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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG0klEQVRYhb2Wy5NUdxXHv7/f/d1nd9/uud3znmEGwgwwjCAmBKMGqDyqomUUraJiyo0LdlZ048KVrig3buLSKv+A1CQVKUlpjAsKq4QQqARCYBgQhgx0Tz+me/px37+HiyEK2lrFZOJ3ee65dT73e373dw7QR4uLF0vNeu1cvVJuLV65tK9fzlaJ9gvq0vEy2eys4zgWI8bO/ztA7K9t61TL2bjdMPxm/cX/lrcVYv2C595715oZHzY8N4NL1265DwDkFwGg9QsOKv9XY3lzDxMh/nLmrBo2tDeXauv+FwHwHw689PROV0gxByWhEYDzdP4PV+/U5ocyQwCgxX5yuY0OtsgReuQI2MsHn5g7dmj2GwDwpwu3OgkXu1POEyllJJXCi/NTSjfN6tWaX7vcxjoA+e0nR52tAGBeMvvltz9YuvhwUNMoNEqlUpAaoRgteRgpeRgpDijBRTmfsc4svL/4w2O7x7zfL5abnweAAMDPvn80np2aMJaW7/Ffv31GP/HCU+pbzx7ESHEAC3/+K7y8i5FSAVf//ilWG01pMNbbcEic5Iqc1t6/fnthky2hADA5Mmgcmp/FM/v3sJ8ff0ERAFJItHs+emEEN5vBWMmDwRhs06TzM9OuZRoeIeTHOiUnFwB5/KsT1qYAXvna3MLtlYqsNFrYNTWOXdsnQSmFZRngUqHZ9WFZBryCi1RIUE3DWMnD9Ngw1TRtp65px155Zu+pJNQ2B/DG364dX11rfnrh6g2EcQKTaeBCoNXxIYSEbRiQUqHVDaCg4GYzGHBzGHBzmBgexL7Z7YbJGM+a+qZawH5wYNeYkmqJCzHEBbdAQCmlDwpS5LMODF1Ho93DQC4Dz82hWHBRb7Vl27KQdWxKmdaotLt8MwDaRHYgNhyqBrJZpjNjzDYNyzJNZExDUkrIQC4Dy9BBoOBmbDimgZSniJOYWIauEiFJpbF2qRv23r1d9dPHBrjVbIrxVLtJLNK+32g99/TemUI+a0NJSRglsC0TTKOglIASIEkSRHECPwhxr7qmbq5U6mEUX4jS8MxmABgAvFetBs8XWM/OhPz68j1MDhU3flC1kaQAcC6QpClSLhCGkbxXb6EbhDxK4kXC+R8LV6rR4xYHHpoFWV1t4wLfXK7Uin4Qk9FSAYQQgBBwLhDGETq9AL0gQhInarXVRjcIzyvBfyFpcG7hXuexv/4RgLxDNJ0wIZTMGTqbGPEK0mCMREmyYXuSwg9C+GGEertHYs5VytOPkyD53VuX7rY3Uxx4aBjdrMXLc278W8aGkkqjue9OuWbtnh5HGMVo93wIIZCkHH6YYGmlAjdrgxHSg248sitMTu74CSh5/X9WleqnKyu3f/OIAwBUPUYcrftXBvLOlGmwL2UtA2mSqjCOSZgk6PkRelGEcr0J2zRiStVrb31wYxGA8jzP9QZHn8/n80dybu4rmqaBMQbXdZHJZOEVS7BsG0pJUI3etzOu0DVS/fdxLNeASChxqt5c/1HNdaRpmJIQ0CjhaPk+/DACF5xzId6kKZbwYAbYtjtNCXknX8hjZucMVmtV+L6P7VPTYIxhbNs0Go06Pvn4MlrN5ok4Tk7Ytru/30bEE54m634o71abMmtb1NAZEs7BOQclBMVC7mKQpr9855OVGgBMTO045bp5d+/cPJIkxmq1Ctu24WZzKA2NgFCCtdoqut0uAKBYLKJUKqFcqbzed9eTsZC9MJLltXXWaHdps9ND1w+RcgEoIGtaTami2mf5BOQ7lNKjI6OjsB0HfuCDMQbHcWA5DkzLRhgESOIYAGBZNlw3DwJytO9OqCAvylR9L5UCQnKodINTfFZQk7Wha/Xg4XfCIMCHH15Ct9NBs9nE3eVlAMDhZw+DUoo7d5dRKBRw4MCTuH9/BbVaDULw/kvpR6u9BoDTqHb7Pe6n01DK5aF/2CISI24GHckRS4W5uT0ghODa4nW4jo28LtBkFLqugxCysZBshfZOj+/TQC+Plzw8MTqMy5GPGk9x9o3TUFLi4KGvY8/UMF597gCu3O/iVi3AjRs3+jvweeTYBoZKOZi1GOAbl6OuaXj5qRl4hSyYwZDyFD2/BynF1gMwRuHYOjTtX+ebUoIdwwVYtgVKKaSUSNMUSqmtacG+6Uk1NjiA1159Cc31LqqNVt88HsUI19pYCglWYqBSLm+NAwo4LaV0F++UDyshILkA0ejGMPtn8QRBEKHa8dFOKMKUQCl1dssP4ez4IA5sH4fuWKBs46ZXUqFXqaPS8XH+ThkhGCJFIbnYv2UAOz3PdfKZw8WM813L1E884oACeJyAC3m+7gcnA84QA/B97ew/AH5EVJbOtGWIAAAAAElFTkSuQmCC) 7 0, auto;}
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26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
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33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFzUlEQVRYhcWWS2xc1RnH/+fc58xcX4/H9tj4QeI0duzEcigJoVStqApWK0QlgxRRCanqootKlWCD1O5YIMSGTYpaVWy7okZNUFNaShcWVQtx7QpHqTOxkzglxuO5M74z45n7Pg8WtqMAEwkmTvPf3e87Ot/v+597HkALFQoLPW7Z+bBc3KgWLi5OtRqzX6KtgppI5zKWNZZOp02V6If/7wCRt/XgdmnDiuoV3XPL03catx9SWwU/fP89c3SwT8/ZGSwuX7V3AcS9AFBaBXul99pApzGh8gB/n/tA9unK2ytOzbsXAF9y4IenDttc8KOQAgoBGEsm/3RpzZnMZ/IAoERevFTHNvbJEfr441B/9Mg3js48OvYdAPjr/NXtmPHxhLFYCBEKKTE9eUBqhlG65HjOUh01AOLpEw+k9wNAzcVjD53998rC7UFFoVAoFVJCKITigZ4c+nty6O/ukpzxjc6MOTd7ofD8zPhA7lxhw70bAAIALz37vWjswJC+cmOdvX52TvvZkyflU999BP3dXZj92z+Q67TR35PFpWufYLPiCl1VmzsO8VeZJOeVC5evz7a5JBQAhvt79Ucnx/DY8Qn1V6eflASA4AL1podmEMK2MhjoyUFXVaQMg06OHrRNQ88RQn6hUfLqLCBOf2vIbAvguW8fnb1+syiKlSqOHBjEkZFhUEphmjqYkHAbHkxTRy5rI+ECVFEw0JPDwYE+qijKYU1RZp577Ng7caC0B/DWv5ZPb265n8xfuoIgimGoChjnqG574FwgpesQQqLa8CEhYVsZdNkd6LI7MNTXi6mxEd1QVWYZWltLoP74m0cGpJArjPM848wEAaWU7hak6LTS0DUNlXoTXR0Z5OwOdGdtlKt1UTdNWOkUpapSKdYbrB0AZcjqivQ0lV2WpWqqPpAydNM0DGQMXVBKSFdHBqaugUDCzqSQNnQkLEEUR8TUNRlzQYqVrcVG0HzveslLvjbAVdflg4mySkxS/7RS/f6pY6PZTisFKQRRKUHKNKAqFJQSUALEcYwwiuH5AdZLW3L1ZrEchNF8mARz7QCoAPB+qeQ/kVWbqUzALt9Yx3C+e2eDyp1BEgBjHHGSIGEcQRCK9XIVDT9gYRwVCGN/yV4shV+3+C0AAHDqdZFJeHxu7oI4NvIgPTkxAkoIsFs8iEI0vABRnEAkbG+LzkvOXhaK/9Ht50DfyPhZEDLTqqAEXnSuX/713vetazYUyXqSJL9v+P68U62h4QVCCIkgjBCEIcIoQRBGaPoBNtw6ZUJASlGLg2R59qP1trr/nAOrTnTjqB29qar5uFhxp9Y2HHP84CCCMEK96YFzjjhh8IIYKzeLsK0UVEKa0PRbTeQPTbxAgDNTz55Gz+gYjufzUOhOOmQM1TDE4rvnzxDgjBDsePnG6sXbHxpieRu1q2vOm1EU/6HkVkWlWhO+H4gojuGFIeoNH40ggBeEYIzHQvLfnF0sOO12/zkH9iC2gJBL/k7Zrf3UsdPC0A1BCGgYM1Q9b6c4Z4xx/jZNsAJA9B4cnaJUXRo+eQqjT0zjUDaLrGmi5HlgQqDkeaisruDiH2dx4qmn8fwrr+Hd376xRKna8kXEYpbENS8Q/yu5wkqZVNdUxIyBMQZKCLqzHQt+krz85//evKvuWzmwY0PERZOHYmOrpuZ2DyIpJaSUgAQsw3T9ZOtLxatXCrhSKuFKizl1RcHk6ASi1WtYWr2G0HXvDCAhFkQin0kEBxcMMtn5VfhunijCyS+X/XY6/qJaAny82awAOI9So61J86SGFEK88btpCEkx8/MlqD29sE+cBPN9sCgCKW8CUXjvnttfVeRuJ+g7NCHzg0P4yUu/RNF1seY4KC8uwC9tAgCopmF4+gcQSYK42cT6x/+Bs1JAq3PgvuiuHQCAvXMgPzaOoYcehm5ZoJq2k5QSYa2G+qfruPbPD+58F9wv7YsDe9q7C1ompTxXWis888XwfXfgM5EO/zsVlW9wAAAAAElFTkSuQmCC) 7 0, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
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93.333333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 7 0, auto;}
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}
div.testarea{
animation:rwdcur153244 10.5s linear infinite forwards;
}
