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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4UlEQVRYhe2VwUrrQBSGv8Taq1ECWhRXakFBEVyJj+ADuLtUV77AfYGuBN36DNLiRnwId4K4EIpCxepKUFwobaht7NxFM3GaxGTSC3IX+SAw/XvOnMM5M2cgIyMjo4/wvh/HAEStXgZgbXlfaj+GCVAsrlAsrkhtTtNXxNha3v9bOgkYVq4EgONWAZ40E5C2mwHNBlq6G5hy0Wjc0mjcpogN7qUDcMHXGRLAm6drkZMLpQX6zhsWrU4lrOctJq1Jmk4zcQ8z0SKGVqfC2MhvFvKvAP661amA2dXaw69A2vIn0Wx+pEtgmBYAtD9PeOwU+HW9TXu9v05DqAXeTBAaHxP5Hd/vY/3MX3u6AZwnJZCLEmv18kBFZHtU7f7+Rg0WRA6z9lAJ6GAY/Rje7ADAHtvFdXupJunQCQSxciVMk720fv90DYP0ehyn9RmogBzJktlZm+fn9wHNcausLv3h8eHF16amJxgdHaHb/YwNdnp68O2LK2r1cvBJFrV6Wdj2eEhbWJwJaZ6vVkvVRPwWRM0B0wjfaV07XWLPQE+8hrSoiRlllzoBZWP/jTeNAhdXh6C0RqnAvGp3c3cEoPcARCActyoctxo6B8HfCXZat0o9A+rQEBFaZLKadrGBM/4b/gKtQ7fccaCRTQAAAABJRU5ErkJggg==) 29 25, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABs0lEQVRYhe2VP0vDQBiHn9S2hv5xUaGCtBREFMSxH8RNEOno6G5Hwc3PIKHg1NXFT6CDg1bQLEUQFMQpTQkGPYcm4cw1bUQaFfLAweWXl/u9uffuDaSkpKQMEd5IHA0QXbMFwMbqoa8lRhagXl+TtQrwnFQC/tcK220DUMztyPrUyfqTXu8uKc/RCYTKkBiZX3GV+NclEMASo29MAbCJcZiVEng9QUSMME9AI6TNeeaxUK6hXwp5R3zNa1QBb5d98o2SsqikT9yB7KQAGT9JGPaLfKOE5RhKXF4vUdALDJzBxDV/dAssx0Cf2aamvwIEc8sxIOPGWmNq13AwiJfAlxJ4bThgcbHMy4v1RbPdNusr+8Gz837KgzPP7PUWzuZwHkWncxT5xxVdsxU+6aJrtkS5rCtatbbga8JyDGUAovnYjzSTExnbBzKa+jWhOK2s7ypGzcd+lLfqMe7lh3gNS1oxt8PZ+R7SLmgAN/cHfkwO4GS5FOuPGiQgteJK8FKb5+LqCEJNSNqFqhx7ax4DuHHNZYTttoXttpVzEDaPETvxZslnQM5UjNAiE/5G7EjjlD/DJ+UStw1/tX5kAAAAAElFTkSuQmCC) 29 25, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 29 25, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 29 25, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 29 25, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 29 25, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 29 25, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 29 25, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 29 25, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+klEQVRYhe2Vz2sTQRTHPxOTdNlki6EWWrAthVIUpMf8Db1akKKUggfBW3tX6EXw5j/QWwiIF48iePDkQQ8e+gNsLrVQ8EcpVeIua7c6HrKzTGa22YBkq5APDMw+HvPevjfvOzBkyJAhHWS8ckcAcqf1EIAb84+ULTeKALOz13TbBPA5rwTU30o/agJQKa3o9oFTVJv9/Q95xUxPwGhDbhQuJKrGf90CCUySPjEu4NPHZbZaEGuCPGeZfALqhm00Dt4X1hiqVugVUbZYqBJO3/2gXK9ah2r2zAoUsxx0VJLQ0YtyvUo7bFh+ZaeK67gEYZB55l9NQTts4Fy6zYxzDJDs22EDClFfZwxsDIPATuDk5J51j7paEMtwwvi4x9FRu8vmR02uz60n3+GvpxyEY4xsLREudPa9MJNIKqDpgIgXr9+s4XlOl03385zV5KCfC8+T/ah7l+XDYMoMXqttilptU+j7njpQEPbfGH7Cc1atst78+HXy2VW3rxe15x34LY9Nk6iUVnjx6j7TM1dUYAGwvfdA+ZRkceQ0K7BqRVoLJpLsxBhv3z8GQ4S0KkzrvrutJwBRJYjOshJQrVBIP2pKP2qaipemgFm+hTsH3y7f2vliK1SMfhH1LGSK7TwyfRdbsvxyXnS1Im0MB8ry4fc5NjYu/Mn/t/kD5rq10epa4IEAAAAASUVORK5CYII=) 29 25, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 29 25, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB90lEQVRYhe2WMW/TQBiGH7tGOKgyChnKVFQpAzB06MBP4AewoFZiQswgfkArsTAzd2MwG38BCcGQpQND1aEoICEhRaqqmqIzsZ3rEN9xiS/xuUVZyCNZOb/+7u7V98XfGZYsWbJkjCyvheMB8vB4F4D73VdKWyhSFLEURayycNt13pzYG+Xzh3WL+IDXWtkBQBQxwE9HAyr2wZQWAb9dFwjUoN8/arDvmNFBir8V9mbozQxsbNxtbMDfChF5XNWDkGg1IjlP6tdovKuByGPClW3uBCcAeizyGPzMaY0rlWAeSSKaGbhMCQDS4h3f8w7Xvzwi3RyPm1ApQdkTpMNFK9jR8/5svtfjUveAj3UGApt4eLw7kRFVHptmmjBQzSy9lIEmlL0DgCh8QpYVjTrpld4Ck3Ezk0+bzvtnBgCybPR23vPT02dyeqzSJUURo1qyYm3tJoNBgpR/D0pRxNzrvuBbf6C1W51Vzn+lDIf5NSB3MaDQGTD6gKeMffj8nChqTWi2uE+9lwyHM/fVtNv7Xru975n32oCtD/he9Z12jXMxAzX/gZE8qWi2jmmLq0OVw1YCfcb7XofewWswvpaMDKybcUdf3wDUHgBqY7MUUP0o0fr0fU3czIza3gCY/PySFs2Ga5x184Xy+MdZl709nRVlZPr3/+YCQQPdDeMmg2kAAAAASUVORK5CYII=) 29 25, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 29 25, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 29 25, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 29 25, auto;}
}
div.testarea{
animation:rwdcur150883 2.25s linear infinite forwards;
}
