@keyframes rwdcur143662 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIUlEQVRYhe3Wz29c1RnG8c+5Hk8m09iYQJzBxJYTmQiCSWigCESokLKBBQhVrKpQURQVJBAICbHon9A/gFVbdYHUqqoqxAKxaFDFj/BTEQZjohYlwZjWxDQeD2Nn4pm5p4szluxkRoqBLlDzjO7i3jPnvt/7nvd9zuGK/t8VNvHfDEWM4A4MYgZv/q8BChhUtgu3W3VAWcWKspZBjGEWH+AtTHfuG98XwITMIT9zOBwxqWjY35TjS4pOKXQAc9Q7gT/CMbyGuc7Yt1KGYZnn7PN2OG5xZ9xxYTRe385mtD0oKolsuNpYxsd4GpVvGxzGFDxlr6nwV+evj9fFW+LN8ZZ4c8xaoodFxUsA1iDOYwrPY0LKUlf19XheUvSAezwZjpo4cOTA1rKtQufXzJoabzd4V7cEBxUFe1yl6Wrn/QenO1CXKOv59QcdDr8yUXy8v7R+IJfLZByS+uDitw0TfkP2gVJ42Y0edrhTwF1j9QKYNGJ/2KdUUcnaWusmZEpKjOPguhlDuJPwHIVH+tzUf5Phu3eUwy9MSm274UPW1GsJjvqRe22xdalUUx2pGjKkT0EQ9Cv4esfXfIHPsZtwP+FRsl8GN7hBnz5RDNW5Jf7onKZpLF4cqFdx3O4ftsU/4DUujDXN3Popd1C4rU9FRX9/v+avm8JDxBphDwPXDaioKCqCXJ5pKNljxLQ7cepyAcbVZE7iM+TEZENaj7V9ed+X4u+JLxCOEh5j95bdysqpPjoqKzOoaLuStEiXqFsNHJIMpSXHKlqdJ8fxOqopuBPE36a31NWtWJGva4stSpQU1A3KzFwuwGQKsa7ypCxYIc4TzxCexkHCE6hz9v0Fpz857YwzgkyQaWsJ+xQ0jMv9vRtAtyWoST6+ivKGkWsJewkjDPx4wDf3fSPOEF8kHieuUt+7bOrWKWFS6pR/oe5Mt+C9AN7BXR2I3FqWxgk/T9fozlFDhszsnNF6qS3+SdqCGsQSxoiTqTDjnLpZJzYDMC/Z6E+xHUX7U6GFI4xeM2qw40DbbFM9u5QKtdaZvYqTmCOW5epm8cZmABp4D9My43YphkfJngkmTCQT6mjYsGq2dHG1pPuqXNVqJzfTmwHIE79jRkyEp+zf/uzVpREjG1qM5Ir26+Wnq1Jujkk91FW9nLCJJXWZWbsafY3B2k9q2bV2hCBImx7LllXrS6k1/71hfqMT/Hd4BQubBchxTvSZmgtW7G4PtK86O/FVVuwrhqKiKMrlFpcWxeP4p7wDvoxP8Ge8KPVB3CzAmla0zZu34JRVJ4WllVppYWyhf6G9EM+dWGz62AUfOu9zVbkvpGPZX/CqtFP0DM7lH0rL0tlvEvcYc9A248pmFVXNa5g1r2VKKuA53czsOwB0V+ZeuX1SE74jpXvNP67oin4Y+i+Tw2NkO1cngwAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwklEQVRYhe3WX2iVZRwH8M/znuN22obopnh2Nueay03z3zYRL0y8KSK6iUIirEuJ6ELoTkLQyCsvIoJuC0JCKBBKiG4KSiQyJtgSh6N0pLmcfzd129nTxXu2NneOzuwiyC888L7P+7y/7/d5ft/f7315hP87Mg/5/ip0oQZXUXzQAGGe66qwBluwoXS9BrkS8XH8jn4cLV3fflAx98JWHMEV3JHuNJZGEbfkXdaqH0e02YH8v0Hchn0SP+PGXcR/j4IY3hOr44LigpgZCQedwNtofxjyPPZYot824wpliKdGm5j8KnbHrtgdu+LS2DCu1Vm8cz+SpMJ8Tott4aAXGoYWt6789vFsOHCPKBupXVE7fbtCazZ8oEW9l7BN6qGyqFQFLa55K/NV2NKhszon5491F8U+DGBixsp6wgHy7Xk1akAUNa1qSi6cu5DTr8ltfbhQjqjSCTxro7U5uWnlHZkOyfvYkZJOv/08oZs6dXOChL1q7LBVWj1lUU5AFZ4IO9Uvsig7NfmYGssbl0v2E96U2rOb8Dorl65ULTcnUPeyniS8ok5aumWRLTPXrk6zZrlGBZMmpx80WKJuRZ2BfQPu7L7DIhaHxapUSWbsZcRNgwaNDI1wWiLtGfMWUNBmc+ieu6VEYoEqNWrc/uKOuIfhA1dMvDrhxvgN8RjOSdvQJeJFnJFgbSUB5TrhKuud2HSyZ1ZSh1xyvnheJpNRjEWTrSWyFpIB4kfpMIhhTErNmo5R9OB0JSF3YyjpE8MxMRwSwwEx7BbtTBtOMiaGw6KW9HkyIHpZtFCUzOkTRZzHM+WIyqUA+iZfs1WVxFVcxE0kxF5cJ+wkDNCQafDn15fT07heNtYYfpAmZg4qlWGfXhN+lB7acCnMbfRJc52wPrPBci2Sp4OwvUIkRkvkZx5EwEkTRo3NKoIUpfvqFdXTzu/UKbyB5+bEmZR+LftLW5i3gOP4rqR+NnKE9bRpm56qlrO6abWwH9tnrS6dmaMVeCq24mFpVp/C4llCmwnvUsg3CTOKKCsrV6h2LV7je4yawC/4UOqBmQ38vgKK+A2NKaWF0yKeJ9nFsiQ/SwDUqhW6uBlvTuh1zqhP8Zk0DWVRqQqm8DFu4UV0qpIL3ZLGTKOs7LRBprzw09CJybjfaPzEoKs+xyFpDT0U8tJP0BHNzoa9LofDbiVnFDfFnrguPhmTUcXwjXG7XLHIl+52wj0w33/CHApSn3eoU9BuM+r1GsMpqdlOSg18SgXX/1MBM1El/RsuSI067/b6CI/wn8RfIS8oVDB5rYAAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur143662 1.3333333333333s linear infinite forwards;
}
