@keyframes rwdcur16152 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCklEQVRoge2ZT2gcVRyAv0iRkF9YQgn5FSlBJJQSaoVSRIqIiIJIEVvwonjz6EH0qAfBQxUPgh48eJAKCqIoKEtIo92uaQhLCCXWUMQ/pUixSwX7fmb2z0vS56GzAwqr+8D2bXS+65sffB8zw7yZgZKS/x+mMmkqz3bnmA2Ox//u2F23SmpQTGUaeAJ4Ejg4Mpud2bWPl7qnOAt83m/utlslOAimchxYBe4BToydye4e/5TZ9lts+OekYipD5dsXU7m9Jxsce8JvfJe9wJqpVEOXj4Pn0X6zQ3VpVZqZhxsRBOqtE7S2P5ArwDFGWAA6/WaH7lQFxxSBWut1Wtsn5VfgWB44AVxLrDcYwTEVrnEhe5lVU6mZymix5rkUPHcm1BuMPGI9e4UVU1k0lbE/rXueCp7RfvNDQXBMBsd69ioNU1kylfHUTtH0Ilqv0TCVxk6OON96g2VTWTGVSmqnaIJjd3Ccb73JkqmcM5WJ1E7R5BFrrbdZNJU1U9md2imaXkT7Heqmsm4qk6mdogmOieA4136XuqlcMJWp1E7RFBHvUTOV701lT2qnaPKI1c771EzlR1O5I7VTNEXEh3xlKhdNZW9qp2iCoxIcK52PWDCVS/lL086iiPiEBVP52VTuSu0UTR7R6HzGgqlcNpWZ1E7RBMd4cDS6XzCfR+xL7RRNHrHcrTJvKr+Yyv7UTtEUEfPM5REHUjtFk0csdb9kzpSmqRxM7RRNL8LXiohDqZ2iCY6x4Fj0XzNnylVTOZzaKZo8ou7PFhH3pXb6R/66S+1FbC5TzSPuT+UWRb7ROwBFRG2zUUQ8kNpvIExl2lSaAMExGhy1zZUi4qHUfj0G+dL4MHA6OEaB6tYPtNpHuRfk6UozO32T/QZmkJBHRvZnNaC69ROd9mMcBnmm0sxO3Wy5fxWbob59kcWtb6jmz4mjqZ2iye+J+a1vb0T8foTjwbM3eI4Ez855VQ2OQ9evcHLjRZrXM64Gz2bwXA6e5eB5MLVfNBvPMxM808EP1/+UkpKSkpKSkv8qfwAXKZ8HWqyrmQAAAABJRU5ErkJggg==) 25 21, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 25 21, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 25 21, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 25 21, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 25 21, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 25 21, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRoge2Y3YsbVRiHn8RV1p7YKRIWA7J4UaEE3xZkESnV+lUs+IEVvBIvBBH9E4qXUkpVKi2LWhS/EFFbRCphceM0jd1uL0RQ5kqwFUpxt7WUmZCZzCRTjheTCRVMN9lmMlHnuRzmPef38J4zZ2YgI+P/hziqKI56iWBfGW0+fb17p8YValDEUbPAM8BzwFYrf/NJpu5+jeD7JeB4v7r8uAIOgjjqWeAnYBuw31JHhMLRMq35pgSHN4qjJipvX8RRt/TCavMOdPVX3Id+EUdV0KePopd396udqKVlGW4biCTQdbwDnoQ/rgJ7IFcF/H61k9cqbc6AruG96Ul45jKwpyu4CbD7lU1UR7oSdbyDnoRLDeApy3DjLvxLRHqdONyUsO4DT1wjAbAXWO1Xnks84CBoswjU8eabEi6GwOOW4TaHGSL9PRJLtI40JVyEdUhA2iKRRI3WBw3pVPLArvVIQJp7RJu3AzVaHzekc3wD8LBluI31DpdOR3oSn9nS+boAPGoZbt8n0iCMvyOxhP+FLZ2visBOy3Cv3Oiw4xXR5ibAxD9mS/vzGSKJy6MYenwikUQN/xtb2p/eCTxgGe6lUQ0/HpG4E8G3trQ/nCWS6Hu4rYfkN3tPYsGW4P27iJbTH6OeJlkRbW4EqgSLVyR4dzORxIUkpkpuaUUSJoFpSzC/hUjifFLTJSPS68RJW4JDZSKJc4nM1WX0S0ubBaBKe8mW4GCZ6MT+beTzJIo2C2jzDMHr34mjVsRRW9KONDw9if0LXYl70o40PJHEaYI3FkoNLoqjtqYdaXhiifZbscS9aUcaHm1uQJunaL+9UGrwpzhqLu1IwxNJ1GkfiiXuTzvSmoijZv52IZbozFe6EjtSijYc4qizvadQJFGj804s8WDK8QZDHDUrjroIgDanI4n3YolHUo7XY5CT/THgBNqcBiqEZ71S65X7ilo9bxnuiYTzDcwgIrus/E01oEL4u19qvTxX1OoFy3AXkw43UgoN6lw9dorwo0r3nHgy7Uz/xPXffrU53QSfqxfCkvfi3Eru1ldXbqv+jGY7cI7c9pF+5d0Ia73Gl9H+Kv4nu1cKP+TJTX0JXALOs8a/2MmkuXMzenkWvTw5P70zMjIyMjIy/sP8BT+ni1/XCTPCAAAAAElFTkSuQmCC) 25 21, auto;}
}
div.testarea{
animation:rwdcur16152 1.1666666666667s linear infinite forwards;
}
