@keyframes rwdcur53267 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 4 9, auto;}
4%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuUlEQVRYhe2Vz2sjZRzGn8xMZpKYSQ1pbPODJtM0m5jE2NAiXhQCIgiCYElSUemlCOLZk4r+A6UgLop6qwdNLJQ9WHrsyUulsDVpKR2SSEMypO20TTJpZjLzerGLVLdZN+6e8jl+X3i+H3jfhxcYMWLEiFtYWlpinvQO081BJpNZYVlW0jTtfQDPAfgsn89/+9QEFhcXZ/1+/67D4cDl5SXOz8/R7Xa/1DTtVV3Xc+vr64dPVCCbzS673e7vEokEer0eer0edF1HvV6HJEkA8AaAtyRJ+mh7e9sYVuDf7viq1WqhXC7D7/ej3W4jGAyCEAKz2Yyrq6tNVVUB4O1cLve8YRivFwqFHx9XgL45KBaL9yORyFS73U45HA5omoadnR3E43EQQhAIBGC326Fp2jNms/ljq9WaCYVCs8Vi8aeFhYXp/f19eSiBvyTuJZPJcavV+lIgEIDL5cLm5iZEUYSu6wiHwwAAQRBMDMNAUZRoKpX6oN/vfxqLxaRSqbQzlAAARKPRL3q9nk/TNPA8j8PDQ/T7fTSbTVQqFezu7sLn82FychIMw8Dn8/E0TaPT6bwZi8XqxWLxt6EESqXS95FI5I6iKC9EIhFwHIfj42Ooqorp6Wl0u12IogiXy4WtrS2kUinwPI+xsTGwLPuLxWK5X6lU9EEC/2jBTZaXl+Xx8fFnBUGArutYW1sDy7Lo9/vQdR2EEAiCgHq9jlwuh1qthm63C0LIh6urq98MyqduO8xkMtTFxcUfjUYDoigCADweDwAgGAyCoigQQgAAqqqCYRjwPA+bzdbXdf3eoOUDBQqFglEoFF5UFOVnTdPAcRxCoRAIIZBlGSaTCR6PB+VyGaFQCBsbG7DZbDg7O2Majcbk0ALXEEJ+7XQ6ODo6QjgcxszMDCiKevAoCSGgKAonJyfgOA4mkwmEkHf/NwGWZb+SZfmg0Wig2Wyi1WrBMAwkk0lwHAeWZXFwcAAAqNVq1xLVR8l+aAv+zt7enl4qle4mEonXHA7H1Pz8PHieR6fTQa1WQyAQAE3TiMfjiEajkGUZqqr+4HQ63xME4fdKpdJ+WPYjf7eZTIZSVXVWkiTQNA232w2LxYK5uTlUq1VYrVZ4vV6IogiWZeF0Oj+pVqvvADi5LXdgDW9IWAAU7Xa7X1EU1uPxgOd52O32B/WjaRo0TTeazeYr+Xz+aFDmfxK4JpvNThJCpgDcBXBIUdTXhmHcmZiYGD89PfV5vd7PV1ZWzh8neyjS6TSVTqdffuqLR4wYhj8BPA2UONHsv3MAAAAASUVORK5CYII=) 4 9, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
56%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1ElEQVRYhe2WTUwrVRTH/3emM/2CiWmAtmGg1AIDpeEpHwoLTboxaEyMkpZuDBviQhMTF+40cW/cGI2JW4IaRly8BbIxExITWUhQY4tCX4qPtLRAUvs57Xzc68ZnDM/3bAA/FvyW5ybn/HJyz7kXuOGGG254CMvLy45/uga5GEgkEu+JolgyTfNlAH0A3l5fX//4XxNIpVKPybK8J0kSqtUq8vk8LMt6nxDytG3bSxsbGwfXKXBfiymlM7quIxKJQJIkcBwHSunr7XYbpVLp52Qy+SyAF0ql0mvb29v02gUAtGq1GnK5HGRZhtPpxNDQEIrFIgRBQKvV+tIwDAB4aWlpaZxS+oyqqp9dVoC/GEin0z8oijJYr9cflyQJpmliZ2cHExMTAICRkRE4HA7Ytu0VBOFNxlhifn5+Znd399PFxcVH9/f3y1cS+F3i9uTkZE9fX98TgUAAPp8Pm5ubyOVysCwLfr8fLpcL4XCYUErhdDpHFUV5xbKst6LRaCmTyXx7JQEAGBsbe6darfabpglJkpDNZmFZFk5PT1EsFrG3t4f+/n4MDg7CMAwEg8Fuh8OBRqPxfDQaPUmn07udCHAPOlBV9Uld1z8pFAoQRRFTU1NgjME0Tfj9fnR3d0PTNORyOWxtbcHtdkOWZQQCATDGfuy0A/eN4UVWVlbKiqI8IkkSbNvG6uoqRFGEZVkwTROEkD8uaSqVwsHBAfL5PBhjT6mq+vWlOwAAiUSCq1Qqd9PpNO7cuQMACAaDYIxheHgYoihCEAQQQmAYBnieRygUQiwWo4SQF+PxuO9KAqqqUlVVbzWbzc/dbjecTidCoRAIITg7OwNjDC6XC0dHRwgEAlBVFYQQtNttTpbl7wFUryRwD8bYNycnJ8hmsxgfH0ckEgHHcTBNE7VaDYwxeDweVCoVuFwuNJtNHB8f39I0zboWAVEUPyiXyz+1222Uy2XUajVQSjE9PQ2PxwNBEHB4eAhCCDKZDLxeLwghv3SSuyOBtbU14/z8fILn+e94nsfCwgJGR0eh6zparRZ6enrg8/kwMzODWCwGnufR29v7aye5H7gHLjI7O0ts237XMAzRNE0MDAzA5/Nhbm4OHo8H4XAYiqIgl8uhUChAEIQBr9f71dHR0UM349+O4Z9JJBIuAOmuri652WyK0WgUjUYDlFIYhgFd18HzPBhjhUKh8Ea9Xm9pmnb72gTukUwmA4yxQQAfAjjgOO4jSukoIcRj2/YXoig+VywW65qmXfqR+v8Tj8ev5bvW0RT8RXEZwKvxeNz1nwgAKALY1DStdVWBG34Dqf6e1xrUKTMAAAAASUVORK5CYII=) 4 9, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
88%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3UlEQVRYhe2WzUsrVxjGn5lkJh82w82HjsHJtYmZmAwiKtKuWih0Uyh0IaPZlLuRUii0uOiuhfoHdFMo/dh1YaUGu2gXxVUQCkXtxdCYSSvBpDHqZKE3aYzJfJ5uFIr3erU3bekiv+WzeM+Ph/MeDtCnT58+T+HBgwfOf/sM6nogy/LHLMvWDcN4E8AQgA/X1ta+/M8E0un0lCAIuxzHweFwYG9vD6ZpfkJR1MuWZS2sr6/v/5MCj1Vs2/Zsp9PB2NgYNE1DJBKBbdvvDgwMoFgs/jY/P/8agDfq9fo7m5ubdq8C9BOybqvVQrlcBsMwYBgGqVQKLMtCEASEQqEfOI57m+f5k4WFhYAsy+leBBzXg0Kh8Mv4+Pj98/Pzab/fD03TsLOzg1gsBoZhIIoiDMMATdMDDMO8TwiRk8nkVKFQ+GZubi5WLBYf9SRwKfHd5ORkyOVyvTA6OopQKISNjQ0cHByAEAJJkqDrOuLxOBUIBOD1epNTU1NvXVxcfCBJUl1RlJ97EgCAZDL5kaZpI4ZhwOfzoVQqwTRNqKqKcrmMfD6PkZERDA4OgqIocBznczqdaLfbr0uSdFIoFB7eReBJdwAAkMlkXux0Ol8fHx+D4zjMzMyAEAJd1zE8PAyfz4dsNovt7W1kMhl4PB5EIhGkUikQQvbu2sBja3idxcXFR6FQ6F4sFkO328Xq6ipYloVpmiCEwLIsRKNRnJycIJ1OY39/H0dHRyCEvJTJZH585gYAQJZlutlsVlVVRbPZRLfbRTgcBiEE8XgcAEAIAQDoug6HwwGe58HzvAng17s0cOMdAABFUYiiKJ8nEomJQCAg8TwP27ZRq9VgmiY0TQPP8zg8PIQoitjd3YUoinA6nbTT6fx+a2ur2lMDVxBCfqrVaiiVShBFEaIogqZpGIYBVVVBURRM08TZ2Rk8Hg9s2wZN0+/13MAV09PTD9vttqzresjtdqNarULXdSQSCbRaLdA0jUajAUIIeJ6HruuoVqtfDA0N/R6NRs1KpWL2JJDP5y1FUT6dmJh4leO4+7Ozs+A4Do1GA6qqQhAEUBQFSZIQiUTAsiwoijpRVbUGQKtUKn/cNPvWLbhClmWaoqim3+9/LhAIQBAEtFotBINB1Go1MAyDcDiM09NTVKtVMAyzn8vlprPZ7MXT5t5Z4FLCDaAQi8UE0zRZy7LAsixs24au63C5XPB6vSgWi8epVGpkeXn51pl/S+CKpaWl51VV/SoYDN6r1+t7NE1/Ztt2gqIor2VZ37rd7vOVlZUba/8rz/TjyeVyZwBMVVVfyWazZ5fxrY9Onz7/S/4EpVKgDY6wKhwAAAAASUVORK5CYII=) 4 9, auto;}
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96%,99.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
}
div.testarea{
animation:rwdcur53267 2.0833333333333s linear infinite forwards;
}
