@keyframes rwdcur43750 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAISUlEQVRYhY2XzW/TWhrGn2M7juOkrtM6CXVrStyUtlKLgCK4M8NFQACBukECNmyZHbvZAUvu1dz/ACEhpBFihEAsq4sqwWKACgkkQHwVdUKgTRuSNI1Tp/mwk+NZcG3akGruWSVWdH5Pnvd5z3lN8H9WX1/fQQDTo6Oj/7UsK//06dNTADAxMXHZ7/f/CgD1ev3S27dvfzt37hyzurr6u23bJ1KplOE4ztTy8vIsAGer/dk/A5+YmJBUVe1zHCexbdu2n7q7u+OiKP4yNjaGSCQC0zSP9fb22oSQK7Isn9ixYwckSRKy2eyZrq6ux6ZpXkgmk0in00gmk9B1HbquI51Og2wF1zTtIMMw0+Pj41JPTw8IISCEYGVlBbVaDQMDA+B5HoQQ2LaN5eVlhEIhRKNRMAwDQggKhQKeP39upNNp2d03mUx6jIcPH3Z2QNO0gyzLTh8+fFgaHh6GbdtotVqwLAuUUgAAwzAIBAIghGB9fR2O40AQBHAcB47jEAgEsHPnTkQiEaFYLBo9PT3JUql0Qdd1j9PRAV3XD1JKp48cOSLpug5KKWzbRiaTgWEYME0TjuMgEAggFAp5AizLAsuykGUZPT09GBwchN/vB8uy+PjxI6anp41UKiW385h2OIDp48ePS7qugxACjuNgWRYcx0GlUoHjOCCEwLIs8DwPnudh2zYIIXAcxxPoCiKEYGxsDKdPn5aHh4eNoaGhv20sBdsOP3nypDQ2NgaGYUAphWmaKBQKWFpaAqUUhBAwDANVVRGJRBAKhcCyLKrVKgj5Zmi1WoXf7wfP8xAEATzPY2BgAIqiCHNzc2dWV1eFdDr9XcBG+M6dO71/XqlUkM1msbi4iFartQmuKAokSUIgEADHcaCUolargWEYzwmfzwdRFCFJEgAgGo1CURQhl8sZ4XA4WSqV/s52ghNCUKlUYBgGMpkMGo1GR7ib9maziVwu55UHgCciEAjA5/NBEIRNIubm5s6Ew+HHbDgcftMJvrKygqWlJQ9CKe0IX19fRzqd9nICwBNBKUW5XAbP81uK4CYnJ7eEu7YHg0FomubZ6cIdx8HXr19Rr9e99nTh7rIsC/Pz8953Wf7WCOPj48hmszK7e/fuv1JKh2RZ7ghnGAaapkHTNHR3d6PZbHpi3XZ027Ad7q5Wq/WDE6lUCrVa7QE7Ojr673q9/pdGozFUq9U6wmOxGGRZ9g4et+1YlgXHcejq6kK1WoVlWZt7/I9AtotYWVlBLpd7cP369VPMvXv3aDabfWwYBsrl8pZwhmE2hct1geM4iKKIYDC4Cc5xHARBQCQS2VSOQqGAQqGAz58/PwYA9ujRo5dlWf5lcnLS633btjvCTdPE/Pw8yuUyACAYDIIQgqWlJSwvL2+CBwIBJBIJ75wwTROKoqC/vx8jIyPIZrNJVVUb7Pj4+H8OHToEURQhyzIopejq6kI0Gu0Ir9VqoJR6B8/q6ioWFhZ+gOu6jlAoBL/f77kRi8WQSCTA8zw0TcPi4uIxzk2uGyD3s1uGTnD3d5IkgeO4LeF/ZrEDAwN2Pp9P9vf3I5fLIZ/Po1AoeIl126gdrus64vE4otEoAKBUKnWEm6aJlZUVZDIZNJtNNJtNCIKAR48eoVwuX2LT6fRjVVVbtm0frdfrKJfLYBgGpmmCUopsNotGo7EJ3t/fj3g87jkUjUbBcRzC4XBHuJuParXq7ZnL5a7MzMz8kzt37hwTCoV+7u3t9S6VVqsFAMjn82DZ7yODWybTNFGtViGKoleC4eFhmKYJ0zQ7wgGA53lEIhG3xD8DAHvgwIEHqqqe0HXds90dMNqz4a5Go4FKpQJZlsFxnOeE3+8HABSLxY7w4eFhqKoKTdPQbDYTIyMjPzGWZZ3YsWMHGIbx0q9pGnie9zbudMJVq1VkMpkfnrdaLVSr1S3h7lE8NDSEer1+kq3X6/9QFMXvWuPe3z6fzxtA2hfHcQgGg4jH4wgEAt5zwzCQz+eRy+UAAM1msyMcAN6+fYuZmRmDVRTlydzc3FlFUfyxWMwT4fP5wHEc1tfXvQAC32fB0dFR757fCF9cXAQA+Hw+8DyPeDzeEX7//n2DUjrFFovFBVdEJBLxR6NRT4Sb6lKp5AXTcRz09PRAkiTvem2Hu3nYtWsXNE3b5NJGeCqVmmX/CM1CuxPd3d2IxWJeOTaKWF9f96bfer3eET42NobBwUH09fUB+BbcdjiwYSYsFosLvb29Tz58+HB2cHDQPzIyAgAQRRGBQADBYBCrq6toNpsAgLW1NYTDYdi2jVQq5cFFUcSuXbuwfft2hMNhAIAgCHj58iXu3LmzCb5JgCsiFos9effu3dlt27b5VVUFy7JQFAW6rkOSJGQyGdi2jUQigT179iASiaBer6NUKkEURRw7dgx79+6FKIqglMJxHDx//hy3bt0yAEzNz8/PbmT+8GJSKBQWFEV58urVq7OqqvoTiQR0XYeqqhBFEYIggGEY7N2713vNajQaaDab2L9/P/bs2YOhoSEEg0GYpolnz57hxo0bRqvVmvr48eNsO49pfwAA79+/f0Ipnbp58+baly9fvON1+/btCAaDkCQJ+/bt8y6syclJdHd3e6MbAHR1deHLly+4efOmQQjpCO/owEYnBgYGnszOzp4dHBz067qOZ8+e4dOnTw9ev379r/n5+aMTExOo1Wq4fv06Pn36dCUUCrUsyxrq7+/HzMwMrl69ajiOM/XmzZuOcABbv5y668CBAwcBTJ8/f14KBoMPLly4cIoQgosXL17u7e39lVKKYrF46dq1a7/dvXuXqVQqv6+trZ24ffu24TjO1IsXL7aEA8D/AHQhQddUCb74AAAAAElFTkSuQmCC) 31 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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}
div.testarea{
animation:rwdcur43750 1.3333333333333s linear infinite forwards;
}
