@keyframes rwdcur255777 {
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7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIl0lEQVRYhc1Xe3BU5RX/fd993+xuNpvNO4QQDaU+EG2kEpXSsVWqFR+MaEhrQccHWloHo6gzotZHsbWgqFMfNXS0GLBIR2x9YKVUW0QEymsiQgIYwi67bDb7vI+9935f/1BigtlRh5lOz8yd+e495zu/33fOuefcC/y/iu+Se5q0tkf0E/WjXvOAXDJ9wfhierGoQlCfAFeeB7AWALQ7XtaJbTdJfZHJXCJnQg+cwigJglBKPC8D09pDHWeXO7Z2E3fdHuOp61MAQLXS00SD/15rW3yu2XWX+7UIqJfeXclktZWa9l4Aa33XPSXSaPwJrzR4nnnulCZWFpS5XwcXRIAAcD3QvDmVpjOu2HeoXzwS2+67/ukbci/cmiA5p4VrpROR2D8JwJbjscjxD0p+sqRSKPClZk39bCU1EGE838zLqwwxGn0nP2vmD1hVCFBFQBIA+vl2xgGXAZYDmjagvf5OH7GsUz0vmxML0j+tmvqp2qGD73HCbsq+snDPcDw6/MbXtqRRzFtP2mXll7v1NXDHNtSS+NFWc+m1YCJZIWbTFqpKIDg25H0HoGzeAfXD/0D+uAdCPgeEdFBug0YPrcx1zssheqTRq66a7NXXwqqua6WMPOuf+etJ+rXLhnAJAChTZtfqNWcsZwJtNWrG+Lz6WvCGahBNgm/1ay+6ZcGbYFthwS48S1RVRCqziQvCvzmlEULBwHgYIJOJrpzLKa1mwDymqtul/iP3GFdc8rAnq8ChGIT+KLT+Ty3Rdbbb2ch8Y90TW0QAIBPOThRE7T4Sj7QoscPtTOCTCnXlqtdQC6+h7iwyMNjIAoG9zLJuhyAk2ISTEub9Vxyfvff0u1c9RwyzgalqD81kwgj6v++d2gDaG4cci7pC7HAPScdXuJXVG1nZyXtGrQF93vNUHEyfjILdzstKz+MV4VPYhrfuMzb98bnRCraY6D9dciENBp8FeITGjm4iVFzhBgO788/cWChaA1r7wz5iGmpmZcdep67qAY+gjcSTc6XwSTu/CTgAEEHqI5b9S1ZwrnZqqhamV3ZsI57rlsxZGhxhd2yh3tGlSoejT3O/b5qQSq1xw6EuVqJ3m7+ZbX1T8BGHumuVSDK5k8VIbAavrLiaJONJt6q83Xj65jgwrA+QrNHE9MA55mXTmyjsDnXd+9OpYdwAYNOJEKBGvkkw8k+ac6+c5ik+UdnwQZzY+VMAxIFhKZCPRCa5zY1NvFSHO34MULCTnHsHTwQcADwZ/dyx4m5zg8hCfriNDZVSf/SCY/qhCHhEPp2FgipXRNCsAZqztnjjxsSLOdbueSEo9sUvBJV0tyH8lvnQnCOj2VmPXWfI1z7+DyFydLZbEQYrDYAr+qRj+qEI0BJ1PPPpgCxAiA0AHB+ZD1zJRgVftEIXc96b1rwrV5kLZi4XiPRBydzf1Rcjywk2C/1RQKLgugqm601fIgBBDEIUAUpADBMgpOjp6d7oWYXpLec45zTDndgIa9Z5jbRALi5mDyIkad5iAAEEAZDEgLL0XTqSADgD5wAHQAgATkf3BnAZFjEsBsYAzkHyNhhlRlEC4BSUAuD4HIOBfxbcL6ah6ybhuADj4L4SMA+1xdyxsaGd8psfrQHjl3NdFpV3d2xy6sJvFLV3vUrm0yg4ANcDcQoZe8EP2YgIELuwh2bzgO3CrSoHETBFvXf1qOPaevC6gjsm3C69veW7ypqN57tlvgvMxXOSxQhQjla3oRZwPNC8CWKYQxPxi7cgFNxBE8kcKbg+HvaDVYRa6GC6HsDB0Zwa97cXAGwrBnpMtDu7gkhlLvBqy4EBEySVZsQytg6RGwqTLGyX9u/fS2NJyO/vsmgmnyMgoa8C+Cohlh0ihlVQ3tueEyIDkHoP9Dt11RuO6YciwFSljx5NrNP/8kaC5I1VXmXo70xR+k+UAFfVg57PmS9t2DhVdtlVPDtYcKrKh1IwYhpqC7tgPtr22Xp+p0ptp1E6OjDNc72+7Ov3Fi2y0cR/yaLJgqy1OtUVG7hV2G8svyUDAFrHCmo+1j7UX778SXbzc7owmJ7KJbmNja05C4pSTw4enp/rvOVP34SA72fLpqGifAUrDxjCtk92E8q7OKHrsytvTwy3IwCgXfOgLlJtOkmnvudV1M1yG+qrnZbTwRor4Hvh1S08m7+K+Uv66b7uyRjXnOAC6zOW3TBiSmqL1og0lamF5zYwTdlGkgOiYBVeyt1xywwSz0DcuhvS/k9TNHZoLXz+tz2RvGW81JEUAYB/siVAx519KVf90xx/abXjDwJ5G8K+CGg8sdkNh/ppNtdEGk5ayssCqtjTs9M/+/EPiUCOgIBxeGFyKPodVuafyGUlRHP5ufnO2zaWXvXoO+KOnhluiR+O7gcvLQtq6fTFxLJ1L9W3G0ByRApK2pf6hELhPre0/EZr/PiAnEww4ePtU/Kv/Wqzb8bi2+xrfvRb5+xvi8R2QBMpUMP8rHFpKrxwEFyVIfRGoHW++kxudcc8fe6ySuiBfVZTc0Dq7bXUWGy1w/O3G2vuH2rzwnACzq63C0LrzA/EdKqUe5gixaK9zKcuUs+cwYkqP2VPmFAHD+AuB9c1sIAfzO8HUxTA9kDSJrjpQorGGqXTL3reWP7zAbW+5XwOqVmP9K1linRb/s93x4ZjjiAAAM62vxXIxIs3aunUHFqwOnNdC9fLLZcSatsVUs8BmQxkfDSZVchgjpBEGjQ+CCE6APHAYSZ192a1zVt3UdN4gyjy+sLWv9raGT+GlB68yAWflXvlzk+Pxxu91a5ckFMve2i96y/ZCAC5P8xjWsfLj1DL6pRikdOE7u7xniR8i4hyCCCUu4UU9VivFy7bwwJ6N1PL+8zFs1wAcEuUneLR3L9QFtw7GlbRf0OP0Fu5KA1NOPOx2QxA5PNrXbF9xwsXxG5PVtryL/7i627538p/AZWr6I7qWBDnAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHiklEQVRYheVXbXBU1Rl+zrl37967u9lslt3NZgkhxATSDEgGW0r4qApMbaWAbVGgU4WiKLFanAF/OH4AZTqWqtWWAYqt9IOhyiCFKUUtnUFBAhmwCBEZCElADWGTbDabze792HvuOf1BCUHyQWf6z/PvzH3u8zznOee+9z3AV32QWwV6VrzuI7JULl+OT+EuMoFo/ipOiR+EgnInLXTjHLXZaVZcWC8c3qRvfiTzfzPgWbRelW33G2xkdDIbPbqUF/hl4fVAyNJVEuaAZHXQ7jSTP/v8ktwWP8kU62H9r88Na0IaDuBd8tpsevH8dFFUPNOYe89EVjGK8uIwRGE+RNgPEcqDCPnBwwVwikLUiRUF5UutFmn6NOOauTRin363eSh+eTgDNNk1hYwYfTe6OnbIZmZyLlwoS4keSC0doL29AACe54MTK4QTzocUb2eko207DZUs5onuOgAHhuIfcgu8K7aWwMgdE/5gRGo6Owex2CpCKRPpbB0kWg9COwAOQETgiMnE55kmIDyk+cIGNv4b+0lvKgFNqcluWX7pf07AW7u1lCbTrxhTp8fgc0O7/MXXuaauFLLcwUdGk+ba79+A19btPUh7egNwnCgtKJpn314pc8OOeo4eedVb+/qq7JZHW24pgcB9v/gOF3yGEypcZk2cEHXGjQYifni3vVXPIe7XNy5vHSo17YltMcr4Ln3Foqno6IV0/jO4TzfEpc72bZTQutTeZ9/pj6f9J56HNvg5MyOUiyoocoC4JCDsg4hqYNVfK5e7equGEgcAV7K70pk0bqwo1ICQD8RFIRR3kIKOF4JEtIde8vfH922B9uhmvxTvfIPHiiuR6NxJW5q3asmucnHy5Hw24bZKPipcLIS5EMMcKqHbC0XYF9LePtjqamhuRDqzh3ekGnm+r5pHQytd7Zfnk9rNS/Qtj6dvMEAkd7lTUjbJmHN3meQYVdr+9+sdmdYKKr9Fm1rLXUdP/xAmKxsuAcKtgHvnwV874eAux6M2Cc0dlfJ9m4y5M6c7soeqB94PwLHGAvjoBgOueHyqceeMEhHwgoXCFG/rKe5VW42NjyQBJADUDycOAOm/r1nYf66u/jOjOkvb40ooukyw0jEl2uFD028ywGX3RB7Il6HKkBI9IDmnTpRGkoMJac/9KShfjN8LJuCMKXpP/+XSxEA48+Ulqbylv/1Q6kx9z/H4wAv8FIo28drz64fQq40VXg1wSZCutAOEHjfX/mBg8We2B2RLHDKfWrDdfPqB7ZLAIc8z24ODmSWMHZfa2gEXBfdo4Ko69mYDsuwXsgwQApI1gauxDzikxst3WfOmjLfvuA32pDJY99VUSY1tMwfDC0ITJGsClACyBMhy35fQvxBxQAACACEQ5MZP9AZClepENwHOr64wY4Er0AfDA6Cg5Cq3uKb1JQPEtlPEZoAQEHkeCAcxACcHYuMVRUfce+oPkKw1GwRQ/nXqA7s0dnhQw0JEhc8DCAHCGGDbqevOrhkwzLMkowM5BywWBRFsmvr8rgFTMNY+qLOi4Hxl77EaZXddDQv75xgvPjjgr9e9bg/A+DRnZBTIOSAZHcQ0zt6UgDCtj2lXKgeLKbzQC1Hgn0K70xEA8WsYb+1mNbvlcRMA9DULTQDHvyzofXKrmt34mNm3wmRPBPm+6U4oD2jXQZMpRizz45sMOCWFx10tLS1O2ahK+XxThhp2GpRFvE9u80vdPdWQpcWksycI4M7BogYAV1tyv/8nv8kgx3cwv9ZA02mZQsq4P2zIMH+Bz9Xc0sJi0b6acr0OqO4mua39oGf3P84g27OP2DAlxfWwExlxlzmjugx5is/9x/deG0ocAByqnLTun7UaWXum68TZS9Lllg/g4E3lzZ27lVBsPiASrCjSdA3f1xGxo3uYfO+yd+TWtkIqST+zK8b91Jj1rW9as6cUOpUjFaXuTBsM4+f2iX2fD2VAnvVAlghyj/XdmpBdXhFh4dhk2M4CV68+jli5PXbFmBeMX/0o17dF/V/WNyyCUxKrd4T5qpToOCW1dYDEe0DiOuRPms+Byo3DJQAqNcqfNJ8j8SxIew/olQ5Iic4GR5ivOMVFR40XF/L+8EE7Iu+KrUG5s3udXlPzBLwa1H++u9KxMh+R8qo4D+S1GusX5Prj1Rd2K1JPbzEunIkSRa22vj1vEwwTnmNHf8fCBc9mtzw2YFkfpiX7fZBks3XC6y/Fqfr5ZPLUDfC4OUkkG5DNnSAUHQAgKI9A0e4QIwK3wzRkeqbhaWds9T6SybQKv1qT3bx80Ko6bFueN3fNU5S6ZjiS+9/mj+euZ+PLKLFykBLdILoFABCaCiccgHArkD+9yNW//G2NxNkEzviJ3v1rXh6Kf9iuGMHQEd7ZdYmEwxs4XJS09UAoElhePpD/3yPEOdCbA+nSwYWLYkRwiXOldRWJROJDk9/ixcS3bJNCLWudcLnvskeNquTBAj/3+2j/iwntzXCa7E67vmg9R2zrMFfV5zN/qM0NQ33rVzNt9Q6ZmlaMmGaV3JWq5C6pArI7AACC5VLUcS7wYOAc19SzXFPbjA2L2a1yf7XHfwBfkUube/JozAAAAABJRU5ErkJggg==) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur255777 1.3333333333333s linear infinite forwards;
}
