@keyframes rwdcur201583 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIklEQVRYhe2Xz27TQBDGfzO1qqgI0oQWiBAHngAuqOIJKh69t/IClAMiEVSE5hBFwfJw8K6zSdbeTZP21E+KIs2O/X0znj+2mJmxA0SkD8yBcpfr2lAAMJ52e40GmFmlqp+AU2B5KAGa9BgNakfVL85yMPK0AEcuIpfALfDT/T+CgHXyPw9B3i5gm/zHQ5DHBTwiOfguSJCb2b/YxW0t2dbaMf+VgBT5ZqvWrXkX3nhNaIu/iIwIMiqh2ljazcw654QT3kq84SsiH4DvwAyCGmglT8ERVlVVJgcaYGZfgRe47BdmtlTVz+58u9Uybsp4im7Uk705jbEjIgBD6gzMClU9ZzVeD1LtDXm8DgB6wDGAUCsvHPF2NedkIIc8EAGgqu+ASZR4b3jyWIGOp94+BGbZy+i+uLm65ubqOnbUA46L2ImHiPTN7I7RIK8YI3h/8bHzXBLXF8CZmY3NDJn8TRLuUAMXwLfUIyiBWze9sh5HjkhVvQQWwDJdA06EqmaLaPVb2ebUQ2+eI6AR4TNRve4vu5zbsmBmPvqZ+5W5AtZEiEhRnj9ftHr6SIMsBJOxiR5y3gkjIlT1bVEUva40u0jXcHR0tBb9fQQ0IkRkZGbV8uWz2SZ5sNjq8dsSPaTbsAtNi4bGja1aVlX128x89BOCVbyvAC9iCLwCTpxtAfyiXmwAZ+6cwN6M/n0FeBEnuO1GvVXD1y5/Dgf8onrCEw6G//OnBt3pcbrEAAAAAElFTkSuQmCC) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur201583 0.8s linear infinite forwards;
}
