@keyframes rwdcur243355 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 14 9, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5UlEQVRYhe2TW2wUVRjHz5w5c9nZmdn7bnfb3e62pZel3VIqoAVLSRqNFYNK5MWAREXxmmB88MV3NUqihvCkYhABU9NIQZBwEZBQyoJtbbfQ0m3Lbpe2e2HvOzs7M+tTm4oBEpXEh/09fSffl+/3P8k5WEcTixoqmSoNiyomb+f7D5+LpsFDYtMqA+1xajwFqSjNJkTfvjMzAr6ugW1/pJbdXWtXvSxJADNyKJgRlHQiKyv/lZhT4XDLeouptZp/odWl+ciqpbpAEdyym1R+vMVFH1hZw64jCZwnEfQwNG6yGag4gcNoIJIX/628ycnCtW6du9nFvtpSzb9l1VPLKAR18wkxHk4WzuN2Hb4J4bBSReJIReJqs4aoK9NSzRYtxWlZMheI5KOipMj/RN7o4G2dzcautW79riYn/5xFQ1kRAZORVOG4f07YNxLMTOI4VhzOCjJTkItOq55UNVQwpFZNVJAItbSvtKxtazbbeJZCeVERkplCRlGKxftJa8o5vs1tbOpcYena/KjtbauW2GbUkCvtJkYtikoyMC90D0ymdp/8Peo9PRiVUDglDQuS8nFeKkKnWbXdsFEHDVUaUD2YMoZCohFDVP1LXZptHS1lUxOB9EA4lp/I5JVgOCHEMjlJwjEM6jiSd5gZW00F52p0aeutOtJdEESjicK1oVgKZSUJIByCbF72nR+J7e/tDw/4gmkFAABQJA1ATlT8iiIcvjqe6VgfFqrKmrm4ppND8i8Jemooz8dzeZ4hCceqOlObVcdJrJoSff6oOOKP0ixDw0aXDpabGEggABkaIjUJgNpmUNByrTj+Rd/QOV+0osml4UmIeU8PxoYW5AAAgAMAQEEGRYgVVQYtscbJE2XjfbHPd77T/202kYlracSGIkLRqFNjVeVahEEU7e0LXvn0R5/461ytzY+3M0RunnCXY9BhYgQ1T0RVTHHq0uXpYx98eGH3nuPTezg1udrAUYY7mcLR/WcD52QFLAZACwVJAEXHIyUtySLPoRvDoeKhSwfnfqgy3fE0OJgVBC43OU1k43yyGPupL2AOGDo8xjd30HHYpoxc/Do2Ger20bg4cPpa4OL3Z6d8N4KZsVhGFluqOb3dxCittTpSkmRTXTlHD02l0n8LgCDgAQBmg46EFAmNjZUMfWE4mR6bFb1js6J3+FaOx2mTOyUTHok07zDufA3Vbt0AgjeV7MgR5dSR0O2v/JH88CeHxubDcWHxhqvqOaWhxaTUrbGi6PU5BmKAXPpo4UIhSiCdyhQiegZnW2t0W3dsqnze41LrF/oTs/lk+2Pua3aH7aRGy5+gDLognlGSin/0CJru2WvUqvpffKp+dqmcoXFyw9OtXU9u7XDLTirknbhzcSqciy8NgC8WEGRZBuZYGiGPGa9cZiQ6aFrVWGZkEu0e6+Tl0QjY231Vfnf7hvjMXGwcz7M3Ihh2VuntOSCNnhr8+bfJ3GcHhxYXf/n+iqq9u5bvXPa4+tmRP4Tr/mDgu56eqd7Lo8ns0gDY0kOlhaDrbRTzRqfeMZOAq703My0MQx7bc3Tm6N3//fVXNqIzVwLQTsbFM97pv/QGvnkCDdyMeBLpfFnbZpu/d9/4/IlLkWz/aFq4e8992dJuod97poJ88OS9YVXowUMPG5b5H4QoUaJEiRIlSpS4F38CWwkRMrcBBQAAAAAASUVORK5CYII=) 14 9, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
}
div.testarea{
animation:rwdcur243355 1s linear infinite forwards;
}
