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8.5106382978723%,12.665957446809% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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87.234042553191%,91.389361702128% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGaUlEQVRYheWXa3CU1RnHf+fdS7LJZrNgXC4mS0jXlMZotCgmyFBE0BRsaAs4DAQzDQUrY70Bw7QoKaTRdkyESS0WURmptUSUJinSjOSCqUIKlaXIRCYlF8gSciOXzX0v5/RDgCbZxMDYfvL59L7n/5z/+Z/nPc/znBe+6SZudkKpU9ouXWGd38+JiWGiHPCZTSrWL0WagE8WzBSH/w86ry/+07f+Jrt40J01Ejt0XMUd+Vx59xyWJa/k+afeKKd2E4u/AOxZ89sOM772d0bijyaJSp2mToSZmH/piji+PldG/s8ElDrlIiCz8iLgbSVmepRnDFePzQptXdjrmjiQ+hs5Lv+4DqVOqQE7ANq6wBLhIMLCslH8IoHEa+/nG0g8Xc2Kry0AmAvESiXQEMy/G+6KITP3L3Llh38f3GGpU8YCBUDwgEdQ0wiNbVDlYu145GNmQalTRgM/AZZdaBJxRz5XvFfqwxqmJyUJUhIFVjPNmqbcQEybW2jn6iH7A0VHy3mefMzBgBdPShKPAOU/fECTNySg1Cn1QBbwPKCvbxZk/Vn5qi50u+i/CJoREepg6QOErEkWtg8/U7xZ2NmGPsyNpwnkAOgt/PWlWyJNQeh7PYqObqr6PTyzbrFW9JUCSp3SeDWUyQB9A4K1OxUN9TV1fOaYPsI3BSj4WS5U1TQ/wyeTc0fgtUB0nweqG6DVDXodL25N1X491E8/QlCOxyuSj32p8PtBSmi45ALP5dGiB4DPD/h7xsTzjkKxE+LsYDaRmZ4tG9/eqL0ZIKDUKeOd1azfkFPpIfg2Zky3GOclKCJskbTWN465gN8PSO+omLtHsC9nKXjbaYhIBvuzzLvbsCNlqyws3K41w5AsaGoXqzb83p02xf6d8IWzLOHfmsrqCWY61iQDIbePKcDrB8ToyfT2xwray/uxJm5iSur06CmGb4cEk2sNZV1ABDRBHmXW05eBqwF/N+2o7Ndp4kDqI+EhaTkqRQjQhLo2JQlgwT3APY6E1J0qRdNA067jIYVlLoh6cg01me9R+zJ1QB1s2XlQPrxvpIC+Ac6M3IHJKPJDTcq96iFh02mqYLRdPr5AICXpQPrQ8ZZOoOVQs+XObfvdNZnD5oSZKA+IgCkokDw4CAn4Sk7BsUoY8IFRD5oGeg38EupbFI3toNQgh9kEBh3oNGDSMre7IDD/g434AgTcEo59MEL/NZ2m5vv8YmLOQdWmfL3b8PeAMACCh2aFJ8y7g/Rt7/RB7/l8oMwj9HTqzWCIIH97SEZuQUTMjKXSsetp7fxQXksIDuDcMAGaUCuLTqhPewco1wRYQtUcYG9zOyhPp5ujE4bl+ZYdMkVKka4zmPBDGRUJw3BLjnxu+Vwm1reQt79MLlnxoOYCKDop487UkAZsHibAL0WhTse/rGblujpkByj/QkF/beD3YfDABRmgV+hGxWMmC3r61XeNBv5deFxWaAJj8SlmZb8/8IPrHNceFs4UZ2sb1a76Fuwer7ADdHYL3ijsBDlW94WQIEAb5QABBr0izi7Q6wh2tTBv/e+Ynb1zdzklpusleVglHPCy4Vw9jsY2ldzqhvYuBcoDxkljCggyAoaIMfFf7lWcLn8L6rLBFF2H46XVQ/GAZrRxt9Sfqyer5jLPu1rRu7t6uMsR6st5QrhQgzXnai0I6e4TtlcOKDYtF21mk3KPoIrMP4Y+N2Mx9FSBdXYFk1csx7nYNdRpzHac+LSMrrzA4+GhPBE3jambHwOpBG1ueOOworiiCdwn3YTf71u96NaJi+8T2CYMFiEpBSerFL/I+pOHrjPHMNr2YH9qPyWmgJQc91b88T/lNhBblYIdBxVFr38P+qo7iPr52pjZm/Pvi0X6JfNnRLE3fpqItITCok2NULMdgqZmUP3i9vHW+Eo7VCGj3y2W3t2HpCLprMI6RxGTkTrS74/Fcs5H/5Bq3xGpMN+pMCd4idsTPR7/uFeyRxO1uo4eXr10BayT4sD2I485PuODkX79Hj4NMnCx4kug+wsIjnyVyrV1X1sAgM/Plu4+imbfAUxZzb2jNEe9bvD+sOv9Wgi/v4iop7bcCPcNCXj2x5oPWGLU89q98RF6synwVjzNxtw/fEQkVRtfI+ZXS3B+3zcKVYDd9K/ZnOdkfOxtrJp5O3lGA2d8frDfit1ZzcoXckoKObXw7M1yfrPtP/yojNnnRlWNAAAAAElFTkSuQmCC) 15 15, auto;}
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}
div.testarea{
animation:rwdcur69632 2.35s linear infinite forwards;
}
