@keyframes rwdcur27582 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQklEQVRYhe2UXUhTYRzGnznn1LVlOtvUuWpHXUFOURo1DCpDWjALqRxFUhclFRK7iD4g6CaEbryQURGmfUCtxKLVxZYfYRClWEt0OLPZcDrT6bbO8WNfZ10VUemqbd7k7/Llfd7n93L+5wWW+d9hLlWRSqXic7lcn8PhoH9cj4918Y6aHZKCTQXH2C62mOwgT6EH7iURUNYoJZIiySkigziYFEwSdvV1nX/x+IX7531RF1BVqcQ5W3I0/LV8tSAkENIzNMwj5sHRD6M3f7c/agLFxcXxudty9wrzhRfTE9JlUo4UxBoC+nY9Rj+O3jA+Mk7ETOBC3YVdiamJGoqiyjAOlB4vhXyVHCRIjJAjdg/lub9QNmKB/Uf2F+asz9F5Pnt4cdlxqFZVgw8+AOCZ6RmcQ856Y6PRHjMBRYViG+2leWmcNGxVbf1e7oEHhqeGQWqEalosHxepgJvhXldUUARCTGCyYxKzmAUANE40gk6kF/z2UROwPbfVZ4uzexVyBZgBJpo7m9GKVgS7goNkL3k7XD7il9D0xjQt3SB9nb8xX5FAJAi657ox6Zik5+fmL2vPaNvC5RmRCnyjsqZSItssq7Z9trmCvuCrhnMNnX+S+2OByupKGX8Nf2eIFUq2W+0Pnlx9Mvjvun+J5pamyjpjdTlDzpDurS5Ue6/2/Z5DezZG4+ywM1B2uGz1lUtXGsUscZbFYgHHz0EqJ1WwMnNlCYvLare8s0xFIhD2LzirOXsgE5l5fvgxQ86Am8xFljALRDYhK9xeeCKS8rACR08eFWWIMmrcQTfaXraBwWCAncQGSZGY9kyDEYp8hhd9CUv2lZwesg7ljQ+Pgx3PRsqqFPT09aDf1o8AKzA2bBq+EzMB9Um1KCU1RU27aHjjvfD7/BjoGsDU7BQYPIbROeys1Wl1b2MmIC2Rng64AiJeMg++gA9jvjG4mW4rNU1pzZ3ma3q9fjbS8gUFSstLVwt4ggMr2CvATGJinj1vN78zay3tliZDi2E8GsWLCuQW5h5M46SJJ75MWK3dVu3Ap4H7D+sejkWz+Bu/jHG5ujxTvlt+3Tvlfdnf03+75W5LVG8cFqVSyauoqBAtaeky/zVfAYhyQGita0PaAAAAAElFTkSuQmCC) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVklEQVRYhe2UX0gUaxjGn53RWRt2XZfV0Wan9W+6ImV7SKISE8RqyDYKLOvQEQ9dSFRCXUREFERX3SThRUF/MBTpYouIqCWs02FLpC0rdXFL40zbzijttuvarOk0dtFNHNpWmNWbei4/3pfn97zv933Ab/3qIhfLiG/ks03VphnRK6rfn6cttHGds46prKrcweQza/t6+9q88EYWBYDfx3PWSuvfDqujuaS0pOhh78PjN6/ejPy/LuUA9c56ll3PHly6bOlfFUwFW768HEMTQwHPY0/nj+pTBtDQ2sAWVBTso9Kp5tzM3CL7MjvsJXYElSAe3H/Q/qjnUWDBAE50nmg1WoxHKJUqyYhngMliUFZYhthUDP3+/kDQH+xJ1KsZoPlQ8x80TbebZ8wUTdIgMggUFhRClmUMjAzg6T9P291X3D9MDwCEVgAqh6oWXguUHJYxp8zByloxhzkIogC/5A9EA9GE6YEUTGDj1o3FiqogNhyD8llBfDoOlVShEAqiH6Pt7p7E6YEUTEA3oTvvcDheltWWgaZp0Bk0CBAIhAMDwgvhYrJ+zT/h9WvXw2JM7NOb9et0pC5XDIkIRoLK6NvRk11nu54sOAAA+J74JEql7peuL00LT4RdQ31DZy6cunBjPr26+RQ1NjYSlI2yW8otDUaD0eJ1ey/dvXzXrw37m+Z1CVfsWnGAyWZOkzNkpmpWoduj20x8Jv6803VnUCtA0hVsb93OOGodHYaIwZpnzINtiQ1FBUW5CqdUG9OMvSPPR0JaAJK+gjUNa3bmmfLsFrMFOZYc5NvyoY/qYYBh5ar6VS1azIEkK2jZ38Lt3bL3IPWFgsqp8D7zQp6WMRmbhCRIGJ8af6UV4KcTqNlW08aCLc0msxGX41BVFcJ7AZ9mPmHThk3TelH/bMEAmg43cVw+1+R770N0NgpJkiDPyiheWwyynBzzf/AfY/Ws5peQcAWra1a3qbMqF4lGEAqF8EZ6g3F5fOzd83cdntuebtc5l6TVPCGAc7eTsVlsO9OVdATjQYxKo2PiW7HD5/F133PdS4nxTwGqaqv2mIwm2/B/w2P9//Z3TE1OdbsupiZxUgBnk5PNMmfVuW+5jw4ODHamOnFS8Tyfye/guUU1/a1fWl8BJsVA/PflfzgAAAAASUVORK5CYII=) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQklEQVRYhe2UXUhTYRzGnznn1LVlOtvUuWpHXUFOURo1DCpDWjALqRxFUhclFRK7iD4g6CaEbryQURGmfUCtxKLVxZYfYRClWEt0OLPZcDrT6bbO8WNfZ10VUemqbd7k7/Llfd7n93L+5wWW+d9hLlWRSqXic7lcn8PhoH9cj4918Y6aHZKCTQXH2C62mOwgT6EH7iURUNYoJZIiySkigziYFEwSdvV1nX/x+IX7531RF1BVqcQ5W3I0/LV8tSAkENIzNMwj5sHRD6M3f7c/agLFxcXxudty9wrzhRfTE9JlUo4UxBoC+nY9Rj+O3jA+Mk7ETOBC3YVdiamJGoqiyjAOlB4vhXyVHCRIjJAjdg/lub9QNmKB/Uf2F+asz9F5Pnt4cdlxqFZVgw8+AOCZ6RmcQ856Y6PRHjMBRYViG+2leWmcNGxVbf1e7oEHhqeGQWqEalosHxepgJvhXldUUARCTGCyYxKzmAUANE40gk6kF/z2UROwPbfVZ4uzexVyBZgBJpo7m9GKVgS7goNkL3k7XD7il9D0xjQt3SB9nb8xX5FAJAi657ox6Zik5+fmL2vPaNvC5RmRCnyjsqZSItssq7Z9trmCvuCrhnMNnX+S+2OByupKGX8Nf2eIFUq2W+0Pnlx9Mvjvun+J5pamyjpjdTlDzpDurS5Ue6/2/Z5DezZG4+ywM1B2uGz1lUtXGsUscZbFYgHHz0EqJ1WwMnNlCYvLare8s0xFIhD2LzirOXsgE5l5fvgxQ86Am8xFljALRDYhK9xeeCKS8rACR08eFWWIMmrcQTfaXraBwWCAncQGSZGY9kyDEYp8hhd9CUv2lZwesg7ljQ+Pgx3PRsqqFPT09aDf1o8AKzA2bBq+EzMB9Um1KCU1RU27aHjjvfD7/BjoGsDU7BQYPIbROeys1Wl1b2MmIC2Rng64AiJeMg++gA9jvjG4mW4rNU1pzZ3ma3q9fjbS8gUFSstLVwt4ggMr2CvATGJinj1vN78zay3tliZDi2E8GsWLCuQW5h5M46SJJ75MWK3dVu3Ap4H7D+sejkWz+Bu/jHG5ujxTvlt+3Tvlfdnf03+75W5LVG8cFqVSyauoqBAtaeky/zVfAYhyQGita0PaAAAAAElFTkSuQmCC) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQklEQVRYhe2UXUhTYRzGnznn1LVlOtvUuWpHXUFOURo1DCpDWjALqRxFUhclFRK7iD4g6CaEbryQURGmfUCtxKLVxZYfYRClWEt0OLPZcDrT6bbO8WNfZ10VUemqbd7k7/Llfd7n93L+5wWW+d9hLlWRSqXic7lcn8PhoH9cj4918Y6aHZKCTQXH2C62mOwgT6EH7iURUNYoJZIiySkigziYFEwSdvV1nX/x+IX7531RF1BVqcQ5W3I0/LV8tSAkENIzNMwj5sHRD6M3f7c/agLFxcXxudty9wrzhRfTE9JlUo4UxBoC+nY9Rj+O3jA+Mk7ETOBC3YVdiamJGoqiyjAOlB4vhXyVHCRIjJAjdg/lub9QNmKB/Uf2F+asz9F5Pnt4cdlxqFZVgw8+AOCZ6RmcQ856Y6PRHjMBRYViG+2leWmcNGxVbf1e7oEHhqeGQWqEalosHxepgJvhXldUUARCTGCyYxKzmAUANE40gk6kF/z2UROwPbfVZ4uzexVyBZgBJpo7m9GKVgS7goNkL3k7XD7il9D0xjQt3SB9nb8xX5FAJAi657ox6Zik5+fmL2vPaNvC5RmRCnyjsqZSItssq7Z9trmCvuCrhnMNnX+S+2OByupKGX8Nf2eIFUq2W+0Pnlx9Mvjvun+J5pamyjpjdTlDzpDurS5Ue6/2/Z5DezZG4+ywM1B2uGz1lUtXGsUscZbFYgHHz0EqJ1WwMnNlCYvLare8s0xFIhD2LzirOXsgE5l5fvgxQ86Am8xFljALRDYhK9xeeCKS8rACR08eFWWIMmrcQTfaXraBwWCAncQGSZGY9kyDEYp8hhd9CUv2lZwesg7ljQ+Pgx3PRsqqFPT09aDf1o8AKzA2bBq+EzMB9Um1KCU1RU27aHjjvfD7/BjoGsDU7BQYPIbROeys1Wl1b2MmIC2Rng64AiJeMg++gA9jvjG4mW4rNU1pzZ3ma3q9fjbS8gUFSstLVwt4ggMr2CvATGJinj1vN78zay3tliZDi2E8GsWLCuQW5h5M46SJJ75MWK3dVu3Ap4H7D+sejkWz+Bu/jHG5ujxTvlt+3Tvlfdnf03+75W5LVG8cFqVSyauoqBAtaeky/zVfAYhyQGita0PaAAAAAElFTkSuQmCC) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPElEQVRYhe2Ua0hTYRjH/2etcWw53CmnzNl02fGaWFZaRA2iwZJJaRcxCqIiSiL6FH0o/FAU9DFoXbHCgiLKLlB2kaWgqRU4WpddnNNsK9txenbLztnpUxFdtNiZX+r/8eV53t/v4eV9gP/51zNlskAmk2lmcnLymNfrjX1/Lk00WL9NrykpK9me9Ckph33I1uEZApMiYNxt1OWacutKqJIaBKC23LPsszRZAj/WiS5QUVuhUy9U1+WU5tRm52WnSxwSdFg7rK9sr07+ql40gcJ1hbIyXdlm3RzdfiqF0qUT6aCGKHS7u+F2ui913u0cTZjAgYYDNcok5Q4ZZHpJTILMjEysKF+BMMK43XbbHvQGz/+uN26B6h3VCxTTFA3UVIrkeA4FGwqwGIsBAB32DjhsjjP3b9z/kDAB/Ur9EkIgSCkhhXat9hscAJpamuzRt9GL4/VL4hUIyoKz5XI5SCkJf7MfPHgAwAu8gC/gG3d6UQSYLub4vLJ5VlWBCiNDI7j85DKGMYx2e7ud9JDjTg+IsAnbW9uZVE3qE3o5vYQupdNsYzZYo9ZY3+u+w+a95kcJFwCA1rutPpInH8qmy6S2p7brbqv70ImNJ678SS/xJ0X19fUSR9ixKCU1ZZlACDNGXaPnGs2N9vi0/yKnW07v6hf6Pw0Kg8LRB0eFg7cO9qzauKpIjLsnfALDJoPKtMZkjvljad5eLxRRBYqyitJIJbmUIIgW50unPx6BCX9B1eqq9fOz5+d9/PAR4dEwtDla0Pk0MtQZxboK3c544MAEi2jLri0aUkrufmN7g9jnGDieAxthIfgE+AN+CJzwy/0umkBWadYenuBpUkaC53iEoiH0PO6BXC4HT/LMgGXgZsIETOtMsziOq1HKlYhEI2AjLFyDLoTGQjE2wl5jQoz5TuOd5wkToLKo9aoUlUabqcUQMwTPiAcMx/QOvx0+0nCs4Wy84HEFDAaDKj8vf2txbjGCn4Nws+53A4MDx52dzvPN15t9YsF/K0CX07VzC+fm9b3v63V5XGc8/Z6rFw5d6BUT/DU/bcLKykp1+eryU5GRSFtXW9dFsSeeMEajUWGsMmomFfo//3S+AJISSiQMhim5AAAAAElFTkSuQmCC) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADU0lEQVRYhe2UX0iTexjHv+5d29K922n/3vfd9m7NHZaCf3BxYkR1Y0iDgzTh4E7enHOQQx6Rw6GL8KIuu4kuRgxKqCMS4VVIlKDEIoODzqahW2na5OS7Oc2G2qZz77vWRQQRrQnv9Ka+lz+eh+/neb6/3w/4rm9dxF4ZuX9x69T71dmlpaV3n55Ld924zW2ucdZ4NSpN7dj9sb9DodDangCc7jpdybrYzjqmzstoGGNgKNA9MDCw9nldyQHcre5Ks8vcabaYz9Raa2lKRWFifoILT4Zvfam+ZADNvzYbbCds/1T8UPEbJadou94ORs1g7vUcxkbHfMP9w9yuAVy8cbFda9V2Kfcp6/LreejKdaC0FDYzm4hwEW5lcaW/UK9ogPYL7U7yAOkn06RMXiaHTCYDQzHI5/NYXF3EwvMF3/C/X54eACRiARS04hj3ipPxKR5EGQETY4JcIUcGGcwkZ7iV54WnB0qwgfpD9fasJAtFUgEhI2A7sw1SRSJLZJFcT14tlP1Hid7Ak6EnV5WMcop20pBKpci9y2Gb30b8TfxFLBjrLdYv+icM/RdKshQ7anFajm4Sm1TkWQSx9dhGfCV+5Xr39Qe7DgAAwYfBRA65B5SFEpBC78TIxHl/t39wJ71lOyk6/OdhaQPV4MpL8kdJI6ndeLZx46bv5gtx2B+0o0vYfLL5r2pHtS+9nEZGmYHkJ8mpxFaibbBnMCwWoGgEnrMeQ82RGj/xmtA5TA6wOhaV1kpqS7p1rKK8IjA7OftGDEDRV9BwpMFrO2CrOsgehF6nh9PmBF1OQ6PS1NX/XP+7GHOgSARNniZDa0trh0PtQEpI4e7gXazyq+DTPNLJNOKL8WWxAF/dQKOn0WtVW6sA4G36LbQ6LaKRKLj/OdAUneIX+MCuAXjOegwmi6ljee3DkISUgJAToGf0kOlk0Zfcy3N9vr4psQAFI7Db7V6SIKsEXsDT+acITgcx/2o+StO0f3Zq9nbPpZ6EWPOCAE2eJkP1oeoO2kgjISQQnAly4WDYz01yvZeHLpfE+KsAruOuM6yRrZqOTUfHx8f9sblY/71r9+KlNC4I4P3DazT/aG58FHh0fmR0pO/xncclnbio3G1uVUtbi3lPTb/rm9Z74+o2tUfGhTIAAAAASUVORK5CYII=) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQklEQVRYhe2UXUhTYRzGnznn1LVlOtvUuWpHXUFOURo1DCpDWjALqRxFUhclFRK7iD4g6CaEbryQURGmfUCtxKLVxZYfYRClWEt0OLPZcDrT6bbO8WNfZ10VUemqbd7k7/Llfd7n93L+5wWW+d9hLlWRSqXic7lcn8PhoH9cj4918Y6aHZKCTQXH2C62mOwgT6EH7iURUNYoJZIiySkigziYFEwSdvV1nX/x+IX7531RF1BVqcQ5W3I0/LV8tSAkENIzNMwj5sHRD6M3f7c/agLFxcXxudty9wrzhRfTE9JlUo4UxBoC+nY9Rj+O3jA+Mk7ETOBC3YVdiamJGoqiyjAOlB4vhXyVHCRIjJAjdg/lub9QNmKB/Uf2F+asz9F5Pnt4cdlxqFZVgw8+AOCZ6RmcQ856Y6PRHjMBRYViG+2leWmcNGxVbf1e7oEHhqeGQWqEalosHxepgJvhXldUUARCTGCyYxKzmAUANE40gk6kF/z2UROwPbfVZ4uzexVyBZgBJpo7m9GKVgS7goNkL3k7XD7il9D0xjQt3SB9nb8xX5FAJAi657ox6Zik5+fmL2vPaNvC5RmRCnyjsqZSItssq7Z9trmCvuCrhnMNnX+S+2OByupKGX8Nf2eIFUq2W+0Pnlx9Mvjvun+J5pamyjpjdTlDzpDurS5Ue6/2/Z5DezZG4+ywM1B2uGz1lUtXGsUscZbFYgHHz0EqJ1WwMnNlCYvLare8s0xFIhD2LzirOXsgE5l5fvgxQ86Am8xFljALRDYhK9xeeCKS8rACR08eFWWIMmrcQTfaXraBwWCAncQGSZGY9kyDEYp8hhd9CUv2lZwesg7ljQ+Pgx3PRsqqFPT09aDf1o8AKzA2bBq+EzMB9Um1KCU1RU27aHjjvfD7/BjoGsDU7BQYPIbROeys1Wl1b2MmIC2Rng64AiJeMg++gA9jvjG4mW4rNU1pzZ3ma3q9fjbS8gUFSstLVwt4ggMr2CvATGJinj1vN78zay3tliZDi2E8GsWLCuQW5h5M46SJJ75MWK3dVu3Ap4H7D+sejkWz+Bu/jHG5ujxTvlt+3Tvlfdnf03+75W5LVG8cFqVSyauoqBAtaeky/zVfAYhyQGita0PaAAAAAElFTkSuQmCC) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhe2UX0hTYRjGH9s/JT1u7rTZdrDTXAXN1oVYWF1EXdSC/igEQyW8KZIx+gMRXkcXQTcldlF5I2ZFsCyCUiqMYhg4yOWmHucmY3W2WnOpc56ds627iGhudKY39Vy+vA/P73u/7/2A//rXJVmrIMtJC1lZVpliWTbza1262sH7W/dTtdtqrRtVG3eM8+PnXC5XfE0ALGcsBuMuo40kSOsm9Sad94O3c2BgIP57X9EBTthPGIyNRpuW0LaQMrKaJEh8z3wPTs1M9f2pv2gAB08drNq9d/dZqpayl0pLq5VZJVRKFQSJgGHncM+TW09CqwZwsedie4Wm4sL61HqzUlBCV6lDOVEOLsOBiTNRz4TnQS6vaIA2e5uZ1tNd8oy8vG5HHeS8HNISKQRBgC/mwzvXuxsvbrxgcvnXiQXQ1GgO6Gv05YRAgI/xkJXIkEUW7mk3mCDDRN5Ebq/kFz0B+1n7Zk7GweVxIfYlhjSfhj/sR1KSBOK4M/R46MtKftETcA47u8Js2A0ZkOASmA5MYzI0CcUGxXBwJHgrn1/0T+i474hluMyIfrN+T1aW1c4n5xFLx0KRz5ELd6/dzXn3RQMAgLHRsXCZsmxIZ9JxEl7ydnRotPPe9XsjhXhLCg1psjeZqVrqsKxapvY98/U87Xua93SFqKBHaLtqO9DS1vIwFU+RQlaAM+U8vMQttb589HJcLEDeK6ivr5fazttukhXkTmONESa9CWq1WiuhJfsIFfHa+977TQxA3i1ovdTaRhvoI5/YT6hSVAEA6qg6mLeYzbrtug4x4XkBjluPU3KlvPMr+xWHGg79rEeTUUTWRcAL/LxYgBXfQOORRrtKodqqUWl+1jyzHkwEJ5DUJlOL4cXnqwbQcaVjq8FkaFckFJiZnQHP8+DAIboQxVzZnJ9hmK7eK70FrdpfAdAm+rQ0IdUInIDFxCK8AS8WuAV/IBzoZmfZ/sHbg2Gx4TkBjp45WkNvoK3L88uYW5pDajnld4+5u1k/2z/oKE7wigAN9Q0t6WSa+jj50e9jfN3pRLrf0ecoanBOgGPWY7pSReneV4OvLocCod5inzivLBYL0dzcTK1p6H/90/oBZotLOtQ8GEgAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVklEQVRYhe2UX0gUaxjGn53RWRt2XZfV0Wan9W+6ImV7SKISE8RqyDYKLOvQEQ9dSFRCXUREFERX3SThRUF/MBTpYouIqCWs02FLpC0rdXFL40zbzijttuvarOk0dtFNHNpWmNWbei4/3pfn97zv933Ab/3qIhfLiG/ks03VphnRK6rfn6cttHGds46prKrcweQza/t6+9q88EYWBYDfx3PWSuvfDqujuaS0pOhh78PjN6/ejPy/LuUA9c56ll3PHly6bOlfFUwFW768HEMTQwHPY0/nj+pTBtDQ2sAWVBTso9Kp5tzM3CL7MjvsJXYElSAe3H/Q/qjnUWDBAE50nmg1WoxHKJUqyYhngMliUFZYhthUDP3+/kDQH+xJ1KsZoPlQ8x80TbebZ8wUTdIgMggUFhRClmUMjAzg6T9P291X3D9MDwCEVgAqh6oWXguUHJYxp8zByloxhzkIogC/5A9EA9GE6YEUTGDj1o3FiqogNhyD8llBfDoOlVShEAqiH6Pt7p7E6YEUTEA3oTvvcDheltWWgaZp0Bk0CBAIhAMDwgvhYrJ+zT/h9WvXw2JM7NOb9et0pC5XDIkIRoLK6NvRk11nu54sOAAA+J74JEql7peuL00LT4RdQ31DZy6cunBjPr26+RQ1NjYSlI2yW8otDUaD0eJ1ey/dvXzXrw37m+Z1CVfsWnGAyWZOkzNkpmpWoduj20x8Jv6803VnUCtA0hVsb93OOGodHYaIwZpnzINtiQ1FBUW5CqdUG9OMvSPPR0JaAJK+gjUNa3bmmfLsFrMFOZYc5NvyoY/qYYBh5ar6VS1azIEkK2jZ38Lt3bL3IPWFgsqp8D7zQp6WMRmbhCRIGJ8af6UV4KcTqNlW08aCLc0msxGX41BVFcJ7AZ9mPmHThk3TelH/bMEAmg43cVw+1+R770N0NgpJkiDPyiheWwyynBzzf/AfY/Ws5peQcAWra1a3qbMqF4lGEAqF8EZ6g3F5fOzd83cdntuebtc5l6TVPCGAc7eTsVlsO9OVdATjQYxKo2PiW7HD5/F133PdS4nxTwGqaqv2mIwm2/B/w2P9//Z3TE1OdbsupiZxUgBnk5PNMmfVuW+5jw4ODHamOnFS8Tyfye/guUU1/a1fWl8BJsVA/PflfzgAAAAASUVORK5CYII=) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27582 5.3333333333333s linear infinite forwards;
}
