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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
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50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADo0lEQVRYhdWXzW8bRRiHn/Vudi3Hn/lwYpJmcZI2yiFuLUpAVVWJa1HFAXPmVPWQS8WZCxI3LlxQhXroP2AJiahcuVQcioqFEYqS2nU2bWU7jvFHLBpvd7McnN3aWMRrB0XwXvwxs/P7vc+8M7MD/6W4uJKwzlvT0y3+6JOPz92EYIt/29oH4PtXRzycXuDpdlY4DwMeO/Pu+LCyd24knCzLn39h/f7gHnf8UVfZq6raY1BhjB0tNzQ1adgHbPEr8VWK1QqxyWnns81rS9O0oUx4Bnf5Z/F6swFAvdmgWK1wJb7aR2ZQDEXgkrpshYMhR3Q1vsxWIUe0VWX/pM9McApUXJNwTcAW3yjtArCiHzptEVnm5uEB9WaD2OQ0CmNcn4y4IuHKwCV1uWewYrXifLeJJEWRaKtKsVrh5uGBm2HdG7CFNkq7fDP7tjP3W4UcsclpANKSxG2Ph3LzgKQoAriiMNDA37O3BVOG4WRanpp32i+0mgBctdzV4kAD4WCIcDDEtZd50pLEViEHQMY0yStKD4WMaQIdGklR5KplDaTgagoe//ZEAKjpulN8eUVxfherFZbabfKKAsC2HAA6dXHbc7rEQAP1ZoP1tXcsO6OarhMOhqjputNno7RLXlFYareBNyvk00pVsKmMbGBHywl20QHoby1Sbzb65rim6yRFkYgsU9N1MqbJrdiM9UNg6mwGbBPQQXrtZb5nD0gZBmnpzX5mU/hpbomldrun78gGVFW1vpyYwzZhz3dElklLEinD4Lk/SMY0HQr1ZsOpiTMbAFiLz3Bvfs6p/rHLiZ522RviR3WVjGmSMgyirapD47RwdRac7OsWdKp/b3aRPwtl1i4nWHj8M4giPt84H2hbJEWR+8fHRGSZpGGQHzC2awKapgmapglZ2ctC6Rk+3zivf82SFEVn/dvixsKFPkJnNtAde7OLLJSekTIMMqbJ3vq7fPZih/vHxzz3B3nFOB89+YW0JLFZLJ96Ko70QmKjfpC4Tu2PfSi3gM6p+OhkujKmyWalOvBIHsnAd4EQD70heFFw/ktLklN0mqYJXwO3YjPWIAIjTYHs7RzB+lGDufk4Pt84WdlLXlG4OxF2dqhB4iMZ0DRN0I8a6EeNvrbNYllws/a7Q+i+E0DnXgC4uhuoqmq9VzzgRiDMV36JYV9IATxPt7PCHX/UEXYrbseNQJjU+vvD6vbHxZWEdXcibA17IVFV1Rr2TfhUE//KQP+n+At4k5khQVtWqgAAAABJRU5ErkJggg==) 3 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjUlEQVRYhc2Xz2/bZBjHP6mDPdDaJm1+NLTEC+maFolqYdO0wy5ci3oinDlNHHbpfRMS/AFolwmhHfYPRJoAjRPiABNik6agoilsNGSuBmmauHHsULCJaw7FbxMBs9NNLY8U2fH76v1+n+/z431f+D/Z6cKyd9SYY4Pgd955+8hJRHzwT3rbAHz2+x/cTmb56eF65CgIjPmeD9pbrc1AJVRV9QZ/C+r8oZQTXjavfuA9uPkx751MBXqvqqp3JrdEQ2+RmU6K5/f1KpqmjaTcWPCU/wY3zC4Ahtmlobc4k1tCVdWRlIiOMnlBnfdiE5MCdCk3T7W+Qaqns/33nPREAlS8sEqEVsAHv7z1GICCY4mxuCyzYrUxzC6Z6SQKL4RddvQQADT0lnj3FRkcW7HaXJyOhwpFKAKD3l+fOSViX61vkJlOAlCUJFI9nabZpihJ4TwJS2DQfMC8bXNltwNAMzFHORrl0tjBcuc8L5QKgQR879PtJ1RcV3wvShIV1x1SAeCVnkk5GqUoSZzzgqMQSCA2Mcm9H+5H8rZNTVGo1jcAqLguNUWh4FgiJ3yCD+Vxrs+coihJrE3FnspipBB0HIeCY7GUm6emKHQch2ZiDsPs4hP07fLWY95t6ZGgfAgkYJhdzr9+1vMl7TgODb1Fx3EASLefcGW3Q01RyNs2MFyig2E7FIFH2kbEz3oA5+VXMczuP+LbcRyKkkRcluk4DhXXZTWT9r4YTzwbAQCbP8W7YXYpOJYotVK/Tzl60FB9Fb6dzZO37SE1Dk0A4NOzb1CUJFastvAwLssC1MouUnFdoYJhdkP1g1AENE2L3K8+4v2XTory8hPOLzmAW+OTVFyXUr8vxoIs9Gbkby6VqZhXUxSs1y7Q2dkmu/UzAC/yG29a+17f2Nsj1dPJex7Xdoynbkojd8KaovDjRFqAl/p9Kq6LvosAt7KLxGWZoiSxmkk/vz4AsC6fYNFsDoHfTma5uvMLN/b2uKN3IsbOr6zLJ0KtNzIBTdMiedum1O9zc/kit8YnmZ3LAYik1DQt8uFuj3I0yueN5vMNAewn20dzC+J/6psvKUej5G1btN6gBuTbSCeiQbu0ucnXD9apZxLczQw3m9VM2rsW4PkzEyidvwD3vuMuBxWiHWKdyOCdAPbvBUDg3cA/fI56Cv5XO11Y9tamYt5XszPe2lTMO44rmiBxLOCDJI4N/LjsL/VRq/oRkMbgAAAAAElFTkSuQmCC) 3 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
}
div.testarea{
animation:rwdcur229952 2s linear infinite forwards;
}
