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0.099420049710025%,0.049130074565037% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgUlEQVRYhe2WO2wcRRjHf7Ozu2ffJcHBPAI0PFZIFEgUPEo6KIGKAlFQhYeoEA0pSShCgZBAQgoNJaIIJVCkQ6IAWgpWBONIcZzofLd7+5iZnRmK0Z0V5c4+k+vwX/q00s7s9/32e4wGjnWs/7vEQYvPfvWrl1IC0HUdv73z3IH7VwrwzBe/+DRNWXvw0VwIgb75T2atpes6fn/3+ZWBLHT09Oc/+8HDT+RpmhLHMd57rLWo3a0ZSNd1WGv544MX/zNQvGjBGIPWGiklcRwjpSSKIqIzj+XGGITWYAx2dyt78uIVb4zh6rmXjwyy8IPHP/nJJ0nCiUeyfH19nV6vRxzHOOcwxtC2LUopjDEopWhv/J1Ns3T941eWBokWLfz10UuibVuqqqKqKrTWWGuRUpIkCUmSIKXEe4/3HrHxUG5P3J8rpTj94bf+rgEAlFKU1/7MqqpiMpmglMI5h5SSNE1JkoQoivDez0rmTj6QK6VYf/+bpSAOBNg5/6pQSlHXNZPJhLIsqesaYwxCiFl/CCFwztF1HcYYTH8zb9sWefbSoRAHAkCY/6ZpKIqC0WjE3t4eZVmilEIIQRRFCBFKbq1Fa41RCt/fzG3TwFtfHgixFIDWmrquGY1GDIdDhsMhRVHQti3OuRnEtBQoBU0Da6dzqgpe/3QhxMIxnMp7j97dyrjnTO6co21bmqahqir6/T5JkszOA2staA1tG57OQXwyp7iRLfK/1LjEb3/tu/V7c6wNTqUkSlMGgwG9Xg8hBMYYiqLAjccwmYQsdF3YX+5m9Hrw44U74h2aAQi15dZ2xuC+HKXAOVwcU5YlZZoS9Xo450La2xbqOpgxwUFyKqcazs3CUgD+0lnBG595pvU1BqwFIUBKXJqC9+FdVUFZBhjngiUJqGp+dpcBAIKjW9sZ/c0cY8KfTgM4F2C6LtS+qvZ7QAhYWwOj5ro92tn92gXPZAK9jXzW6VqHwNPgU+u6EDyOA0BXZlz97o54h47hbbp8TiAljK5nWBtKoXUAGY9hNIKiCFZV+z0xbcY5OhoAwA/nBWkK452MOA6113q/N5ommDH7vQIhGysBALhyUTAYwORmRpKAlMG8DyZlCChEaMDxTtg3R3d3s3nhPU9ZhvT3NnKahumYzoK3exmnTsG17+fGWs3V6qk3PXW9X3PYb8B+H7Yvr/wueaxjrUz/Av4tG7PW+215AAAAAElFTkSuQmCC) 4 4, auto;}
0.14913007456504%,0.09884009942005% {cursor:url(data:image/png;base64,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) 4 5, auto;}
0.19884009942005%,0.14855012427506% {cursor:url(data:image/png;base64,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) 5 6, auto;}
0.24855012427506%,0.19826014913007% {cursor:url(data:image/png;base64,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) 6 7, auto;}
0.29826014913007%,0.24797017398509% {cursor:url(data:image/png;base64,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) 7 8, auto;}
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0.3811101905551%,0.3142502071251% {cursor:url(data:image/png;base64,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) 9 10, auto;}
0.4142502071251%,0.34739022369511% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZUlEQVRYhe2VTWgdVRiGn3PmzNzf/EDipcakhIALpRQVU4oo6EIlKwu1iBsRTF1oNmpxId1UQ4VuVNCFEBAC2agrQUPtoi5au7AUcWNBKWjaWJsbk9w7d36/c8bFpe5yk9SoC/Nsvznf95z3zJyBPfbY4z9G9SoefP/So8aTq1Hu1vtKlQe+e/XQ5X9NYOz1S3poQi0Fvt/wjMmUUlUr9mguMnXllcnjY3Nzeml62v1jAve89XV5+O6+tcpgI/SDwHnlWmTXl8fzXEiS5EKaZvcnWf58FoU/33jnmWt3KqA3K9w4/VRirb0saaeuKvWWitdG/Eqf84OAUm3gEVPrH1QUZ61fOrzv5Bdv7roAgIiIWCdp8/r+QnnG6x+SYHg0MwNDoip9oupD4vmVhdzad/tOfPrergtcPfH4E0l7nTRJgtyvirW2u0hrjDEoY5woz+VBTedip/2Z+R1L9BQYP/XVRBLH9agTErbaRFFElmUAKKVMURRarNVWXJKX6jfzLJ/mpY93JOH1Kq5/s7BmDh/90rni5QxdiLWFcw7nCiMiOklSHScJSRIb6URVUFWi8BAHpxJ+WLy4HYGeCQBYyY+FYUgr7Lhms8nKyopeXV3VYdgmy1KsFUQErJRJM4fTmiS5zpHZie0ImK0eiDvtj6TwJgq59SxBOVMKgqCM53XdsyzDpSlEsZAmDhFN2F5Ae08DW36ePW9CAI4saOobD6HVIp4/DAq0B8aAVuAcRBHEsUNEKArobBhcvs7ob3cxP9/zstpaAGDmkyrLN5coTD/a3EJkBICiAKVApDvcua5QuG4wfMvFDx77+wnc5tjJOm31E84D5TnSdATrBCtQFN1dKtWVCpsB1SpUa3OcP3O8V9stX8K/+Gw2xET3ErcgbDUI2xB1HK2Wo9WCMIR2G5IElHFYgTxf3Krt9hO4zZMzdZrZL2TO4YphCpWRpRq0wzcgscH3hMb+ZWw4TrU2ybnTm/5Ft5/Abc59GLKvMYZ1U8Ttz2mtBLRXDa3fA1orAXkq9Dd+RdIqEBGF3/dqt3MBgMXZiHDgCoY3CPwzBMEkQQCKkEotI9kYRSlNUQSUzGCvVjs/gs2474UJfpy/xoEXz+N5hnL5YSqVPyhVn+Ps2xd2bc62efC1MgdO3VnCe+zxv+JPQ9yl2FHDFYkAAAAASUVORK5CYII=) 10 11, auto;}
0.44739022369511%,0.38053024026512% {cursor:url(data:image/png;base64,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) 11 12, auto;}
0.48053024026512%,0.41367025683513% {cursor:url(data:image/png;base64,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) 12 13, auto;}
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0.54681027340514%,0.47995028997514% {cursor:url(data:image/png;base64,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) 14 15, auto;}
0.57995028997514%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur25752 100.58333333333s linear infinite forwards;
}
