@keyframes rwdcur69273 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABDUlEQVRYhe2XMRKDIBBFnxmadBS5U46QsbPzTHZ0mRzBO6WwS+OMKQwER9QgAk1+5bAO/y3s7ihkVuFarGBQC7GjVPcMAMJlXo6PQRDawFYjxv3s2AwgVC7jtbjJsOIbKIG79ZLaOIkt0zUJbV5ai1coWiabzq4jxFSrERQCTIZmwxYGnxPYaw5WDWiTygKJYQxwtipvVxGGHv+rh5qFNlSf61CR54DWybWYyhw8jI6o+l0AsYxnALGNVgFymcNCESYFkFJmyx7g1HVdspZzyZhLKYfbs8sHkAtiUoQ5riN/F/wBcgM4iy7laI72tXsIQAqIn/o+JoTX4IkB4j359kLo/4BgAF+Ix0Wujvg3mU5caBg0HY8AAAAASUVORK5CYII=) 5 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAMklEQVRYhe3OQQ0AIBDAsIFZ/P9JQMZ9OgPrOrfXYHtyDgAAAAAAAAAAAAAAAAAAUPUBfF0ColeE+bAAAAAASUVORK5CYII=) 5 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAApElEQVRYhe2XQQqDMBBF34RCr9CruXPXU0gInqI39BCCriKStiaCmbiYvxyC//2fWRjhhN4zy5nzJZJfwx6W53y1VSGApjmASwea5rBroFdOHuWieafvDewaqLHhJfraAW0JtEsPd2igZXq4QQMGYAAGYAAGYAAG0BTg80BcOtA0hz9PM6j/n5gFqA0SAbI7UPtaDj/uvd/ST0O4zPQ1egBCCLICbckjGLEF2IYAAAAASUVORK5CYII=) 5 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABWUlEQVRYhe1XIXLDMBBceUz6g0J9I6ysbyg0CuwLYs25pF8IMgwsDutDCgRNyz2jAI/qiywpjkaxJ9Mssk4e797uyTMScGAkyD4LDeXuz8W2h/HV9yUEXxc+8kqjdsXkIPehcAuVRv3GRNySHABKIN6p3RMaSikV/Xi3u2yYUsoQ0V8MBbfd7ZrXLsWxoaS0Bges7RavgDhitLLSqFuJJkT8IoH3Pol/ENBKNLz7I2AO7KUQOYCB/CeNHAAKe9RaicYl4jXfkdwQXUX+VHoE2I+Hznxor9sRvq60/VMGBHC0Es0BcdvnTHsIv86wngngcfB1LnIfJqmEotj2MF3ajzGKSQQh8hxk33pa88zlbcgBjEPLWKMO5CQPYVYEucEb80awROcWqzjwEACMMf9fBx4C7l/A80fyneUMwldc6k+4LyFWi8Be0VYRwO+H9zuEubD4EPLTQ0TiBGyxgNuzkya3AAAAAElFTkSuQmCC) 5 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACtElEQVRYhc2XrZbbMBCFP+8JaNmAAkPDfYTCsAYua5YZLjQoyCMEpmyXmTVlgl4WWNhHMDQoGCjQc1Rgy5YTy8n+tZ1zdGLr7965M9I48D9aDu6fgj+C+1skFq+1URUhvILkIgL5xAa+r5zZxAMvs8h43Y7HiCw80G3Q+QmSxzEhN0WiAhcDDm2ZQVHjdhN79B15AHgLfAsmPRX8UI8V8e+bGo5JXIUgx0BTfTHwQz1NBgYy2wyKo1BfnU6/zM4BHo9v6jiJE8tnJlTgbIaz1rrCP2e4AlwVvPs+/ywiroBRg4gC5XzWc53Z0zUiVDNONaKUIv1cnwvPCoH+TKNjofTbbJA+tFwVEYkrcM62SwWzZmvvT8bWnZdTpPY6qJCrApCIiPv8S6Ng778UAOx2u0REXHO/HE/YGA51C7zvNl2L0MiwZ6rDWEUbglyVHSRnCXz93cY7TVP2qn2cvSd71d5r71U45s//KtgznL+YAz+2ZQbe/y3dOoEmeAagHpTY18qKsUIAqpoA7mwxqqoht6cSytuK8YWTaiuzB1bVZC3i9qrkbS64kguq4c3NTX8kdxPjPptR7dWB9thtOoe9C6qarII1qprMnoKHxXwpBSjLkjzPgfnbMbROfgCuHhYk3z+Mj87DguQScKAHXxoTvYjKiaMZknixiYgzxjhjTH/9Voyv39jaZxejmHlvvRqrrp0tQC81762I9N6/KWAMPJRcRM4SebWP0ilS2pUKuRuO3ZsAhQ3ab4Y+Ce18WF7MaGpTVU3GCkDzQ0k/yokKzw6BMcYdDgcAttftHXm4G5djuWt/m6aB63fPhRpbKKeX2t4PLfyDIiLOWtuGoigmw/Cke0C6YgKMKlvMclXSNCXPc7ZmqpI80Y4TLtb8XGOMs9Y6a60zxkwq8PrHIiA71X+chH8ABmeP5LVGJ3EAAAAASUVORK5CYII=) 5 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur69273 1.0666666666667s linear infinite forwards;
}
