@keyframes rwdcur1471 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAwklEQVRYhe1Xyw7AIAiTZf//y+60ZDOgLaBe7NHxqIKVlXKwGRL0r9F4d0JiUdZgsIy1xMtQi3OXJ3kPozq+iS27EbFhn/QM0OQIOVfD9nbHlMVVQsvJ2w+mT0+IrGNr11E1rNq3yzC0AlhrUv6KGJJohgATQ/XXTmAWRCOxkgCM0fVD/KeWACEBNx1LAJVuGJ6B5NtM7TCSMiOwEouoI3Uy2c9v6luwNE4GifAmIiRSpyiWCGwfGcu1GPR13P5ndPAAnBJI7BUFjcMAAAAASUVORK5CYII=) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhe3WW29UVRQH8F+HYagFoUpba0MMRiKIiglKQCOK8QIYTUzUGC8Jxgff9Dv45DfwxRjfNfpi9AE0McQEFTGIxBCVciu3CljboZSxHXxY6zDDMC012iddycnJOXuv23+t/9qb/7rM+4f6JczHpbRVxtRcBtCJRajjVvTiDlzM98J86ml7KoObVjpm6biEFfnegO14Jp0eSoe9eBIfYgRf5/5xHMg9V8lsEejApnzO42Hsx8F8/4jFWJB7z+IPvI4ujGIMk+0MX0sGRPaPYhf2opYZVXPPpChNBcsxkY6fECgMpd5gBnNZyrMI4Ba8nAY/SqfVNvuKfyPptI6f0C3KVZTwZ1GWOjOXoIKteADXYQe+bXJUEg1XyeBqAtF6PpfwpyjZqbSxDT34PtdnRKATq3EP3s1sJtJxn6j5c+l4CGewL9/NDVfP9a5E52gGPXEtBG7D5ox+B47hBjyPZdiItZlZCXdldvMxnBkWFOxItLpxP/ZIJKdDoJSZDeNkRt0p+mFd7nlP0LFAZW1muRX9oukON6FwI17Ep2mrhPpMJVgmYD4mIB8WHbw8AxpM53XBgsHU2ZLoDAqoa2nvKN7G44IxlzOdDoHxNNipwd9Fgvff5PeEBiVHRbn2CmS3JSqFnMkgfs8kKjMFMIlf8UkqLs6951zZ9a365zKAcdEPgy3r1QyyvznT6aSKLwUL1mRQy1OnCw+mk1bpzvepDLxZCgSHiiBm6oGamIJFpgNivh/FW1gphkpZo0TlfIrzYbjF5igeE3Qc4koaVnB9vqeaDPyC1wSlTojhchy/ZXBjktN4CPdmQF/gdEsA/emzmnrVZgS68BJewLOinrVUGhYz4W5cwDtimhVZFQnUBE3L+KDFeUk09NOCWTtbEehO5R/SYQHfaQH1BkHHUTF8enPPfaKzB/L/cVHnIxoULHz1iUPtrDiix1on4cJEYEKU4YyAc0pQ72Aqr8BS0YRrsASP4E5xYu4RZ0Cz9OCpTPQzUdrJ5hJUNbi6Mv8dziyKE7CgYUlMtvUZ4GpBubJornFXyyrcJBDeZ5qzYCQXx8QRvCAzPp9OL+ZzUNBst7h47BRl2tUm84oo12ZRxnnibKm1C6CWBnrSSR9eEY14IZ1PaRyzI4nSuUSo+f5XTv2leFMge0RQdH8i1/Y0nBIwHhIzfQluFkNoSxosmutCOpqf34vTcAW34w2NYTQu7hPbNV3NZrqSlUWde8RMX59GR0S9j4g6VhKFPjG+K6mzMQPdnesFba+4nM72VrxM9MAqMU7XifveV2KyvZ//Duf6SXyewXynfVP+rQAK6RJZbxIw9otyDQh4X8XHYuAc0P7u+K9ISZSoR+N0LAuOd86V0/9lTuQvUdgmGSH+H3sAAAAASUVORK5CYII=) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABEUlEQVRYhb1X2Q7DIAwLU///l7OXdWNpDpsr0tSO4GByQUVE9PO7pX/fKSoi+nIU7cDCoeLk7kXkuVsNxktDIK6fH85FPKHOPBRTMsuMeQsjQmM8wEyOhDivCkR+8VHzHKmQzJsQeLY6UuwFGol2XhErPZZNqNyO6iEilQFPh4ZlKIQRaDQfQkyWA5Hbou5Z4dTTeWXIlE2fB33psi16mABjw8VHjWiHNI/ESQKwVOWH4LeGACEBJx1LgLlwQIKeBZaEbcMzp+VD2BaL3qAoAisvp0vPghk7VBXY2M5InxdL7oYMlhlPF2eJVPO/ussM2H7dzNMzal1sx2BJkyXBjFxc1f459U3YLx5+He+Wv/C8AfChd80Qz3x8AAAAAElFTkSuQmCC) 15 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAwklEQVRYhe1Xyw7AIAiTZf//y+60ZDOgLaBe7NHxqIKVlXKwGRL0r9F4d0JiUdZgsIy1xMtQi3OXJ3kPozq+iS27EbFhn/QM0OQIOVfD9nbHlMVVQsvJ2w+mT0+IrGNr11E1rNq3yzC0AlhrUv6KGJJohgATQ/XXTmAWRCOxkgCM0fVD/KeWACEBNx1LAJVuGJ6B5NtM7TCSMiOwEouoI3Uy2c9v6luwNE4GifAmIiRSpyiWCGwfGcu1GPR13P5ndPAAnBJI7BUFjcMAAAAASUVORK5CYII=) 15 16, auto;}
}
div.testarea{
animation:rwdcur1471 2.6666666666667s linear infinite forwards;
}
