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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGNUlEQVRYhe2WbUxb1xnH//fFb+XFcO34BTuQEKNElDZNSJwmdRtamtKo6qqCiEKpKFK/TeqkqeuiqZombZo6qR8mpGUs2tD4QDSVkSUVapNuRCShsKgvQQaTYgwYYnu2uYl7bQewfX3P2QdiN04goeqm7UMf6dE9ujrP/f3uueece4Dv438czGY6tbW1qe12e8/KykpEkqRfnT59OvGfEuA306m0tPTnra2tr/M8j6GhodeLiorelSSpt7+/n3xXAe5hHdrb2yudTudfXC4XLwgC6uvri81m8yvxePwVh8MxOT4+HvivCjQ2Nv6hra3tiaKiInAcB5VKBbvdDqfTadFoNG/abLZdDofj84mJifi9tT8B2MPA0z8AnjoETF0G6Ley6+zsPNTf309jsRhNJBJ0eXmZplIpmslkaDabpdlslobDYdrV1bXa3Nx8CADeAWrfA37UrVKdHzQYkhM7d9LZujr6PvDD9RgbzoHm5mbWZrOddLlc4DgOLMsWXBlmbf6aTCboZFm7Z3T01GtlZcYqk8my1WSCQRDA8zxACIgsw+DzvYx0+vebFhAEobOxsfEJrVYLhmHAsmw+GYbJC3g8HiT7+vDO/v11Gr0eoBQg5JukFCzHwS4Irh+Hw+rfApm7OexGAlar9We1tbUF8Fw7B89kMjhz5gwiCwtSlhCAZQGG+SaBfLvSYCguA568l7OhgNfr/bS3txfhcDh/LwfOxejoKCYnJweWJak3HI0WAPPtO2EzGlHKMEfu5Wy4Cqampj4EMOl2u+tTqZRQVVUFnU6XH35JktDd3Z3y+XyvqgOBRBXDtDuqq9eKKb0v1TwPfyikPiPLPZsSAID5+fmvAJwKBAK3x8fHD+p0OrXdbgfLsjh37hxGRkZ+c/Hixb8ZgZBBlk84HQ6WYdn1JQjB1/G4xZxIdI0C6U0JAEA0GlWe9vnER65fTwTGxp71+HxY1Whw9uzZyOzsbGs4HJYXAHm3oryw32Kp1BUXF0DvnoxEltnpaPTqMODNPX/dVdABCBbgeT3DHDVpNA3by8u3VZvNMJvN+HxwEN1u96eiSnXi2rVrK7maGKX/CEYirnKzuQC+kkwitLSEeVHEV7du3UwCnrtZBQI/BR6p4PmPqoqLGxxGI2xbtkBfXg5WowE4DmBZ7DCZUDEy4vkAGMvVHTlyxJTMZmtmrl/HruVlLIki/JEIppeWsoGVlS/ihJyPAUM+4OpVgGwowACOZ7ZubdhTXQ3w/BqU49be5s6MNgoCjDz/PLLZfJ3JZPqgpaWlIXD5Mt77+GPEbtzoS6bTfxWBoUFgBQ+IgjnwGCCaOO7tnWazet31DIBTqRAMBgWSTv95GogfPXq02eVynTh27BgeP3wY3J49mBeEyluVlVf/VVLyWTAYfOD+XyDwBUCfkWXn3oqKXWxuU7kLvtZkkEok4JUkD3/gwNSOHTsGOzo6ykpLSwEAVqsVu3fv1mo0mpdlWW6x2Wxer9fr35QAABwixLCzrOylYq22EJ67UgqOELjD4dVUfb2jqampZd++fVAUBYQQKIoCnuexfft21NTUmAghb1RUVDjcbvfZTQnUA/EKtfote1lZwZvn4ACg5ji4IxEL+9xzz7a2tqpVKlUenstsNgutVouamhqIolgbCoV+ffPmzfs+x33L8H1gZp8kBQ8oij0PzSXLro0Ay8JksRhrGhqg0+kgyzIopaCUghCST0VRsLS0BL/f/6fp6el1T0/r7gOh5eWhdDrdqdFoAEpBCcHXq6sIShJ8sRhm0+kFpaNj21N1dZBl+Y7n+gJXrlyRYrHYu+txNhRIEnJ+VhQ7OZ6HPx7HXCKxEMtkLsSA4ThwIdzUtO3JLVu+jMfjvF6vz9cRQgok5ubm4PP5fjEwMBD7VgIiMDCwuPj2beB2ErhwCrhR0OGTTyZKSkoejUQiXU6n88W9e/dCpVIVjEImk8HY2Ni0JEm/2wgObPJY/qA4fvz4C1ar9eTBgwcd1Xf+hpRSuN1uXLp0qamvr+/vD6p/6M/oYeHxeOaMRuPJxcXFRDQaPaDX67WKomB4ePhCT0/PLx9W/50FAGBmZoZOTEz802Aw/NHv9xtCoRArimL75OTkfSfl7+P/Lv4NNaXpIlU/Yp4AAAAASUVORK5CYII=) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur23881 3s linear infinite forwards;
}
