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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDklEQVRYhe2WTWxUVRTHf+/1TTsznbZvXofSqWkrDOm0thRhaFWmaRGNRhKoknahGHXBAlcqVmqiLowLFKVuXAgLNVESxKIkBnAjWhVRsMZJxX6hllKkdAp07McM06HHRd/AtMzwtaib/pObm3tvbs7v3HPuPRf+Zylmr5oNYMpscyYNsIspwGHOzYninlsB3n7yKOERGQXscwURB0gHKC24j91b+wiPSOh2IQzDAMDv998SwBVDeTl33jKE2+1WFUh3QL5xYXxlJZbVfUeOVFjBBWgNDQ0p9yqmEUNETn+59erCmYs9PPNOCTZdyQEmgFgqJ9JBf4CcDc+zeOND+ErxuXTa2wf20PvHNk7v7ODytwIRkiR3SoCbhNCyoOA9Vnz8FLW1PLoO3HnTK5FJ6PiTsV928RKBlg8Z2nYJLsyGULmO7nCW8FFTT9JweL1e1QpGE97XH6emlvvXwWQaHOiE/Z2wvwvaQzgoYBPezY+Rt4kk4bguQCqI4uJitbu7W7sbZ83TrNpgwQseA7xu6B+Ds0NwcRDkHJDGYvLtW7j3OTtKfmtr64ycuiFAHOKL1y4iMg0RDAY1QHsYzyPFlGWjO6EvBFMCpQYwBAwDVrD6cOKnisp8H7mrZ9u8JsOjsTACZGg2ANZtj684ARCRkMViyQTS17N0JYoL3DrEpuDkMBRlQdclcLqgtAwiAgMTENRYw5J7vme4ddmyZdFAIHAtQDQWJjQR5Im3imjZ3MbSwjoAFEX5HDgE/AuMmV6oHhaoVBVCUTbk2CAahZ8GoKgc1ldBJAbnx8BqARRsQasKqIFAQMVMxhkAXf8c5cWda7DpykERWfvZC+NAJsDPwHcmwER883EGfn+w1KjEZYNTIfj6LxgZBSYhHIbCXMjSIDsDUDgaHOwwTV25CTPi8cqeNdh05Vlgt6IozY3vZiYu9wCDQMThcESBaCvd3zBumeCUAr9NQq4bSkvA44GeCViQCSULYIkBwfELh+n9EYjV1dWRCDAFRM2j3gh8BQyY42ZFUZqB7QkgMZ/PFwOieznxA/t+PUy5B2qWQ+VyKCuH8rvA5oLRDMg14FJG9ODJfZ+McrkfiLW1tSU6RjqgA2uZfjpvpHjYVCC7GNcq8cROyF4R2SUiLSLypoi8KiI7ReSQyAg7PnVirQTsCxcuvObmaUxXQ+tNGI8Dx4uNBug6+ooDfLBDGqVT3pBz8r6cly1yWirk+Ms0NllQFwPZJLn2iR8SuJocKqk/JRrmk1xdXc2xY8c0wJ5Gml5BRdEiFukG9vQBzkT+pme4l7P9TN+cCKnrSUpDyTTDC/Mk4iXdwXQ4DbN3mPM39eClMqbNGidVfX09Xq83sbyrfr9fra+vv13b85rXvOY1r7nRfyH3aKgKzdmDAAAAAElFTkSuQmCC) 2 2, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/ElEQVRYhe2WW2xTdRzHP+es7brabaeXuRYSyiCukI0F6RyREjIX4mWJFMl4MBgxxAdviYkuQDSa+CYo6AMxkoxEo0aME7OQTI0JaFhdNtQHJsIucXMX2LLSdVvXdV3pz4eeIrvBgDhf9kn+OTn/f875ff+/2/8P/zOK/lT1AZDSx5JhACyiA1j1uSUhs3MzwHvPNDMZkXHAslQiMgJMAOtWPMwX+3uYjMjo3Yqw2+0A+P3+OxJww9D9+avvWITb7VYVMFnBZQ9PlJeRXdkTDJaawQkYampqFvxW0Y3YRaTv9P5/FwZGOnju/WJyNCUfiAHJhTZhAm072q43KNnjz3+omHV5dlqa+k/y15/vMnD8AtM/CcSZJ7kXFLBIEYZcWHGMTZ89y+PbOPEKODVoGoDRGLR1MtL8EQe5cPRTQoemIDRbhMotWGkr5pPajnnD4fV6VTPYa/G+8zRbt/HodlDM0D8BP3TA1xehOYINF/t44IUABfuYJxy3FLCQCI/Ho7a3txs2Ytu6ly27jHhhlQ1G4xCJQX8ERgaBIQRB47rlJUpetaC46uvrZ+TUbQVkRHz71ggiaRHDw8MGwPAYa5/wsD4PzQY9o/D3GIQnIRoGhkjRxyCdWAlRis3lw1E52+acDA9Hr2DMyiY3xwHAk4czKzYARGTUaDTeB5h2sKEcxQluDZIp6AqB2QCWCCS6UUnhxgV4gDVUcXXzOUL1fr8/EQwG5woIR68wHg/z/AelvPzUUXaWvwaAoiingO+AMSCq70Itwq7inobu3+HStP47BR7ZDCU1EE/CtSgMjkPXGDnD51VADQaDKnoyzhDQH77M68eryNGURhGp/nDvb4APoAWoA1ykqyEF0EzfH9WODWUMQrqDG4FsSGWBJxdiScg1QF42oNA8PNimm7pRCTMEvHmyCkVRXgTGFEX5WUQOzYpQDIhbrdZUNBpVT9F1tlpbvZPytRYGptMN3QgUOMBTAPEETExBKArB3vAZOn8BkoFAgIaGBtBdmQISuqv3AN8D/fr7AUVRDgCZTBgDkj6fLwkk6rncxLmOM1RVQKUPyjbC+hJwrwSnCZxWcNhhKjvR2PXN5+Nc7wWSGeMZTIAGVJNunbcj4zUVyPPg3CKeqYvypYicEJFjIvKxiPwqIi0i8qNIhCNf2TCXAZbCwsI5lWcg7bzMWBT6YWMANA1tUyN1R2S3XJLDMiR1ck3elj55UM4fZHetEXUNkMc8ZX/zhSTDoi8jFRUVtLa2GgBLFllaKaWriijSHFhMfYRi3bSFO7naS7py4ix8ntw9uicyR7qVdDjt+tOqzy+q4d0TgUAAr9d78/Gu+v1+NRAI/Oe2l1lmmWWWuSf+AQQfdnQQqv1YAAAAAElFTkSuQmCC) 2 2, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur95462 0.5s linear infinite forwards;
}
