@keyframes rwdcur8909 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACn0lEQVRYhe3WvY8VZRTH8c8zc/eyu8JCwCDgQoCwC2EBBcHK0KihsaAgsTK0NhTQAX8ADQn8D1R0lEBBQQXRRGOM2rGxkihGEwiy7t6xmHn2zs7O3J17N8QCTnIy9+U55/t7znlehtGsO2LcSHYCt/E7lpA1jMsK/xc3rFPkFK7gaSlx9KU1BER/ga9HgR/Ay5qEwwqI/jP2toV38WxAslEEZHiFY20EfLdGolEFZPgbk4Pg11okWY+ATPBNE3y//gp/PQKCTLAkcaku+HFL+GgCQuGJTOKVzsot+u4Q8OEFlOGpTMeSrs9iUIKzDQnXZ6Hw8ucEiUTqfBzWwZkhU/dawatCksJTpD4pCzgypIDR4GnhHaR2lIdk2swqjskjxmr+z5ZhHfmRNoVdOIwvcG6FuLAqw/9hsQJV61We1d8mamJeFhmT5cyh+B7L38U4JiSeSMmL9QsOVZIllWfZ/mmajcT48mKLrRgroJPYVPhmf3nSB/zYmLBqg7oWJGvCt2E7Zsz3NXNvSHjzgq2Db8SWAjyNnZj1sBxypzV8cAXyPo/Jez1RwKfkM9+JfZjBCbfKAv6gr2ggPPf6CgQrZ/5ODXwOH1r0se/LAuA8FlvAm6uQSlbBt2M3ZuVvlrN6Trsp9FlRwDwurwnPe1xfgVS/7LHnu+QX/VH5PjvmT1wth5W32XVxPTTB436us04x883y+7UMP44Zz/GVYKFJAHwpeNAIj0dsnW2owA/hJD7FtJ/wQHC3GlYVsIDPBTcb4WlDCyYl3sMesdx8pGfSI+zAhbqw1SddpqfnouADiW9XwAe9Um7B+/KX+oM4bN42z/EIc4Jf2wmItugHC07pmNN137he7Q0Qbat8u+3FcQum3cFBwUXBbwMi39obbv8B7DLo5xKuD60AAAAASUVORK5CYII=) 15 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur8909 0.53333333333333s linear infinite forwards;
}