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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFVUlEQVRoge2XXWxURRTH/3Nm2l4UBWqQABZSEaoQQjAYEx+Mbz4YX/xKMEGoEYQS2lRIKWBd1kKgfFjAWCgrIMUGE4nBB3yQiAaJ4bsgNFgEqhZEIkqEUO7uzpzjw3WXblksdYEX7y+Z5Obe+fj/58w9MwOEhISEhPyfUQ01ZfJvFcpqG9SdFJBt/F6N2VBTJtnoydjtoKGmTPZ3xG8ovRmbsr1c+87MuzLzE6bVZ/02YVp91shkw3R/cTfEd+fg+sr0881M3YwMA7civmnJW1TY7z6cvXCR7r/3Hn61ajkDQNuORvq+rZ0GPTCAz164iNT7O03aQE/id364iM7+dtH0GzTMO/vL6XOKtLnc6dPahbOgRPDNgVZAKf7zcmfioYdHFn20uNIfPLDQPjutpkcjvZ31rqSzUDbx6yIzjSZtiJQZWjzK/Hz6ZLvJy/MmzV5kIDDo1kJEoJSyW1a+bW0y6Q8fMar4XPtJyyx25PAhiWemVGeYudl/cHB95S0vY3Mz8bFouSkZN8FrbdnfQdCmo/2UKa2uM0opQ6Sh6Mb/XykFds68NmexERGzedm888ywzGyp/5CiWLTcnxpZY29FWE7EouVm9/amvrHayit+59XkxiVVEvevibM2a8pNwczpZ2etxP1rsnFJlfidV5Ox2soru7c39Y1FyzP+u+6p9Lak71i03GuMVlxKxP1kMhEXZ22P4rORapdMxCUR95ON0YpLsWi51328lIn/Iv6GdRCLlpuiESWeycvzlFLG5OWDtAZpfUsdilzXkGpn8vIR9JXnFY0o8bpHoay2QfVm3Xclo8G6yEwzevyTXtuxlvOl1XWeiBgiDQYAFXglFTRSKvtYIgIBwCkfwiAAzA5KKbtp6Vy/ZOz4wVfOn+l8bsbCnFNtOgI/fhGjruKVIgMAzfURWOew6biPTcd9OO45yixI17fOobk+AgBQikxpdZ3Xdqzl/ICiUd6XsdqsJ4FeG/jju09w5jLyu4tnZjA7iACOg5LSLyJZS8pAqr5IMPvMnGGiteXAhcJhJWZb/bzcDfwa98xPbccvpcST1mB22Lo6iokVEWitoQnQFCwhdg7OWiT8zi7lGthasHMghXR9rTUmVkSwdXUUzA6kNZQiM6W6zju0d89fDxY/llMUCAD2fL3z6uvzl+enxAPB7AfTJzAASkcXoHRMATQFa39bYx2ctdi+YRW2b1gF5yw+Xbs06FQBpWMKUDq6INhoWACRdBRIaxCReWPByvzWw/viuRhIZQOjoKhrpqHURnWkDSANQwQ8/ihEFATAC1Pn4LP1K/D8lFkAgM83rsKLb1YFbQUgCNDyQyCaXWafAIg0nLOUa9InABAR6p5ViILQN+/6GMlEHNYmwYdPBN+0htYGL02fi4KCPijw+uDlGfOgtYE2wZzw4ROwNolkIo7mXR9jYkUERJmpWCkFiOS0hK7nY6UgzBlHBEVkHbPd/FWTNcaYSXMWG0n4RhGBmSHMAAQigCICEcE5C4hAjR1ht6xYYK21lrQxish0HU+EoVTOSej6PtBQUybTF77PzI6EBQKxm5fN84uKHyk6137Spg5zFAgBAFZEDAGgBBBARNICmdmmDnNDi0eZjvZTHZOrlnhKKaMUQRGhceGsnO8eGY0basqcImJSxAJJjHviqUFH9u1JzHj3A/vP7mmIlCEivubHMbCwv3XsSARwzsE5Jj+eIGM0mMUCsFMja+y3TcvI9wq9061Hf4eCEWYjInQ7Lk5ZO2jb0UiHWk/BaI1XZi+9LReTWLScnp4wBnuPtmHy/PfuymUnJCQkJCQkJCQkJCQk5E7yN4jqSTaHHyQWAAAAAElFTkSuQmCC) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur215674 1.3333333333333s linear infinite forwards;
}
