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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGSElEQVRYhe1Wa2wU1xk9986d2dnZh3fX2Ib1I5jY1LhOIMihLSKGuCQ0LU1bhFDrqJC0ilpEaNPSh6K+pERtSNW0IlZDqAQKqJVo+iNRk1QNTtyWYogShzoUYgPGWgzr+JWdnX3Ozty5tz+iSrVrL3b/9A/n39Wc+51zj777zQVu4v8Mshiy+sQP18qY10FyVfUkF9OlTpagMucg6HAp7cug2dO8q/dNgNggZxZUk92QIddDe2TnplhEv++RTa3bt7d8pK7S0DRDVWGoCgquhxz3cDlbcHqSE5PPPr/6hDk98SLHmVcWYqBsAurOJ5eSQGTz49s+8YMH2ptWMkaoaTuwSg64oOCSIKAxMEYRUBkiOoMjJQ6NXZ3cf+H4EVzIHeSP/Xy0nIYy74f7v9F6a3PN/mMPf+Zbnc118em8TS5NZTCSziJpObieKyGZt5G0HXzgclieQJp7YJTirmg0sLFm7bo+nl2fvSNySfb8Y14TcyZAH9oSX1G9+kD3gw9trQyF9EvTaRRsiazDkXMFhKcAjAKMAboKqAoUlcGvMdQHdVTpGqo0huslm3/91PH+a/Ll3fJzqYG5+mLOHiCW795Hd23u1FRF/+fkOEbSKYBrMBTDHkmZp4sl5bU8ZK8dUc77E14bC/o+bQT9W6Kh4NoxzvW6kIFVREeFprHvrLt/7TffefdhwPwugMINDdDVnRt2fKxjT8QfiL0zNoqiAK5ZFopFcp66+sHf77z4HMg+8R9b+gH0Q/b/7O6X3n+0QlTuTTGlIaUQtPk1NBhhbWvLti++8oz5tnSan4d2tLwBI8ruaV5a23o2cRXXXBt5QuHYbKDo8O/37d5+ArvmygwAaed/AX5x5+9eHUoLr9sM3bKcA2hUKFqXtMd6lp/9kp274zhw1J5x4BmLNR1NTQ21HbbjGqNTJj6wHOSzSiaXl7/q2/3giXmkZ+DtbSv/ZE6kDqSnTOc9heIKU8A1HxraN68nf0xs+q/EZ61up6DxwckEpksmCrKEAndef3Pvl48tRBwA4G8W795z23MpK3PO9DwMU4opxuCotRoaQw+UNwDZcm5keMng+CgACr/iQ45ZbyxY/N+oqLELJbc3ns3jo4oCqigoRqIatHjrbOrMHlAQFT6uj5hJmDpDrFqiGPZOLm5gf4hKLl7dyN3vbaYEMRC0ERXdxDCuzuLNTKDSiTQ31Bqan8Iq5ZEwTby/om948fJAZ23VQHs0DAOAA2ADIfCF/OHZvBkGpObZIcNvBxQ/iKcAngrl73fH/xcDw4NDTcsiFQgBsAEEIDESCRhlDZAMmzh75VLBtSUq1QpQSgAm1i1W/KdZidrKii9QfDhqFQDXbQfehH29rAHYdAhFMkZdBZJIqD4A/tJ9kIs0kIMxZvjvvSgEpgCkpcS5fIEjnT9X3gDFAEATRY/DIh54UEFbfePn6w//umsxJvjpl3ee0cjtB9Jp/DaXwwvZLP6QHE/BEz2zuTNvAZEjkBiHEUpDD0aIqiNZyoUzorBHf/aXCRvfPn0jcf3IkU0IqHtMCL1nahInAIhiifOLVxLyzi1/LZuA6DsjAHEUgr/FfCpqAlEQpoEqxnrK1KeMQ8/sKCce+E33DqrhKSadtlCpiOqMBWViHHJiclRaucPwB8Zm75nzhivbt3b5Wlb9xLilfuVttXWYLtlIZC1IIVIQ4s+Q4jUAbyl+Y9grFlcA8uMgdAuh9FOEsdjyqmWIBUM4n7FQyOTG7HTpkPjsV/YjTpzZWnM/yQhe5wXrk467JDhYsOJ3Vcexpqoag5lU7Eom3SU80QVIQLhQdBUEBJRSNIYjaI3EYAsPp6aSKFmZcZ6cOAnhOzaX+LwJAADbu6uVNcT36ctqO1Qj0NQYCKGzpg7NoQoMZUxkuAsuBFRCEVRVrApHcTmbxhsTSSTyGbiFwrA9NnaSX0s+zbuPvjefTvk34ZP7lpJwsDMQiX1V1Y12VdPDhqqiNRxBlPmgKhSuEEi7JVywTOQ9Dm4XM06p2F9Ipw7LTK7Xfezp8XIaC5ry2sEfb6AK6/QHwhs1n97AVK1aUTWdEKpJKRzPdW3uliadUnG0mM/+TXi819n9+KmF1F7Ub0Y79KMWAGsArAAQBRAGkAFgAhgBMOB87YmhxdS8iZv4F9vlrE9noQ+SAAAAAElFTkSuQmCC) 15 15, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFgElEQVRYhe2Wf2yU9R3HX8+3t6fPruUsXLm2114pWI6LNA6RELZcD0ZgQY1GjARLcGFolmV/bIYZybaEjMxtMhMSsxASFxMyf8QfmYKggCGiiIhVAbO1CJTaHrU9ru1xvd8+PPf97I/TxJb+NEv2x3wn989z38/3/br353vP9wPf6X8sY0arn94XApYAC4BZwBwgAaSBbuAcP9/y2X+ZEXh6X5g3ju3c+KV0HHAk26ulOKJFRERGtMjnRSkecCS7/ks5z74XdrFr9+rpbj15Art2+5jlWdP20EO/3+EiZILqERgCbIEM4AY8RimKBgMU6F85dB185pmdpFPH2L4tPplF2YTfPPJoiNaVj//9/vW/aSujoVswjgt0CFwQOC9wSSAqMAxcEbgImGDcV4b3B0uXrj2ULTQxd+4FTp8anBnAA5t9RFY9vueeu+6rN6g8ouFjDZ8JDAAJAcMAr1EyHgb6gcsaugQuC7QoysML5gffHBz2Ulb2Puc7suNZucYFEL2mbePGn2hwv1yEfoEUYEMmIZzMwNFrRTmBbXeWl5eH3AarLVjrgXAKKpNATxEiCuvBtrZ1zx7cfxR4bsK0R+nHa8JE4x/82hb5YUFkYV6kLi9yU17OktVbJ6zLaugb+oU3L/+anxepz4usLIhst0Xo6vuQlasj0wNYf/+OQF6ygbyIkRMh7QiDmY+IxldNWZvVijOd64jGPyGeEoZzUp8XCeQlz4YH/kRWq7Elo1vQuqqZyKrWmOC+HhsAxwHLSpLLPUWo6Z0pASqUJquPcLnLh2n+Da09X8xrwqsMi7XrImzZFAI6v1kyluhWlGq4fr4DrsZgJAmJxFuEmqbZP6BCwa3Bf3At8TbZDIuUQUaAkWQtiUTL5AloHeL1/dXYNgRDUFkJlnV02ubfVDJ5GJfr3gtHD8On56D9dDW2vXhyAJiNbbs5fQquROGWFqjzn/xWAFdjJwC43AWDcbBtN1A1FYAbsNAabBu+6IPrdve3Apjr68Y0IZ0Cy4IrUROtKycHEJ1DUwDcuFxgmlBuNQMzv2A6/92I44DbzVd7ORQKhbHLxh7Ca0COWR7wVpc+jrOCrJ6xP6b5I1wuSCZL/6b6hhw1tZmpAC7i88WpqYU6P9Q3gN+/wTAMc0bmWa0oc93B991QUwvzF8Afn8gQaOwdu3R0C5qDnXg8Q/j9EGgsQVRWrpZDBzbfXpB9n1jG9KJ45cVN+P13jjpLf/1zFNNsnxxg22M9vPJiinlNBeobLCO4iG0urFxT4Mm9nReiwLEpfjm89EKEOv92lPLgdpeeX41l6O3pJhw5N7ZkdAsWBgvU+f+JtzpOVRW7vwf3KNhaxpxnFy96rT4vjz51XdzjGCuy2uTwoZ9yc/NeqqpaWBTCu/R2SKXAtjupqnqeXz7sjC29cSDJaj+nTu6cF27dvMOFtUSBB0gCSYFHHD7uOHv2LVKp11jcMkRvTwPJ5DI8nrtxuZbjra68KRBgqQHH44PQfrqfWGwPP3v4CSrUDS288TquUP18eO6l3oGByFCgrjklKGWARWny2VrGsj8suW1ZOp3+HalU6ZDV1ILbzbzZswkrsIH9ReBKNIlSnSj18njm4yfwtY6f2sTC4JO/9XlrVyiUzwAfpcHjzWJpPsgJWEYpoRYD+oBXi3BGQ7HrUpzPu89wLfEXtmw6MZHN5DPhe+1hAo17NtTVBG8xsHLAEQ3LDPB9lYplwJDAMQ19AsPpdIFMJsali3txnNe5a82kL7Gpx/Jo3EMqtZP5CyLlhrFEga4ySq2zgALoHOiRXD5HNpNkoP8kudxBlq+YMPaZAXytWDJIf38Yl6sVpRpxHIVlzcG2E0CKgf53Mc12lq9op0LZ0973O/3f6z/JOUn0Lfdr3gAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur16207 0.6s linear infinite forwards;
}
