@keyframes rwdcur87957 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 43, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 43, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 43, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 43, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 43, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAANWklEQVRogc2ay48c13XGv7p169HV1dXvnp7hkDMcckakRFGyHmNapmU4gRAoghFAsrJIFvkDgqyCZJFstAuQLOIstAjiIEISBzCQOHYiwRJkC6HIyDJJieSQQ82jp2emp9/vrq6u561bWVCjVywlIw0pfUABvWjc+n7nnDr33EIJ+JLUvTKD6BWHCBFHFFDwEedTLw4OvI5wF7x9pnb/ZZo0dxyiKhk55ElVkjUasMifOEO72Guwxb8e8IOsR++W0U9q8K8z2KmGtF8SZTU+p0exTIEqiXlBUlI0Yk11TFfMSbsP4KsF4H8f2M7opLUVyoKQ16NMvki05BIk7VFCpTOAoIN5bweh3GwNRfPFZwvsD3/c/n+vf1cBrr4Ecqs3Q8VGTIUyVRCNqZNENZYFUX4cgnAKAgo8ZIQxbrte+LOmDXnHj3wcIAt3DWD9Bw8Sv9qVbVk3xNSxY6I2tUzUxLcEUToDoGj7oaGSQI54iMD3DNvx1L4d0OboQBV0+ADBf8tovj1N+62JGsYyGVmfPUMT078lqolzEOkxyxVSF3ZS8s1WRP7ooRIkMULg+3Qw8eXGIKTNUUjwZWVg42ez5J2fMyrJsh5p+Vmq55ZpPPO0oMSXA6iZPTOjvryzRP5zh2DKfgfmgo2ULsJzfT4yPbT6IWn1wgPd89AAtl47TSbvQVYS8VSkpE9KceNJIsd/U6DKWTvUjTY9I18VlrDBOFx/C9wxfca4HAYcjuuzvuXznhNg6Hn3HqD+wgmyez1Q41oxJyWnzkLWviOI9MkI5GTHNQyv8G2C7Bl4Gzb6ZgWB1UYWHU6ECCwI+cQL3b7p+JMg5MHBEgDyRc1XXzhJqkGkKvEjBTl74pxkFJ8TVeO3uUDvLw9TxlbsKZJb/DocRrFZM9HsNBANyjiuDohMBXhBwMd2aHX6jj2eCNx0Dnb/L5SB6gsnSd3napTO5pIzZ86J8fRzIY+Wfccqvtc25MvhEziTP4XGgOHCrS5ulutwuiXEhmW++AAjqgQMLN8e2FGzNXBs1wcn7j0CaLywQPYCLrNkIpecPrWsZo48L0jaeccaZdbaGv236kOIzx1Fc8hweWOES7caaDZLoJ3bKEQ9fzqdkhExWBO72x1ZqwPbc23GWXAvduLWC3Nkl4kqiydy8cLispo+8jyNpZ7kETJbzYi8eH0eDSWP4+MQ7bU+1io9dDsliK2boMNdnL1PQiEjwfN8DCasX2t0y2MH7tgP2QETcHCA5l9kyY6rqDyRLmr5uXNKauo5qurnechynj1G5NbxNZ2z7jiHm7ucTlwH/rgC0roJub2GlOj5XzueoMkYIb3exG2NyFqpavZtF37kgONuZmDnErB5UZRFLVXQsrPLSiLzO1TWnog4y427VZi9JmjI/cend12BT/ibvQV1fcJUPihB7a5B8k08sBTn89MyAWfoDezhTsO6OLYCywmZbx/Q/IEAbr8CNN9MyQKKGTU1/bCkp58RJfWJiLPcZNAm9b0K36t3q3qM5ox0Rvt60XHjQsvkQ4Nv9rc1edxFLi74j56Mk0KSUsuaoG0J1Y1yfc3y4Do+GO4WwIULQO1ClsqOrmuz06fkROoZKinnoygqeuMBbdSqWC21rt6quG8sFuVT84H/hJFM5B4u6IQEI/vVlomaJKpnF1R+36xKJSFEfWixSs//aWvgmrbH3MjDgYa4AwG4rxcpwkhTsrOzaiL3FJW1J0GEmcC1aL/TRHPgV3pWdMkcW+uXx3Q1EpTycYyfNXT/2NlinPCzkrvd0rF8QqWFJKW2baE9irpXV7bfHnuR7QbwHRy8/gFA/L/+UHoZxNwVFSVxYkYvzP2GnEh9TxSlpSgMZM+ZwPW5rcX16vGjU8Li8WkiiqS7stl6D1ReTcaE+2XBzU5nNXFxRiVzeYlKAhNqzSFu79k/uLLWuWLabOD4mIRAcOgApddVlN8wFEE7mk3NLH4jlsz9LqXqYzxkCvMdMM/liLgbk6K0rtLT2bSxNDuTF6gQ7v7y3a3tkBq3ihntfCaORC6liIrIhe7AxFYrLF0vj/5hszaoui5MN4ILgAGIDhXg9/N5ymJTqdSRpYe0dPFZSdW+HYV+wjF7GHZaMIeDMAo9EaFPPduihIgJVVGKMYV2THO4B2Ypc0dzei6pLckihMnExXbDtFfLve//crV5vW/znsNgAfABHHAKuqNPfQYuv5Ql3VVdyxbnZ+OZ4rcUzVhGxIzJeIRqpcKa7UE3lU5ZU8kMlalAnFGv6Iz7ckSklEKjYwsziUw6oT1QSGlLskzhOTbaPYtXu+zSVkfYMJ3QFDzYwOfrPvv61GGuvipTauQyeqb4SCyRPU8leTbwXNqs1/n67uBWe4yfpNLpUkyRtcDzcjyKCKEUge9R17bU2WJqfm42v5zQY/MRD0l/aKHStirllv367XK94gSwnDuRP3yAC38AEhFNS2SLC6qR/6Yc009FnKv9Thvl2rC92gh/KEjqFYkSNQz8HGe+JskKleQYbNezPT8gxanCo0bKOCMSoo4tG5WWaZbb7I3L673rlstNz+c28Pla52cCRH8CuKm8rMdzOS2ZeUyNG49RWc0Evkva3T7fbdn/vLW1uzJ2SX0ynpiWOSQRD8Ehoj8co98fDXP5Ak2ms4/IkpxxPY/sNQes3OYrq1XvtXbfarsBtxj/4tEHfs0z8NouiJUgamEutxTTkt8UqbQgRBGNIkBWjYoqRrVETHK3tpvdB48IFyQEy4wFRcvl8BjMB04vlaanZ+ZFUZhxLIe22n1s1SftlV3nhysb1bLtczNgOJToA5/oQuafAtfDrBLL5Qq52fnvxo30U0Ik5J3VMvyhybV0fJJOSK6uoiayUcuz7XeoJF9v90yzM3TWT59avHVyafFkPJFaCDxHadSqWFmvWZc23L98Z61xxbKDXhjAZICNO33/wG3zMwHOzevUITE9N3vsbDJb+B6lsYf83SaJvXwZxhubgjeTlNW8Hi+kY8gb6lBCMAy9cSWb0W89eP9C7OjR2e/Ek7nTURSptdoeVla33WsV/o8X3y29OnaCru/D9AHrffOfq21+Uh+U0LU/Bm6YElXjyYwc08+IgngqGA6p/N4esvFFKGcoyL9fU3e+e2ImfjT+pFzMyfEYNcbjUdtIJk+lUulnlFjsFA+Z2u8Nsb5RYaV28F+3yu1XTC/sey7MAF+8bX4qwPV6nngiU7PF5Iysyg9GLCzyWh/JYQrKM08D29tQrl0D+49rxuTp0/PGrE5TSaOgxZWuqsYWYlr8YUAwep0O1kp7rFQbvbW2O/in0l677n5YNvs77uEDdAJOdVXTFVVekCXlbDixZFruIJlbBsIQ4c4O+u02hhMT24CWemLu2PGlTCZhJH0qy4YgEL3fG2Bjp8XWdvtv39wx//7t29XSJMCQ3dltD938BwB/9jzgEZdO6YWMLMuLhIfH/MEY+o0mxMIGeLmMwY0bqA4G2AGwdbtBdI1qhWJCTWYTHAKhg8EI75WbbLNuX72xPfy7t27urk0C9P3g7pn/AED2pglEX1YVmlMU9VTku5rf7MPYbMLZMTFmDNuDAdYBbAPwppL+2eN5biQ0NQwjMhyNcLtU56UWu/1uqf83V9drO7aPYXAn8vstkx22+Q8A3IFN9LyiU1GcEUl0MnQd2b9ex2A4QQcTNAFsAigTwJ/Nsm88Nu+fuP+IShUR7c4At7cbvNSN1n7+Tu3PK41h2w4xDAIM8fG6vyuiADCJ+TSvG7qqirMCczOB7RKnOkYdwAjADoCaJnHpaNo/9/gSn3vwqBZpEWmNulivdNxSm7z75s3GX5Xrw7bP0Q8CmPfCPADQ3zsPCKFAFSoasqodF3ioB46LwSTgLYC0RXBzKs7yx1L+fffPkpn7jqiRoZBKq4aN3UZ3s80v3axYPyrtdZq+h36Aj5k/9Jr/XwDmOEHihFAQQaMinYHANR4C9TAiTlr2pSNxdmI+yY4cz1OjmFLHsMluuc63av3KVtP5yY2Kc6FcadR9H8NfY/7uAwRMgB+CRhBUQYh0QkQqqTLSjxXcPAVLZmQYeV0V4pS2bZOUOxbb7vDrla79o1+tdd/tjyZDxmB+GeYBgI5dThKeQAFRJoIgU0kimqFh6ZFpAs5kJnA6CRlptHqom4Jf7gQv1Ubk4q9Wdkse41bAYXH+sW5zz8wDAPUZh8dEsEgEACKIIgRFhpSKZMv20OqNUO1ZqE/0tWrP+9ubu6NbleagHzBucw6Lfxj1e24eAGjbskFliQ8mzLbdwBYQYTyeoDty0O47bsMU6rWx/uNrm61ftPpW37Y92/8w4vvGD2U0/lwAExvokohfXuu3j+bUPiWENbuWOXDCats1rl5cqf202Ru2A5+7jMN+P+L75XIoh5IvBOA4gCAwdq08Ms8/ULgSyXFsj43Kq29t/mJk7tk+51YQfjAOfPTaN/6lmQfufGpAZEATKHQABiLoEUBDgIchXHxYKh8tly816h8VBQAfYGDYfzXv485Zmb//e984w1ck6h/V/sce9P1Lxh3z+wAMX1Hj+9oH2H878clDPsdX1Pi+/gd/HXUXwdJCWwAAAABJRU5ErkJggg==) 3 43, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAANZUlEQVRogc2a228c133Hv3PmzGV3Z+8XLimKoiiJusTyPYIiy677oKZ1CgSNEaToS/+AAn0p2of2xW8F2oe0D3koELdGURdIUQQJasMxHBuR4wi2JcuSSEoUuVwul8u9cXd2d3Z2LmfOnOmDTN8aKKUtyf4BA+zD4Ozn8zu/85tzBiPhK4re5RlEr7pEigSigEKMhJj60WDf40j3ge2usfWf06Rdc4mu5VSItE6UOA38iE28oVMetvixHw7Efsaj9wv08zH47xnUGiE1K7KqJw4ZUTxbonpmHrKao5w19TG9YXldE8DXS4D9E7CZM0hnI1SFVDSkXLFME5lFqIknJEV7OIoig0jOpTBS2o2hbP3oeyX+Fz/t/r/Hv68CV14CWe7PUNJS9YgWC0q6vEhimTOSEv8mkemJSJLKEfdJEMJ2fP5a24FaYxHDPmbhvgnc/vFpwho9lZNkCsnyHDUKTxI9/TRRYw+B0BknQCpGQzWKgICxlOMGuukEtD3aVwXde4HgNyra705Ts+PoQp3KIVU8RWLZC0RLnpOU2PwkUDMX61l1uQPyl4/XQYkACwI6cAK1NQhpexQSfFUzsPbaLPnwLVBFSxpRtjQrx/JniaZ/m8jqkxzxQmM8pb+yfZK8UiMoOx/AWnSRScjwPSZGloeOGZJOP9zXf94zgY3XT5LJLaixdD5DktOLUjz5jESUC2EkTk1CI7VLH1U/kE9gnQt4bAOhN2acCzUMBFw/4KbNRN8NMPT9By/QfOEI2boW6MnkoYKWP/ywFEtfiCTyTBCwhZ6tGl7xWSIVTsNfc2BadQR2FwWpJ2QJCDgXjss903LZJAhFsL8JAPmy8I0XjpJGEOmaPl3Spk6e0wuHfqAa+ecgq4ubw6SxEbtAiotn4XKK9R0L7d0WokEVh2MjolAJzPfF2OX2ruk644kkLPcBCjReOEqaTOhRJlVITB8/G8/Pfl9LlZ6FrM6ttBPxX42/ReTiCbQGHBeXe1iqNuH2KogNq+JYPiKaCnie75i2aHcGruMxCOLtj+ELl1DrhQWyHQiVp3OF1NSJM3q6/DyNJc9HkHO3diL6X5Wj0Gdn0R5yvL82wjvLLbTbFdDdmyjBZAcKZZUIDtu2e72RvTJwfM/hggcP4knceeEQ2eKyHqbzhWT5yNlYbuZ5WUs9E/KwsNYckR9eymKb5nF4zNFdNbFa76O3W4HcWQIdbuGRkzqKGRWe62Iw9s2dnd3q2IU3ZiHf5wTsX6D993lS83UduXI5WTx0NpYpPU9147wQvOQOWhC2iyczPu/2c1jaEnTiuWDjOkhnCWp3FVmZsUeP5Gk6JpHeruW1LGm10rRMxwOLXAjczxmovQOsv6OoaqZcSpQOn9GThT+RtcQ5IcKCO9zFqNeGLGfYtw6ZjEQf8l82p/Vb40AXgwr03ioUZuHU8aSYn9JIFHromdaw1pxcHNuB7YacOfuE35fAzVeB9tsZVVbnckZx/nE9VfqurMbuwFsmadQ2xHbTbGTSRqFQntPPzsY9PerYYqiI22Y1ro57KBiEP3EsQUppiY7HFrpjNNar22u2D89l4LhfAhcvAjsX81QVhpGdWTilp0vfoVriXCTCkmeZdGeripVK+8rKtv/W4jQ7gZCfy+aLhcemDQLfdF5tj7GjyPrDCzpfnNGoggA7fYvXe+znnQGzHJ97kY99beL2JeC9UaYIo3h89sRcIjd9QYmlngEw409GtN9tojPw6z1bvD2yhrffG+srEdGqR6Lu99LpydzD0wnCH9a9ajsiZ46opJSS6MS20RlFvStLm++O/cjxAjAX+69/AJB/1w2VV0CsLVlL5I/P5GYfuhDLlJ8nsroYMo+6YxOu5zt6LFafm8lI8wfyMolEb6lq3gKhK0ktOqVJXr5ciMtHp1XpUEGmCpjUaJu41XB+fGW1f9ly+MBlmIRAcM8FKm/oqL6V0ohxOJ+bf+SpVPHgD6ieeCwMfDVwR/DdsYjCwNPkMJdQcCqbjC3OTGUjhUa1d6/XahE1lsu5xPm8ISULKU1WCJd6/REqnahyfdP6t/XmoOF5sLwIHgAOINqvwF1LqP9alsrxfCo3ffyhZG7mj5R4+tGQufpk0IbZ2YZjW4KSSCeIwDmjqm6UY2r8DxcP5rqdTv5NcIupsQOXEob2x3Lkk+HYR7PvOZuNwYvLG536JIDtiY/h9539uwq8/1Ke9FaMeH768KxRnHlaT+bOEEnKWMNdbG3c5s1mu5fOZOxSKUcViRM+6Ja9iaUqkZRRSTR3dDadK5aKp8vFzKJKQ7jjCbqmLRr98J2NHlmz3NCSfDhfBh64y16otaJSLVXIGdny47Fk/jyl2gxzxmRnqypuVlrLHQs/y+Zy1ZimxpnPCkIIQmSCgDHqTSb63IGphYX5uTOpdGoOUUTMoY16d1Lf7Dhv3Kw2624A2wXYfRG4+OcgETHiifzMgp7KP6Vo8RMiDOK77QbWNlvd5QZ7mVD9A5lIKg/8ggj8OFVUShUNrhc4ARekXJ56IpsrnKJU0cf2BPX2yNrcDd96f828ZnvC8plwgC/WOu8qEP014GWKajJTKhi50pNaPPUkkeWc74zRarZErTn6j8pG7cbIixqT8diyRwMShRwCBKblYjCyzVw+R5Lp9KOqruV8zyP15i7f3A1vrDT817um3fUCYXPx5bMP/JY18PoWiJ0k+kxq6kQimXuaKtqCCDkVYQgtnqrHNHknk1C8SrXVOz0dXVQQnGGBX7bdEC4LrcVD5Uoxn51XZDITMEZbrTbWt0fd65v2yzfWGlWHCSvguCfZBz7XRq2/Aa6FeS1enCpPL5z6TiKd+4OI88JkqYLAckVqKu9mM3E/oUcNiVkdb2J/QBX1Wrc/tnaHzu1jCzM35mbLR3XDOIpI0rqdDq4uVexfr9r/cOVW87LtBP0wgMUBB3f6/r7b5l0Fzs4b1JMTRnnh5On8gfk/lWX1IXejQeL/8y6Sb96U2Fxei5cziWImJufTypBGwUC4g3o+m1j+xrFprVzK/b4ei5+Moii2uzvA9ZtV78om+/e3r6z9YuwGPcZgMcD+CH6fh8ffIfDhXwE1kVBjufLU1NzRZ5Pp/HN8ZGfI1XWUvDKS5YOQfnVFHh5IaXo+kU5oNKFSiROCeC6bejyVTH03FtMfiSAZg8EYt6ttvtr037p8q/3yTn/c8j0MA2CCO6UT4h5k/zMCZ+eLxA9Fojx3bLF4YO45SpRvBps7cmaDIPnt5wBZhri2jNbahjouJGO6oWY1nUzpmrIQj8eeiunaI5EkZQajCSr1Pt9ouZeWNof/emO9uekEGHABG4CLe7BwPx0fL+LdQNB0Imsks4WjihZ7iI9tNVprIl04DYQhwloNZreLwcRCDVE8+9ThufmjmUzSSDJJEikAxmA4QWV7wDfa/qXluv3iuyvblUmAIeewgS/3xL2rwN9+H/CJR1OFYwU9YRyXRDjr9fuIX92CnNcgqlUMrl9HYzBADUBlqUmSMVkvFnTVSCWFCDkdDMe4vdXjG11+ZWXLfvHSyvbqJIDJgvsH/7GA6k8TyEw1jGRBU/VF4Xtxb6eF8moLrjLEmHNsDga4DWATACun2MJCSSRTCV2EEekPx7i50RbVnnTzw43hP3+w3qo5DMPgTub3Wia/1/AfC3gDhyRLcUPT1RlJEgvMtlXnchXm0AaHjTaAdQBVArADeX7u7DF29BsHdapF6PT6uFltiWqfrP7y6s7f1dujrhNiGAQYfgS/l/37EhQAJjFGDxYOplRVmYuYk2PWiExqAzQBjADUAOzEqZBn0uz8Ewti4bHDcZJRSavfwupWz9voqVffXmr9Y7U16jIBMwhgPQh4AKB/dh6QQonqumIoinJYBL7h2RbMMRMMIF0ZwppK8MLBNDt2vESmj07pPB6R1m4Xq9Vmb73L31mq2z+pbO+2mQ8zwGfg73nN/x8Ba5wkCUKoiCIDkSgL7unc89AMBXGzGlNmE/zIfIrPzGWpUUrrNvHI1uauqHXs+kbb/dn1unuxWm81GcPwt8Dff4GAS2AhaBiGehS4RhRFVJZDZB/PewUFPJPTSbpo6FFMoV13Qmq7Nq+ZuFbveT95b7V31RxNhpzD+irgAYCOPUGSvkRFGNKI+6pEIqLpEY6dzhBIUENK6CQMSbNrY8eSWK3HX9oZ4dfv3diq+FzYgYAtxGe6zQODBwDKuIDPZXgsBGcThESCQACSVlXXB7rDCRqmg+bEWG30vX9Z2hot19sDM+DCEQK2+CTrDxweAGjXdkBVRfSGE9u2NSf0I9gTDwMH6Fnca1tyc8c2fvrheufNjmmbjuM77JOM74Hfk63xFxKYOECPROJyZdQ7NBU3ZYnwjsmskYdG109d+fWNnZ+3+8NuwITHBZyPMr5XLvfkUPKlBFwXkCTOb9Qc6/dOk8uRmsDmRK//4tL6myNr22FC2EH48Xbg09ce+FcGD9z51ICoQFyiMACkEMGIABoCIgzh4ZNS+XS5fKVZ/3RQAGAAB8feq3mGO2dl8dHvPXCOr0nWPx17H3vQjy4Vd+D3BDi+puB7sSew93bi84d8ga8p+F78L4n4kP580/zaAAAAAElFTkSuQmCC) 3 43, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 43, auto;}
}
div.testarea{
animation:rwdcur87957 0.8s linear infinite forwards;
}
