@keyframes rwdcur233006 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1klEQVRYhe1WPWvCYBB+7FaCFs3WRSmF4hSnkoxZ2z8Q6W/Qf+Uv6Oqm4NogKp3imMVCDU6BPB3OmEQj5gsc6sFLkuPunue993L3Ajf571LLac+qY2Y1TgCrKqBpQL0OeB5g28BmU47IJXAqCjgcgosFGAQgGa0gEP1wKHahT2Xgpgmu10nQc8txxL4KEgTAfh/0/WinkwloWWC7DTab8rQs0YeZ8X3xK0PisPMQ3HVBXU8EPVmGIXYhiTKZoKJEaXddsNs9ATwhDIhdSMJxQOU+PwECUlBh2o92ftFX18FgCXIFDj7yZ4GAVDUpZ5szAAFwOhICi88CBFQ1KijLKkbAehMCwRJsPZz3v0tTahpQ27eR2eygztpYagAw+9p/1ADt5bxxKoF6PXrfbjPCHom3i8VTchLwvOi90ShGoBEDjZPJRMC2Ae5PzDAO6jw1AL23/yBgf2f0jAW47l+Akn3A6JXrA0CZTvgEuhMBd8bFOuEhYN5ZoGsRuD8HzdcKBtLxNJxOpTl1OtJg2o/SdKajKO3+HOy/VziSTVMGS2L2r9KXMy6/81QSigIOBrEbUQw0WEq1Dz4SZ54JvNCdsNUCtGfpcN5O/vOf32Kxr34rvslNri5/+cnzW12mjEsAAAAASUVORK5CYII=) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB50lEQVRYhe2WMW/aQBTHf3QqcqEpWap0oOoSMdEpskdW+gWMmik7+Rj9Gl3aT9A1UoYgsdaqDMrkjCyNqtJMSP53OMcHxim2QWIoTzr5/HT33u/e3b17cJD/XWolx2vXNosOXnF8fATdU2g4MH+A4BZ+/toOZJNzOXV0eY7CbyieIE1tiydGf3luxj3OKWJ8E6UAemfw+RO032w2ePccLi7g+rqwj3861+ADWvywK735gvw+ap+gV03z9ftGH0+QhBYLNBiUi0Su896ZdT67QW53xeha8zw0m1mIXq86hJw6uruyzjvv1hyuAQPqdCxEFCHHKQ8gMAfqMeyZlW+c67oojg3EcFg+CgJzqjU1e1vSgACNRgYgDCsAHB/Zq+b3qwH4vgGIY9RqPT3/WZ6yewq15PKMv6fqotepBjAeJz816HafHpwL0HBs//efgm4zMp8v2WuUBJg/2H7zRTWAZjMfphBAcAtKdsx7n6rLnAFcN/kRBEHBmUsG9nsL2DIPeN52eQD2nAlTg2XfAtfd3VuQQmRfw9FXk5zenpgE026bpDMa2bDv4jVci0R0tVqEaGqcZVsUbb/yXAinjoYfMxWRbLoNQ3PglvZ8JxXRMkQqrZdJTfjaJJkggPv7arb3XhUf5CB7l79W3s9L01iVYgAAAABJRU5ErkJggg==) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/ElEQVRYhe2WsW7aUBSGP3eLXGjqbO1A1CViMhMySyWv9AWMwtQdP0AfoK/RpXmCrJE6gFSpU1FEokywVGJpVJVmQvLpcMDXYCfYBpWhHOkKfHTO///n3HuuDQf7380qGC+7xswbvEJ8cgzuGVRsmD3A8A5+/tpOyCZysY+QsIuMLpHoBpFbs6Ib9YddjVvm5AHfpFIA/CZ8+gi115sBJz/g/Qf48i03x5Pk0nmHzK9Npf3PSNBGaq+Ql1X9DdrqX3Zmfq15FOhEJrnfNOTTPuK5K6Cp1Wpo3FKE3ywvQuwjZHJlyOtvUoQpwaBxSxHjq5UzUaz6sGvavlb5xlzPNdvROy/eBQE91XKre1sQQAAZXGj+6LKEgJNjU0HQLicgaJsOOi8ez3+W5XTPwFoMz9fvsTvvOFnJPMtSvMcsU0DFNv9//8lJu2azh2y8XAKSydXn5QRUE6RJvFwChncgix1rvY3dRc4AXmPxIIpXxHQKRogI0u/vYQoACUMVEEWI5xW7B1qN7e4BALFtZDJREdMpUq//u5swBvR9ZD43ItY6kVqeu7t3QSyi0zEioggZDJAgQE5PEcdBajV9Hlzs9m2Y6sR4rCKeXIu2b1t5pgjbRno9nY4oWiWOIvX3znf/RZQUEZvjgOtCpQKzGQyHcH9fDnvvX8UHO9je7S+N+c7DTRhFrQAAAABJRU5ErkJggg==) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.666666666667%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9ElEQVRYhe2WsW7iQBCGf9KdLJOc6ZIiKE1EZSpkSrfkBYyS6np4gDxAXiNNeIK0SFeAhHTFKQhBlAqaSDSJkqBUSP6vGOw12Dm8Bh3FMdLI9mh35pvx7uwCe/nfJac5ntv2mXbwUuDCEWCfA6YBzD6B/hPw8rYZyLrgNL6BzStweA/6I5CPSv2R2JtXMi6Yk8b5OkoCgFsBbm+A05P1DifPwI9r4Oev1DH+Gpz1C3A+UJl27kCvBp4eg9/z8vRqYg8qMx/IPGhUIjG4W1HBpx3QsZecxrRalnEBhFvJDkHDACdtFbx0FgsYAwZkXAAxbi+tCb3sm02QBH0/lvnauY6tfkfjUr8KBMDhUAA6HW0HBMBuSwCG9xkACgXJnAQ9LxuAV1ML1zr8ev5BktG2gdxi8/R6oTntdsoBQO9h8ZGTpvWVJAKYpnr/+EgZdkVmnxF/hibAbKbe8/lsAPlI0ChMKoB+H+Dij1WroVlnDcApLz4oZ4WO7H4XYLUPOHp9oFrerA8AQSecCMR0CpZK/64Thg5dF5zPFcRKJWLq2Ns7C0KIel1B+D7Y7UpzKhZBy1KnYbe13dMwVonxWCASNXI5Gbc3zzwRwjDARkN2R9CmAw1uRI3L7d+IohChWJa0a9OUptX/Dby+Z/O981vxXvayc/kDI3TPNnzI37oAAAAASUVORK5CYII=) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur233006 2.4s linear infinite forwards;
}