@keyframes rwdcur113041 {
0%,5.2571428571429%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
5.3571428571429%,10.614285714286% {cursor:url(data:image/png;base64,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) 4 4, auto;}
10.714285714286%,15.971428571429% {cursor:url(data:image/png;base64,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) 4 4, auto;}
16.071428571429%,21.328571428571% {cursor:url(data:image/png;base64,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) 4 4, auto;}
21.428571428571%,26.685714285714% {cursor:url(data:image/png;base64,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) 4 4, auto;}
26.785714285714%,30.257142857143% {cursor:url(data:image/png;base64,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) 4 4, auto;}
30.357142857143%,35.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABp0lEQVRYhe2WsW7DIBRF76s6QnYkd+nmn+jAh+cjuvABtfR2hzl0iJ+LAdvPUdShzZUsJRhzD88XA/DUfxeVDV3XpVbHYRiqvo/Qa6vRe1+1nc/nCuwRUE2AljRQ9wCpAUoxM/q+n/8752agIyCbAETLcVJKYGYAQAih6t/3/QyihWgCMDOcc0gpLSCYeTa21iLGCAAwxiyAvPdqiApgeig55wDcZp2bW2ubA0m7gGghXvYIc3Mimme9JiJCCAHMDO/96rI+BCAzN8YAwCpEjBFEhNPp1MzIXQASOtEahJjLfXl2rwqrAHnay/eem7xNr6U011ahuQrKILZKbq3F5/T7fbq/l4+WVBkgourKzYwxSClVl0aqL2FeWuBnph8x4msyKvsAwOVy2R17swISonEcK3NjDIYGVG7uva9CrAYYhoHKEOXmubaWZwhhc29QLcO8Cq1SlxDa2e8CSBUE4nq9bg4mYRTzvdkDihDKkgTm7zuA2zrPJYE7Yg40jmRr6rouyf4/bbmL+3nJteaHAAQCwOIgkktCe+RActeZ7rcPrk899bf1DV1uKcYNvdZRAAAAAElFTkSuQmCC) 4 4, auto;}
35.714285714286%,40.971428571429% {cursor:url(data:image/png;base64,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) 4 4, auto;}
41.071428571429%,46.328571428571% {cursor:url(data:image/png;base64,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) 4 4, auto;}
46.428571428571%,51.685714285714% {cursor:url(data:image/png;base64,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) 4 4, auto;}
51.785714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 4 4, auto;}
57.142857142857%,60.614285714286% {cursor:url(data:image/png;base64,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) 4 4, auto;}
60.714285714286%,64.185714285714% {cursor:url(data:image/png;base64,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) 4 4, auto;}
64.285714285714%,67.757142857143% {cursor:url(data:image/png;base64,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) 4 4, auto;}
67.857142857143%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrUlEQVRYhe2WMXLDIBBFP5mUKtzS0KvJEVxwDl/APbqFel2Ac7jIJejVrEsX9KSIYVYSMkjxpEj8ZzwjYaT/tPthAF767xLzAaVUyE0cx3Ex9xl6zw1qrRdjl8tlAfYMqCxATjVQe4CqAeYiIrRtm+6llAloC8hDACGm7wkhgIgAAM65xfy2bRNILUQWgIggpUQIYQJBRMnYGDN5pu/7dK21robITlBKhXnPo3k0zlUngrBKFNvxViKcmwshFuYRSAgBYwyccyAiaK1Xl3VUVQi5edQwDJM55/M5gRhj0Pc9pJTFdxcrEEPHNTdfG6upwioATzv/em508B4H7xcQvBUlZVtwD04olfCzaQAAH0WbdVWFcI9yQd0NcL1e07VnJT96jyO75//lsrMZIIbIWpvWedd1yejWNLjd2+C9R9d1AL73BGsttNZFkFWAcRwFDxGvQoTgv2g+n+uce7gZPWyUUirwXe10OhXXNhFNvv5HAGsQABYgsdRbzKsAchAAEkiUtRYANplXA3AIABOQKB64WvNNABECwOQgwhVDu+VAsutM99sH15de+tv6AmomI+2InwI2AAAAAElFTkSuQmCC) 4 4, auto;}
71.428571428571%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,78.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrUlEQVRYhe2WMXLDIBBFP5mUKtzS0KvJEVxwDl/APbqFel2Ac7jIJejVrEsX9KSIYVYSMkjxpEj8ZzwjYaT/tPthAF767xLzAaVUyE0cx3Ex9xl6zw1qrRdjl8tlAfYMqCxATjVQe4CqAeYiIrRtm+6llAloC8hDACGm7wkhgIgAAM65xfy2bRNILUQWgIggpUQIYQJBRMnYGDN5pu/7dK21robITlBKhXnPo3k0zlUngrBKFNvxViKcmwshFuYRSAgBYwyccyAiaK1Xl3VUVQi5edQwDJM55/M5gRhj0Pc9pJTFdxcrEEPHNTdfG6upwioATzv/em508B4H7xcQvBUlZVtwD04olfCzaQAAH0WbdVWFcI9yQd0NcL1e07VnJT96jyO75//lsrMZIIbIWpvWedd1yejWNLjd2+C9R9d1AL73BGsttNZFkFWAcRwFDxGvQoTgv2g+n+uce7gZPWyUUirwXe10OhXXNhFNvv5HAGsQABYgsdRbzKsAchAAEkiUtRYANplXA3AIABOQKB64WvNNABECwOQgwhVDu+VAsutM99sH15de+tv6AmomI+2InwI2AAAAAElFTkSuQmCC) 4 4, auto;}
78.571428571429%,82.042857142857% {cursor:url(data:image/png;base64,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) 4 4, auto;}
82.142857142857%,85.614285714286% {cursor:url(data:image/png;base64,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) 4 4, auto;}
85.714285714286%,89.185714285714% {cursor:url(data:image/png;base64,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) 4 4, auto;}
89.285714285714%,92.757142857143% {cursor:url(data:image/png;base64,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) 4 4, auto;}
92.857142857143%,96.328571428571% {cursor:url(data:image/png;base64,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) 4 4, auto;}
96.428571428571%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur113041 1.8666666666667s linear infinite forwards;
}