@keyframes rwdcur57920 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFXUlEQVRYhe2Wz29cVxXHv+feN3fevPnh8dg1xp04TkhDVIwVNVYVKVVVAQrKBoFUCRYsQKT9DxCLLvgL+he0QkJiFRasKBsUjUQD1Iqaqkwrpw1ucExJXXv85r15b97cd+85LKBSmvpHjSJW+aye7jk656vzSw84Jr8UUZ9990TMdfEv90Tm97N/GY7lvJZlq1fS9GpfxPz36ekC5U8F8iIA9EXMlTS9upZlq49cQF/EsPeXBbiUZNkyAExQvpCjUGPYCz2RKMmyZQEusfeXHxB5KMFRDn+J4x8rrYtkOAQpxQSEGuCeSDdGdkFDmRHGnQjVlQAoGAgF4GQ4/N5baQphDi9OTf3mf66AAJaZf0FEV4joJIDQl2Usvvx+inz+nuzesXAdy5Mf+rKMAYREdJKIrojIz1nEHhb/UAHX+v3/lJHoXQArItIWEZYgWCzF/cy7yZnA81LhRvOa9FUfhs+ICItIm4iWBeh/Ls4+0EGGtSxbZe+/IwAgchJEbYicEWDTV6vrO0H+o10ehkJwgLgG1fmrPNUz40lHEXUF2IBIDKJ/EACl9R+frddvPpxn3xkQEbWWpqvC/A1SyoAogogDsAlgsVS8lKJwjnigQOG2Lv7sWZ3uUOP5qlIjMN8lIARRF0BHmK0AsYi8TUR8pAAi4jdEftUZDtfYeyhgoI2ZK61dEWO+W5D/1hNqKsglTGJOXUtMd0nNnc+5cI2gdoeK4g8VY9711m4z0FFE2G02+w8nP7QFD3IzSc5Z5peUUsHEBGd3KsX5EJX2ULLtXArnwbYC1Ymobmc52moU/iYzW6PUa6ut1vphsY9cQwAomK0i6npgoQiksyejgRcXB0IdAawh3WipBmdS5GNlZmtKXySRjYL50A0AvuwhKsttUmodQWBGKGbBvqUAwxB7T6VvOOesdZYLmzdCqi66QEWk1DrKcvvRCKhU5oj5XKFl3ou3oRjrSmdRevMD/c2XtUO4NxkmtiwHm/k/7zqtFoXoGVQqc49EAClluFIpxuQxslm+qOaKJ4OvLNmyjP822vy4KIvBLDUXalyJxpOxHdo08YF2pNSR5/jAGeiLmCSOlwVgODfIw8r2oIyTr1VPtMl7NU2191PVnJ3YceBKZ8dkkxCmk9vM7SHeqTejsA7wjb298wSoVrvdXyb6wkwceAfeStOfaK0vsUgIrdvWT54e5xl/VNxtnG4ubt369D3TDtvwzvOp1tKiqVTN7Y/f22pWG3NatFWkzyqN10jkviIqRml6Q0Ref3gV920BEbHW+h1mvk1Et1ygeThJFZc2spPJKC7HXXE+GI32jJtMeFLkwca/Ptg6M3duwaiQszQOdobbo0KJIaJbzHxba/3Ose9AX8SMsuzFoeJXtva25vMyT8Cihm78fl2bRS06qgTVgkQazahdfHj/w/VT0ycuxqNB3qxPtZ5ozQ1mwvqrrTB8fb/yH9iCz1gmsn8ajxezIl1Is2QHEFZCkfLiorAVzzRmtmrV2oYtbXdvNGhFOjJgUeThwqDGSRrPNsLo6wclP7ICPRGU49Fv/37/ozOklFqYPbE0KXJXqZi/hmH9d1VTfRPABwAWnHfPFvnoJa0qlzfv3dnYGXyyMzM911o6edaEUXThBaLk2BUAcDqZ5Mp7HnRnuu2qDnaajekiEHn1uWp4/QG/LQBbN/L8vgPap7qn8nZ7Nhnsfmrj4cDMR9EKgDePLcCzP09C9nT3qd/Xwuh6NB5HUtqV3WZz32DDWu3mTJr+uqaDt838k4Pp6ZnnsjT5dpHnzx8k4FB6Igs9ke6Db9euXTv8J+Yhe0+k0xM5e+zkj3nMYx7z/+LfDBD+XdYE6HoAAAAASUVORK5CYII=) 16 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTUlEQVRYhe2WQY8cVxHH//W6+01Pz0xvb+9ovBmWtYUsE4XVyiJLZOEoighKMAfEgQMHkJAIfAPEKeLEpyCCCxd84xIuyBoJWygrK7GiOWwiZDmb1bKezM7OdE/3dL/uV8UBkIzZnfUC4uTf6elVqeqvelWlB1yQX4iof54HIvqO2J8ORNZPsz8LF3LezbKdW2n69lBE/+PqpRnytxhyAwCGIvpWmr69m2U7/3MBQxHN1r4pwM0ky7YAoET1eopFmKN8YyASJFm2JcBNtvbNJ0QuxT3P4c/T6Q+U4xTJbAZSignwHYAHIhtTZC8f4OSRhrvRhr/tAgUDvgCczGbfeT9NIcz+jZWV3/7HFRDAMPPPiegWEV0G4NuqmoqtvpsiX6/FgsE9w+aHtqqmAHwiukxEt0TkZyxilsVfKuD2cPj3MhJ9BGBbRCIRYXHdzUrqH9u6vNq1jes+q6tWqm9Z3/+qiLCIRES0JcDwX+KcAp1l2M2yHbb2mwIAIpdBFEHkqgD7ttHYG7v594955q+q0J9KmjSpWfd5ZaAXZayINgR4CJEpiD4lAMpx/vhKq3X/6Tyn9oCIqN003RHmr5BSGkQBRGoA+wA2K8VX5ijqyFlBISZ/7Czuxowra9R+raHUHMyPCPBBtAEgFmYjwFREPiAiPlcAEfF7Ir+OZ7NdthYKmDha9ypjtkXrtwqqv1FIOSKoYiELtMTrk3A3p7LXdpt/oaL4g6f1R9aYEQOxIsJxpzN8OvnSJ3iS+0nyomH+iVLKLbV77dgrr3twoxNJDksxYIhpQne7zpr2at7rFHaXmY1W6lc7Ybi3LPa5YwgABbNRRBsW6BeuxBNJJxBOSCQCYFyotlUyFUi3VDYOlLpBIg8L5qUTADzrIqqqESm1B9fVcxRdsA1fcHp9AcxnKn2PbW3qyqiJGZuZnYe1qwJSag9VNTov9DNVAJ7XI+YXC63WE5tNS66Kg/ogV0LRhjS+DWFdCc9LKUceOW6u27EGbcPzegDm/7UAUkqz6xYLqrEo84JYNAnFBjxxhFwrnHtC3Up4YqQuZpQWHS8GPcM6PlPAUEQn0+mWAIy6nuS+nloR7dYIwBJVYicsbByotrV24nvBfFW3+0fzx4cnPB2HK6EJAb53cnKdABVG0XCL6N964sw98H6a/shxnJss4sNxImOLl47mhyZwm13luMU4GxsCKSZhsFWLOsulspOOCnrzMvPrylxRjr9OIkeKqJin6T0ReffpUTy1CYmIHcd5wMwfE9GHtevwrJy7kRvGtrJFy2uh5TQDp+ZYqlqpSmKqxY38VdXtXNKh24rGycgUSjQRfcjMHzuO8+C0PXDmE3yt1dodijyYZ9n3cq42F1mqPa+Rc1Vjf/zpJ7Yuu444ynMbhXa98HD2eL+2rMlUTAR0o/U4K4qe77eS0PffPa38SwUAwBaR+dNisZkVaT/JZuNAt9yizNyVsBcWVEzX2msHzUbzoanMhmXxe9H6tWQ21seTx5PFIk9sabptP/jyWcnPFTAQQbGYvzw6+fyRqzTXdR28EH+x2wpCdlzvNw3duAvgkxbQ77RXXqnL8h00w81Mp/zXw8/2G7rhrsWXvj4QCV8nSi4sAMCXkjJXDa9pVrQ/Wg06ccttHBLwy1cb/p0n/A4AHNzL86NOK3wn8Js6Xr2UfD46itJ52m62w20Ady8swLK9TkJmvdv/XdMP7gSLRSBVtX3c6ZwabNZs3l9L099HjvuBXv/CZHV17dUsTd4o8vy1swQsZSDSH4hsPHl3+/bt5Z+Yp+wDkXggcu3CyZ/znOc85//F3wCqMPjXy92PYQAAAABJRU5ErkJggg==) 16 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur57920 2.6666666666667s linear infinite forwards;
}
