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6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHhUlEQVRYha2XbYxcVRnHf+fcc+/cnZ2d6Xa7LbTYEl5aXEhAEYIKUQjhg9gSJBo+EDRKopLgF7WgREhAYwhqMNhiIqgkkkj4oAlGTNUiQSRooSprQ9ul0G230O0y252dnblz7rnP8cM90123xJTqSU723rPnPs//+T+vo/gfl4cUOG/Z8art8Gyt/D8OKAADtIFOuHQXfEy/R2XaQ9VDPewqUFt2LdkGz15+11UHYiABNDBIibQRtgmXDae4fCmrGuT1VwrUgxwH8AC8fNXXrzxQ2KL/HQvhowQ4N7z3gv5TYsCXCpYr1+Es7YP5Jrx65Xeu3aeNLtEA3QBihpL6JKCNgoxTZSDlZMv7uwpwH7z06Yc+sU+DNrbQC92cdrA2oqSnDRwIIGZLOW+fKoCl95Za7frKb/rR5omkllAY7bpxJFnP6W64nAG1iz9A/o/djAMWkPL77L8CCNTrJdb3XQll8Jl74KXPbNs8UaslJPUKuXjdLWJnK0YXlL5eCWRrRnkrvHtOxMC7A/Dln/XAiiXHh1l04SXAWc/A92+79+ojkVYmrcaiqon4Xo7xSveMlqlA1QeB+dwxQekSAguAOwlAsPoC4JzAVCvc74MZAy59EbZe/uXLm5VjnapKjWFNreOdmFwQ5ZFCK3kHOB+YAnwcMwq8HagbLWWtNcuUa+CswNpqShc2geOLoLngX7D1wlsvaakkIvZe63mbiI6zPI4ceUGeRNIzWhyl/7tArEohKbAunANmOQMrAsXVv8JPNDAHTAN/Bx6Az+6D777/srVO/emNevGhdRlnNZwfGbKR9brwuVGFOC1yQuBM8Fsax4wHRhYW9cnyOpAAPALPjH7lw0eKcDhNGTQ74fFz7riirSoxanKOaC4z/txVHTVYEQqvlS207hUmcl4r4EzKwjMIxIVwNjAU3kP5TE8ACPRXt8H+j2y96k3iiKPAK5Q5u4EG12zbPBN5tLKF9tdvssQRqhKDicTHkaBAkkiUiE5zMY0AvA0471kdKFaLBpeFKCg/4054/ZZvXf2m0SADsV0AVjPI8BdvYcuXLjvAa0dqasWrQn1W1MHjRq5Yn6GV+JGqZaAiPhewTiTSUu05owJ4BwwXBXl4Xrr6MbDiazD1qR/fsCfO8nTAaG10WU6HWOC6LZ033cIuMWuSDvNGy8A5zrczXVy4uu1HalahUNrjtRY3mDibF66IlDkO5EGJK0qHZpRZMdoH4CH5Arxz68PX71ll87QhJLECu26oMwPc9NTNk9qK9iiKuHCyNm37+rDxVeOU85pC0IfnqhgjaoWxuhI5ibR048j5oNwAuQgZZSrNUKYW8Jr5KPS+et8141J4HRde60qEjiISj7ltx+cmkq4kJh2CoZXgrRTdTEiU+EiDF1GtzHijhaGKQwlxs5sMdXM9mxduE6VvjwBaCkx4lsVMcPoFGPztPTsvas9lNJ24ji0kV0geR+6x635+ntIK4hjUMFRHiVbWna+lDqMEW2giha8Y8QoQIWr3ksFmN20s5MlG4FLg40DDWo4FNlYBa4MHNCCPwprn7t05dqid2Qnv24fiqL3QyrDAkzc/vZ5EC3oQWEtUXynaea07zhBH+FrilPegQDmP7jmtCmGwYxMTrO0BsStOdDA40Y5rOsSF/R5seOH+58amD7WYOjjL1EzHLQCTC02eemT6bIoZiPaKSFvo9Awz7URqxnqlkHrFoRFfNdJbV+9EtjCJLXSodsHnngYnLa1DTnaA9oOw7s8P/WVsemqeqcMtOQy8CBx84hc8fvHd53XGJ9LWfItuI8kKvPgFazBKZHjAyqpBK9XYAei80LrwukFZhgUY6eWoYPkKFluqBlBlcLaBzjYY+fWju8YOzvfckT4y4A3ghzc8cfbUXGaPQja7ZrDdM9o57QUv4AXlvEYpeo3UegUVyj0KpC5nPeX0OkLZamHJoBFAWA/maahcsP2l3l4iUIoN3nEm8A3YcOm1Pzv4g5/eOD5QMXZVxZg66MSjjUd7PF4psnrFqjLFUWHnIifAHFp0wRknzYQKnAK7FxQUCu/UY6C+DUrB5Msw9OTnf3XR0ak5DjW77ljbSidzkouXIlJSDMSu00iz2eGBzhHKPvI6MC0l3RXepRS/x6W3w/m3b92xH+DGhz853hup6uHhASpxRO7LccbGkeyhHG6qgMotXRZHrNDo2qcDwAFsLzsrt9/xm/1bHrhuj7OOeiMFpShcQcdol1P2/gZAa559QXGPcjYAJt7TD5MlAPoZxnY4/3d37hg7NtVi+q15Wse75G2rvfdMhssLQLd5jCawG3ge+D2goHW6AI6zpLE9BJt23v2HsZm3WsxNzun0QDOtNrtJjcV2vhv4IzAB7NBV/qmrwH/O+qe0VJnWlrKf9EHIg3DhC/c/N9aZnNPN2Uzmuk6qlHPdHItzfGuZvNNhgAAgowzyJmWpOP4gbPjlo7s2vt22bn7eylEW8zwBYmCvSilD058+gJDbNgDpULqkCUw/AUMPPzW+8W9p1HmFsvtZYD/wvIoBgZApfVn/l9UvOv3n94FPgvLD/daj+mVJARp8pv4Nffpg6LaaHl8AAAAASUVORK5CYII=) 1 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHhUlEQVRYhbWXa4xdVRXHf3uffR73zp1np4VaaUqKlSICEr8YxQiJkPCKEQXF1PgkPr7gIygqDST4SIxBBRTwi4I8KjEag5iYKEmjUusjlAIdSkGZUjqdmbb3zn2cc8/de20/nHNmbqdgJMGV7GRn733W+u//eux1FK8iHgygy1GJALZcGwMSYAqoD53ZArx1L9xQBw6Ui7rQiQeOlUq2wenDyoeNR6wAGBZNsaeBrFyzq/b1Xrhh00WbejVgI3AGMA2MAyPAqcDm4vymkwD4FQPDSs0qQLpko1cCaAATwMafw88a286db003svkSLUBYfhAAx4F+sTx2AgB/IuURBcVJOR8elVQu6QETD8KOc79ywSxhwMAomwILwFJJV60cHWBX8f2/zSoCKuMJJ9Nf7VeMVOcE6NwNOy685aJZpRS5Vll4sJV0KQIlANrAgMIFUs4B/UoAVrtgtVT7dSAHGt+DvZd9/9IXTD3CayVpN2defD4H6yhvzJlbac3sY09pPC6VvRoAs2qN0thwHCSAfBuevvKOyw+MGm3iSDPwSluFKK3EUfimDQQbNtCa2ccx4FlAFTpmlw2VaVf5G4rAGisNVpGeUbhUAL4Bz197++UHGrVQ1+OAwASQDgid11PNLFqiyIIeQFokzVFW0meZAb8S5TJk/GyKyLbAXKmnAty8HvZ+8sdX7m/ExoyMRkQorbu5UQtds/7xg43kTy/WtwKHSuqUOGIgpUjJxQqAPzGoqqg+g6LAUDKyqQQ1A/BxePqzv7jmqbHUJo3EEEWBNhJAp2eCo6mJ9y0kaqEL5Q0OAu1awuFS2TRFMFIG4bC/KwbqD8FPYAXdFPAe+OB2+OuNv//YUyoMpN7pSyTeGBMTLA2MeA+hJt+yJktmFupQ+LoqFrpyB0U6UtaBKqjqpZ1T74WH3/7Fd77UKJGuAWaB2+HhL+381MzU9AgT4wlmXcPqeiLaBKjcaawgUSDtLdOd5z9x/tyfh3wnHpqcWDYBYyjipIpwboQ91375XbO1bp6sLwF0gVMZYdvj2w64MNA2CbHO6eBIL1GTI9ZbtI8y8VGgfWLEDkRcoMQDe0vwJoroUlTEwQoAbShydQrYfwPse/93Lt6vrDN2NMrny83oqqu4+ANvmSc8XZt1zmoOiV9qGq01EhtLopG1De37aSKDgZYwEGsCOQb8q2RgwhfeNSUAXwDITBkX5ibYd/UPL9tfC7Sum4AAb1MK2i54r51zPCfBmMrBWHf4aKLzgXbrRzNljKAUfjLJLeMi1kW5eFkajeSlUvkYoPMBKUVN6JaUA0sG4C745SU/uHQmqRndiELiSKMDJQvAJb/96AtuqmZVHItP28hiP/KdzJAOtB5YZO1ohkcTaNFpbrwCPRDdGomysKQcQDlHgyKVFofcoL8Jf9j8tXfvT5W2WmlChQ7CABMatj10zWwcR9SmTpFwaj2maRNaaYR1Gg3eaMEofGIskRacR5JQXBRIZJ2uAs4BXtzyW2BKFgD012H0p9/auSVt9vT4Pw5N1HfNTqi5duSc8PcP7diocqeJIyFcI2w9sxNsPqXn14xkbl0j8+OJrWqqhFrcmnrujZZsNM6t1tIvjWsgsILjpCajpxV07oeRue1/PKvfTHHzPe2fXUx63Vx2AV/98CObihdiQlCnETQmRU3ULY3Y+jAQr7VUvY404tzVjPVa4QIlUHQ/R4BFVVTBPkUpPgYoyDTFpHcdvHnmwb3rjjrJDw8kO3Q8tQuAby3w3VsPnkXcFAZPIlkT7xziHF558UaJDxQe0O0s0n1nigQsjHXKQO55QYAWRXmWIhOi4Wf3wKWw/tZfPbPuN0YvPrOY5geB54Cd99zN1WPXndM68jKtVos0zbDdvnbOafB4rQSjxSehJVCivGdqqZ80gDcBpwAbsv5y43g+RVsG6GUACkTB3H2gbrpj93mHm6l0WanNDrjxbXeePf9ym/YLx6L+wWbkXmwmrpsZLw6PR0YjOxiL87QR5/0wEMtKI3KoZCIp42DTagAniqjtd+w+b7ZUUL3BP4INt1x279mLh5Y4utCjfbxHejzTeT7AuQEigm3Etl8zdqke5q78tgt456qLDjccyeqG5AQQT5azsmppwDwAk5+5/tHjH7n5wv0dKxJO1u1kbBipG63FI0YLQKsW5o8BpwFrAW/dsuaA5YbkpI7oFaXKNCD3IHfB5BU3P3Yc4NP3vO+J/sAxPV2XuBai2pmpt3NdGziBgvZpwA/yZeOG5UqY/U8AVoGxQNMXbZ1+x3W/Tj935xX/7AIbrdTjTm5MJ2e8k8tpFL3AEWBDN2UNBf1VPw9Mv2YAQ0Dyarrr84/6+2+7+Ik3LPWTUGsTZwO0ddnaEsAcMH7k5eW/oy5FTQDMf+t+X4M4decXfndeeritOwsdsnYfm9rlej9dGm5RBLNjuS/IXycA8BdQj9z1t41Li6ksLuX5YmbtcxQ0xUPnPCtZBcjrBgBgOwS3PbBn427nOk/nLnupNNQbGh0KJip5XQEokIdB7bhvzzkdK1UNo0dxczs0H/rm/yNvBF89vQFFj7/6tvfBhv8A1sxRIjWP4JAAAAAASUVORK5CYII=) 1 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
}
div.testarea{
animation:rwdcur48571 2.6666666666667s linear infinite forwards;
}
