursor:url(data:image/png;base64,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) 16 2, auto;}
90.839694656489%,93.793129770992% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3UlEQVRYhe2WP0gbcRTHv5oO4S6UEhR6Vz1ikRMHzxgcgoOaJkGvFBSpDlIcTIcuQZQuxVqtXerUoUKRLkLpIgQHqSAoBCltlqIYtZSKImjaEOMf8Ig1SV+H1mCMwUvipR36mY7fe+/3/f7g/d79CpAZPADrn+8PAL5nWJ9CgdpEjuOe6HS6pw6HA0SEubk5RKPRR8Fg8HmuJtTQarFYKBQK0QnBYJAkSSIAtzVXt9lsND8/T2eZnZ2lhoYGRXMDPM/T/v5+ioFQKEQmk4ly2btQTZIoivD7/SnrS0tLMJlMx7kYUEtbbW0thcPhpNNXV1cTgDvnFYyPj7dmI1ReWVk55nQ6vxUXF/cBYE4CHMc9EwSBXC4XdXd3U2lpKXEc9zi785yPVFNTQx6Ph1ZWVmhkZIQcDgcB0J/KKQHQAeAufs+Ey0OW5ejy8nJSkw0PDxPLsvcvVSgdkiSldLnP56P6+vpPWuomboHRaMTOzk5S0O/3Y21tzaOlgQQ8z3fY7Xba2tqieDxOXq+XLBYLAbieFwMAwHFcmyzLZDabqbGx8TMAIW/iWtPb29vZ3t5+86+IG41Gw8LCAk1MTLw7G9Plw0AkEjlmGOarz+d7vbq6undRfgmAWzg1BbUk6UFSV1f3pqqq6p7ZbMbU1BQWFxdtgUDAmw8jAFDudrsTQygSiVBLS0tOv1o1JAYRy7KS1WpNBPR6PRiGAYAreTGgKMr7yclJxONxAMD29jZisRgAxLQ0kNQDFRUVnaIovi0qKsLBwQFmZmZuKIoSyGZjlmX5bGsBwJBtIQD09/d/nJ6epsHBwS8X5aZ7kh2mWb/W3Nw81tTU9ArA1XSblpWVWWVZhiAIogq/6unp6aHNzU3a2Nggt9v9I11eV1fXg9HR0T2Xy/XwMvUNQ0NDiWs6MDBw9rWUFZlcscNwOPxzfX29kIiwu7t7BOAoVwOZYnA6nS/tdvsL5Nio//ln+AUB2WLsQ2BHNQAAAABJRU5ErkJggg==) 16 2, auto;}
93.893129770992%,96.846564885496% {cursor:url(data:image/png;base64,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) 16 2, auto;}
96.946564885496%,99.9% {cursor:url(data:image/png;base64,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) 16 2, auto;}
}
div.testarea{
animation:rwdcur51715 4.3666666666667s linear infinite forwards;
}
