@keyframes rwdcur232695 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 1, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAED0lEQVRYhZ2XX2xTdRTHP5eYVQg40m0M0zuHATYczrjMxAdIKIvjwQeXGMX40IYHWIyW+eKaYKSJZRmEqQ/YJWRiTNpEZDMmEKOB6fwHj2UjdcUVQWdbk25w3aSOzX/Xh3J/3l97723LSW56f+ec3znf8+d3frcKDqTrug6gKIqya51HN/jf3M4qTvuqofucnLuGB8T7a+2PABBP5y0B2tlwktsCMJx/6XuB099/i2t4gJXEVXavb+LrxYxiBbDYSTm5QavskDmRGeD+jgdxDQ+IaCuRl82AoiiKOYKVV97A+4DKE83rANXSEIC31l5mR47NZKDevb6Jzqa1kuytxFXMAI0egUKffLWQluR2JbAFYETT//QuAKIT4wCoDW4JBCA5LwYJ99CE3lpVL44YwN/VLYCYHWdu3pL01Po6Se6tVXWjeYuphGnnPDOvoTa46WrvFLyJRNzKpgBkAIFCWaxAVAzAMGw2Wo6K9a1A2B7DzLwmPV3tnZbOM/OaLQC1vq6kPMUk9YARfebmLdSGOjLzGv6ubuD/dBulEE4a3I6ZKZcx21FsGI9OjAuHxc6rpUJp5YYUJZCiN6GWHCo2c0a/97up4lHsVGszMPNlJfY69EFFAOLpvHPqdcXScSVUCsAmncUOjKji6Ty55RoisaDQsbl37AGYz35uuabEcSQWJBILkrvjsjQSiQXFbyQW5HLmj4qCAtMpsEphPJ1n8i+NnS8eAuDi6aMEfMfpbFprOuMFUIYO3M1AmpILzIocJ2E8nWfq798k+XcfDnLQPyQHqOtc+WdBWl/66BgB33EAGlevoNbXWU7CkjlQUDCV5PfbHN2xh+yPPwGw5bFtfD71vtBf9VA3gcattLARz5aHOXTpAv/+Ms71xAx9PZs4cz4FIGXLMQPmLMTTefp6NtHy3F4h29zearWF64kZ8Z76eBSAM+dTqOcCZHreBV0ht1xTkgHH74HG1SuoZw+yY/iCJGt5fq+0To2NSusTZ3+m8f4/Uc8FGHlqiN4v+onvGQEoXwIramv2i/fsqUFaP3iZqWQhtY+3tZDrfQfP/tdNO8JiOB37bIAbLFpexVDBIDrw6UbcnjXiEfTmq4XnLpl1TvaFyN1xkXkmwo2aRd5+MmSbacch7q1V9ZN9IdyeNWjZJcHPnhqU9MzRGyC17BIvnQjbRl4RgB8Oj+iGwQ2hCB3b25zUmZxOMhcOiLWWXWLbkV5HH44lSM5GmfNokvNrs7+W6Bm8ju1tbAhFmPNozHk0krNRR8BQQRNufrRw7Cank4I3Ob1QomfmGXtSY2X9O5cA4BP/TulmMR/B1NhoydpMz0YvlrVf1ZfEkaH39NatzQDMXJvlcP8BxYpXjc2q/xuG9/kI7/OV5VVK/wEcKf+7BqnRPgAAAABJRU5ErkJggg==) 0 1, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEP0lEQVRYhZ2WXUhcRxTHfzcYN0qCYmrWsFfSkESj0VKxEPoBXaXmNVCqllJ9Sn1oTNpCGprSCo0SJDZ9aBVKPiiYh0YtLUJJqGnsttS3LgpWU7c0VPZaun5ss1FiNi1MH9aZzN299+6aPwzcOefMOf9z5szMNdgEgkWmkN+hhGVksxdCCADDMFxt83J1ECwyRX35dsLRNRXcK4AQQvgGetS3GwlXAukOGorLcw4gdbfaWvny15/wDfS4ktjiFfxWWyvH6nbjG+jhh7tRT72sxmbhuQXpCEfXqC/f7qoPFpkilLAMwzAMvULJ4x+49oFrc6Q7aCgutwX/ePo2uv5UbZUiKYTAMAxVtcdqwobicpIbDq6/9jr+bQ+xluKYpSUAnKqtIjl9W31L6CTT+8YJjsxkxwM01tYDMDh+k/bGJgbHbyo7ScZaXrGtN5/YaZvrJycrAT14OqylOO2NTWo+Ph12ttsgpBNxI5FzE1pLcTBERlBreSUjYznXdamkUk2q29qOoZ69tRS3jfbGpoxAMlj6FuSik3CsgLW8glm601ZymbneiLlAJ+1UBUVAZq+XzSwtYXw6nCo/gCEwSzOroMPprnDapgwCnlm4dLtEbN1HLLqWi6sMZFzFsXXfYznqv3qa/qungVQVckUePCq/28JHch/mxpcsazi6pgJLIgCdbec9r20bARkklLAM/c2Xcj1Aro4lrOUVEKme+2V+lR9XF2zHMA/sPxf6oxaOrjH5b5znX30PgIlrvUons5eQNhJ1W1N9E1v34d/2EABjS+Zl6Hg9vrgjIJ7Zs0MRkG+JEEI5BvAXJEEYxB7kM/XfP0ouhGDiWi+dbec5efRJhsbmFBnPi0ix0pi+89RzNBeUEbu3Skvhbm5MXVEjtu4j9iA/5fzeKs0FZbxd+yx/z3wDYNs6NzgSyBU3pq4QrDrIga3ZT45T9q4EQgnLkPt7ZmKMwP69dPoPODo+MzEGQKf/AIH9e9UcIPLVMEPfRVQTOsFVEywyhb8gSeuRSipeaVHyfbWVjvZ/TM/ZAgMMjc1hjp7AOvqZawWy3oQTx4/AwLDmHCqaW2w2kZFh2/zT0T/xFyQxR09w8aU+Or5/l6HDXZv7Kw4lLCOIKUygek+7ki9cPkflF28yNRsB4OnqCmIdnxA49r62+iyx9dSl1Xu9hzskXBP0bMJQwjLe+LaMkkChGgofvZUaG9BtPj/ZRShhGRcOdxl38hNccMkePHpA4rcPL4qSQCHxhftKtnD5nM1Gz16SjC/c52B3R1b/ngYyOMCurn7qDlV7OpucmWXxbKea50LCcwtm5wdZDMRtwX+f/yvDTsrqDlWzq6ufxUCcxUCc2flBT8KQwynYV5M6dpMzs0o2OXM3w06XyTWRkazxs/fA1+0v2F5H/QhGRoYz5jpeHvw5q/9Nobvvkqgp9ouaYr/o7rsk3GSbwf89gyPTec9D+QAAAABJRU5ErkJggg==) 0 1, auto;}
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}
div.testarea{
animation:rwdcur232695 1.1666666666667s linear infinite forwards;
}
