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66.666666666667%,68.788888888889% {cursor:url(data:image/png;base64,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) 2 5, auto;}
68.888888888889%,71.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiElEQVRYhe2VW2wUZRTHfzNd1tKuzVpKuw3Qdin3WqtAjMZKIiZGuemD4cEH8UKQJxRESOSJRMODMYQYIkQN3mKIBJEQNIIgihJFwkUiNECqQKlLbcvaLrvTb8+cz4fZbqvGpC0FfeAkkznfzsPvt/853zdws27Wf1wF+W7+8hWMnfoNlRMXUzomTuS2w1z5LXNjNB5fE2H+8swPHWo7etSuPqmWGXM7qK5feqMEVjpbErY7q/ZKj1prrb2cUTvpC98yru4gNQ2x64V2AfDlgUcmjsYotGSgzbNEw3DiQYctB082UjnhBNX1s6+nQNV9ZQ4pAQVaPejKglhYOAZ+3L2tnPuf2Et1/YrrI5D1ym8vgbQfQI3CuauQFvAUptwK5zevdu985/jrVNdvHn4BX8LRESAawMUG8FPdwTolUFQAexsd5n10fAk1DTupri8aPgENBIz9q0SXQPPVnJAfpPHWdIdF244toDi6j5qGyDAJaKjQBa/fKzAayLRkoL2nL5WuLLxSB899+PU9FEe/oqYheu0CVqVLQG0A+vvV1J2XU0/RToOumgRPvrt/JiVl+6idUXJtApBuyZ15nt+XgFFUFPUUOZNCckKa9tH2HmTNZIfHNu2ZTkFoF7UzwtciYDpN0PRCjCJGUbGIUSThYZJZRBRVi6R9pNXDrJ3mcPemQ7Owup3xd7n/ShqgQB4oNrj69+dSpBVEbSCRErzWDOk3GhzKNhyZh+r6oQokT3VDYQEqiogino+IxYjFSCBhkllMwsN4ijGKKEgyS/rXNKkPZjo4izcso6ZhweAFHDdx4g9LUUEQvVgEgn+fW/dKSEuGdO9ceH4g09ZDl7F4S+fOguLoe1TXD/jbEQi4bvJCGgoLoF/0eWg+iSAFrzOL5/mYtI+kBEkJ5sgVEo2j0NJ1+6PAq4MTgJaOjg5CDigBKHcM9MIl9+7F8zFtPaRzcJPMgutQVFVEiVrM8xMcgIcHKhDK3S9yqQnXaUQ0GDIJdoAaRQHjEuwOsWhLBlM1EpJZwpMilB5oJ/Jms+X85Q7srvUAbw9OwHHP2YungcZQv8kPJBRVUDdIQz0/OAc6Q7gTiinfdslGPnn5mSbOHj4EnMVxP+Pizz8NVuAozUcRxe03A5qSYFsC6jpBGp6PdouVhOdQNZLQjk93wtnDa2k5vXWg0P4VzMCezQmSCdPqBT+kfUxK0LCLpiS/Nmkfc1Ws8XykO2tFLIW2+RhYvTAUeJ8AgJjWL9sgOoJQpAB3TowpYZdpc2JMaxzF+IxvyYiV3BlgRt/ilLd6uHy7NUko/P1QBUL5znjNO1ptzbo6J1xVxJTZB4xrl9V18ujK0oVPLymbX+mUthsSZ1J01hRRXuhS/sLnTQDvc/6kDlWgrybfu9HZeMZ+166ZO/b6lljt78RqY1TEl1ER73Ze3GojO3370EHfhj7xLc9usMRqt1M5cUgfoX9Wdf1TLHrNOh97lnF13VTE5+SfxWojVMRXURHfTUX8NBXxHcRqFw4H1sl3Y6cWkvV2o6q47ktc/uX4cAD+9/UnFgcCRfCn84QAAAAASUVORK5CYII=) 2 5, auto;}
71.111111111111%,73.233333333333% {cursor:url(data:image/png;base64,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) 2 5, auto;}
73.333333333333%,75.455555555556% {cursor:url(data:image/png;base64,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) 2 5, auto;}
75.555555555556%,77.677777777778% {cursor:url(data:image/png;base64,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) 2 5, auto;}
77.777777777778%,79.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
80%,82.122222222222% {cursor:url(data:image/png;base64,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) 2 5, auto;}
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84.444444444444%,86.566666666667% {cursor:url(data:image/png;base64,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) 2 5, auto;}
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}
div.testarea{
animation:rwdcur184798 4.5s linear infinite forwards;
}
