@keyframes rwdcur73092 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhe2WXWwUVRiGn7Ozv53aXeJS2sIF0i7GBHGpxhhpYmkNiEFsE5QEE38isVbUaOJfMCFRylUjrbeQeGVINJpdhRsMRkSCN2KFoJS4BjSxRlOylKXddtidz4vZ2exuZ2WmNnrDm0xy5vy97/nOe75z4Cb+Z2j/doInCT+UwOf/ieLkQsb7vHR+Af2V2roo2vYY2v0O3aXiWxzsINzppt/DBOTbd/cuvgC3eIqIfEhLPQGCm+gMojc9S6RxAfwiIiKptBOJiEiVAH+9WfKYhoGYCyBfSFsV6opyKUAklRYhIYAkUDKILudGRsUGTlvQBg92E5FNNMgDRCQGaz2Tp9JlcnsLutBkmLh8Qmu53UlArJuIjBCXUZbKfuKynrB4jIZFXCK3Vyoi8ksmI8VPU+X2SgE+gBbYuo4QCgWAD8UdBPHBvR5W71BpLXBVezs+n3Ic6Af4C8anqPbbFCYmXHIpAPpfh9RwRRnoe9T6T39W095XLcCE784zfTWO1tSKxiUKXGTmHDDhglqEhDW5TZiqEAHk+1/j4LZ1tGazPPbM03UnCq5EvX8Pvj9WwDuuV26brxa2GUnIyaEhGSEub7FEcrmccx64EzW8hsaXVxFgHGOPzvTUBWS/ByF10ZlYzendA3R2dNDY6Jzbgo+gyyhLy99mGrzk8OooVBzFqrJDHrAjENOpdmnA+g8ChisJFXtuG07191knocYTlSiz9hCRTeiEUExjcpQrEycoLvcUBRJWqWRIpRTtKF56ezdd0Rh3v3GgRPpzeVDZA1+TXzKH8U2M0JpJ5k5lKL4Zh+Qk/OBBxDz0EIZ9B/gAgyTN7l5AG9D+HCAqz9Ek3WgXPfDNS8VbCcgQt8oOwv+YistohZ4XiZbNOEBUlnnJiDWXESC3o7bELD/NM+G8J5mGagxUGDIA+MA+Ozd6wqllSrHn8Ofs3ZzgllLlBeTIFcvMSqlqszsm6F4ikiSEAGfIGccpLt+I/4xOuO0qs5kvKNwFzJS6x4BrQAFgG8GxLqJJgCNkOWZVO18E1LntviSvMsw+LmD8hqTXo33US6zNjyJPqOMy2X2nMV/dgHbwNvSdBsKPTD8xhnkoj0wUkaQAOW78nql73f6KfGyXI7DSdm8QhY5aDQRX0LBzLSEAZpl7bwzj0FGub58hO3wZ8/mzLt6jrp7l5ynuOkGe3ylwnDzfU9wFGNdLBCZCDnMcoADXvqI4eBZRWKGvG36vCDbDRiqilkDdt4XAWC/a4RZoXiyim/hP8TeSlP0o4kcvUAAAAABJRU5ErkJggg==) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0UlEQVRYhe2WXWxTZRjHf+85pfZra1lbXRBxMiqVZMKWqQMRhBgcTGOnggz1xgskBhIu9ALjjSEa3S5YjDHihSZ+RS6w3Z2JTkMIGhIxWQJq0klEvFhwn1jLVto+XrQ968fpek7UxET/yUne0+d93v//ed7nPH3gvw5lZVMA7uzEPaajuM5C9htyazNw8e8Q4LCwx9OBa+xhvGgosngc10n99DXzOpD/qwK0RhtCsKsTF1oxWQ4Ud+BEhx6A5/Cuvg/daeIqZY89ASvg7o3oZ3vQz2TBl64KNI2QgysAb/HHxdPkMuX2dpSkPznRKLZiQFVohe678J7dihuAUeY2/UCGlTgIoDNJjp9JzwLj9Q69EY3U3iP1zBUZqSnCe9BP7WH5Fr1oyiJ8zORnC6jJINqOK+QTPyKHgEy1b4lARCAxguqPVfOIiKDUIm1NBvJIRireQdDSF8g/Dbl6UVWS27ctIgzRXjzyOiF5jaA8iEd80NbY0yARiSdEiBhFuBVdsic/lRKoV6CrULF70c/cBPs2oJ1Yj/rIBassk8cTBrnEEwKIAnljZ5/M0m7YTQVsQDt+mIAcIyQH8EsU9bxF4kUBRAzyUqQGSsLKMgOI8Rnegnt/G8tQKKI4WYPjFVvk8YTJj43v3CjCBRYmwNMKkEe4Sv68DQHQ/wLEh8rWQOyRwntipMoeq/W/DXX/Q3jlSZqkD6+EIGqRuiLtFekuq4lLx9+R6amppYuwiFYbcRcElJOb3LnEE3JkZZt8ODhUI8C4Ah0C29BH/bi7Jrn25SlyO6nfbGzjwOmvaGpurr+hB/29QUIyTFiOEpQO1Is2zm94BeV2zDLgR3U7ix3Ti2I52jbIvWpZQqnwjPUQqj9W+BLiVXYz3Ip6YC8+eZkWieGVANxuIwOFLJj0AUDGk0nJnYyb9gEjA5eQLy6TCrajnkoi7wIpmwJMsRmdRGQjbQcHeMyq03pU726cM4/j/K0Dtd0GX00rjqDkEL7LXWhLt+JyPIHz2jBhGSYsu3HO2BJg8mdUbS8XYDoRadzgKq118NgQoJRSXGhfTfLNw3XtDdGNtm+AJhmgSTrRHgVYh+rdhWMkitqylG8X2o6jBOUlWiRgYSa0BDe0PItfhgnLMzSLG1wAa1Fte3CO9rHsA4rzZQS15iB+2U+z6BYEWBnLCaJW+Io9woNChwAwsQ7HsU34t8+TZ4KZz8+Rfz+JjE8x55+GOStnNxzLAX5Fzo+Revs7fp//ntRgCiYAZsmfmyLHL2SZQ74t7Z+GqxTmwNLzzyGK2nwzyurU9D/+ffgTK8cjK3HgqE4AAAAASUVORK5CYII=) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpElEQVRYhe2VXWhcRRTHf3Nnd7O73a+00ZgN1Qhp7EcaWlOqWz9JINBiMelDDcTKFqV9aIu+iBZKRUQrKsZHoX4hYvFpg/ED9aHSUi0K4kOhtFFaTCxtoTYm3WSTze7pQ3Y3d3fvTe5dCz7o/2nmnDnz/58zM2fgX4b+h/Gxu1BJH8Sn4HcgfytEWTNBx0aMzwLQVpi3dROQg9TLs8TkEXQW8Lnd11EF1qNe6SFyrIvQugb0gWmyV1rQbzxOpDGMph5NFK8xyszFMKp5HXq4GWOvIGcn4eJie3ucCGgheKidOgDuxc81MoMzyA0DVVoTxSCADHQQ6krgR4DvmT4+SZpJTAsrYNg5FDQYsBwgy8x40S4I0+THRskdOc9saf1pMqxEP/wAAQwUGkUXATrsKQCbCjyEPnY3wX4BLjD1wQi5XV6mhuN4GGOOc+R3/Ymc1kz4L6BfnkX+GiE/cA+B78qTUNRVJy8ViZbDgOUDhK914gfgJzJ8ymQYmNLQkYNf7bJpR33YQzR5J14AzjPL5/zN2AKPiAhKLdBW1ScPs7myuQDMAfnFyAHOIMn1773Fl6T5gjTfMMGYKXMRsQ82I4Ee7CckTxCS+9FHnEWVSERSQyKsEubLLcC8rQCzvWoHBfHC0I+7dz1PUiCX1FCJ5PrHn5RsZnuZAA2RPpbJXqKyHW+aRV6IrQBWLRAVMi2hKKyiMiWSToyXEgRYg4/NRIJrUXtcZm9hdHjmAK2ox16kXt7hNtlPVJqg3ZUAU4nNVSjLfrEjANiEcbgX77kNGPtrIrchrPTbCqgR5eQWZy6pIfnl1Cm5fOlSlYCyi9aC2vAo+mgcWm+FMjM2btlCY1OT/QINkd1EZJAGeZKw4PCjKqDmIyiRNKNWN6JRKGIYeKEhC5cdS+h7HlLm8Zuovt75l5Cq8NthK57hJBHpwfO+i+yLsOwDVHRH2z4A8DVz2z9iQn3L3NM1CLCEAvapZYynb7iKM+5D79mMkXTJZ9mKn8L/jMfUqlnqGT6Ifu41VsirrJAE2l1HtP6MyvxYXUIzPBDxocgXxi4EKKWULFy8Xkt/BVc1zpB7XXO9Lg8zJ8m9XbTH4PZxuLqUiN0qKF3Jflv/EvHW2Ikv9QL1sgPfUbO9E2PTGlTcbNuGV35kpaN26/jLDaFX34EmjLG2aGtDtW4l9nM3wRHz2q/IqgSjjvZ13O1OkOkeJZs8S+7dou0q8scVpn/LID9YhNRW6v/xn8NN61s0Unfh228AAAAASUVORK5CYII=) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73092 1.3s linear infinite forwards;
}
