@keyframes rwdcur166486 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACEAAAAjCAYAAAAaLGNkAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcklEQVRYhb1XO67qMBA9uaKiTu0tXIlJ8VaQmjolQskWqNgFhSneAlgCK0jhINFRwzYinVskgfxMYl/eO5JFbGaOD5PxjAkAEOMILOt9NP5z7Qf4+pCA/vOvRfgI+JWQMRFziN7ZOAtpi2hHwDu0Plj0BARzBSilcDqdXkSLv4iio5eILwxzIBhZ64Ak7vd7Z60sNzCmEkfSPZJ9p3ckJBnHMQFQRGhMShEhqgiyNpnlX3+6I45jttFs2p7vdjsr+Xa77fgAoK1OWHE+nwEAQdB9Y+357XYb9SXJ+/2OfqCcRcRx3BD2N3g+Px4Pq//lchn8AGc0IYQlJ4wBwzAczQuSlLSyU0oxSRKS5KQkkgyG0pnn+cD2ev2DLHv6ofEjyewYoSgKiAh0agAAI7zTYtrTscHeCSHJVAslBVMtb0+ND8iRgSpCTxGpllmbz07M5n3W73RQzSIRGKNf86yy0KmZDPtsEX0iYzQiEQS1AK1TlOX363tNHLMimPPeF1MGNpTlNw6HQ2te9Y+y3CAMQycupzpRHO09ZbG4AhAAwGq1chLhFQlJXxtnWdU5tRaU5Qb7/R5KKffj54JegnZ6QJ7n1kL1Ds5lewrL5fLTlOOoyrWmiHQiAYBJkvyfW9l6vWae5zRGd3oGJu4SNngl5ivkBYxJAQiiKEMcx/82IduoLy11BPSzi366N7xFOwea0ZRzH3ifjrpWBK3hd8H1FZEdM4hIV5QIsmPmQ+eOqlgN23Oz7sPpFInXxoXFokCrbnwWJJkkCZVS1qJUzwf3x48IaMj7qAU9oZQa2IyJ9YKNHMP/rLPEjmFOdRsjeefnao8ff0YSc9ETC+UAAAAASUVORK5CYII=) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACEAAAAjCAYAAAAaLGNkAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACr0lEQVRYhcWXvW7bMBDHf2o1BR2TJUD0Ch7oQU8gT10zOFsHechLtHkHDfLQLXuAZsnUxQMDUIOfIEAC1FPGZImA66CPSLZoUY7d/gEClETe/XnH+5AHCN3wLO/3jk//m4CNxD8lYCNhc8/B4DWUNufVcydERDxvq8EGWbNS3NzUJGXl4SjbmcQQDHHVQUgchADYQ7QXWmsAjo+PEZFKcTUGwXVDbQVjUvJ8BIDvLxmPZ4gIXs9N3YZBlmgSAFrzj8CZhFKKPB/h+z8BuLy8JAxDADzPI4oikdIvB8F0OhVjYtFai4gSilRRo3qOomgnEr7LotfXV+ALvr/k/j4BwvpbdRU+cCXc3PH09AQoIAMK11SoPCAiRFF0OBIvLy8AzGYFiTSN8TyvHgCTyYS7u7uu7cKe6pEYk1bCBBCtdT0o74SFQNd8NxJaa1FKiYBIgwyw7ULuj0QQBKK1FmPi4tSNQYcVVIyoeMMNVhJOd+Lk5KQSjzEpY6WsqbZUTjavU3hFxho+TiF6dnYGvGfIJEmKlD2bQ5ZxcXEBjZOWBCr0xq4TiaOjo413eT4iSRIAzs/P61DdJV84kQiCgDAMUXH398fHwXpbcKItIjKe2Zdmc9YtMcgcTpYoy7QAGBMDCqXmZQoHvrXcMNgfdXT0VcB3VxTVNMtifH+J7y9bfG37t8mvSfQ1JSYtasNsNsf3l+T5qIyWrKXLtn+b/EGmExGZTCY8Pz/XkdG0xD66LGcilAlIKVVm0ve6EqdqcHPzeSiJ1entd/X1FPPrDw8PD9zc3HB9/Zu3t7ei7zhdka1uyW5XP4bK7kXVRal4s1bIGrrWfFj5dDqVIAhqk9sUNFq8urruhUwlaL2nvLq6agkvnzfWuvSdO/38iAiLxaL1brFYsOuhB//89Ox1XdfCX0QEpjm/wTDoAAAAAElFTkSuQmCC) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur166486 0.8s linear infinite forwards;
}
