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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHqklEQVRYha2Xe4zcVRXHP/f+fr/Z2dd0t93dPtiWsrVFaG1loQJCE9pqMEorKmxsxEQF+YMQhYhhgfYPhJImlaCRBgyuSTUgophIig+CGAySLg10gRZoy5Y+oI/pzj5nfvP43XuPf8xjZ/aBGj3Jze/eM/fc8z3PewdAysOZsTGbvV9MdEQik+7kvyRr8rtt4UBksg+Ltenb/1O5onIbpkx2VyQZT1zmPDHZR7PGfDhmbLji3x3gnN1pzJkxm9sVuXSHuLQvJv903pj096Ype+ZmqUVtUylb6E/ZsFckExPJUBqeSOYCMdltIyb/SsqYMylr8yfF2VUAzka/szaVMtG+szb307zLrC7JlOTTdWKyd2VMoT9lzJmzswFQJvdz8cztiHIo7BS8GlCleYCoDYgjiZ4oKOJtyN64YqK0z83gGw0SxwZ9xq/bEpQBqJ4+Vdlio2HrMhul6PrzxYZ3VCxxmQ4x4W01lplwq9jwOzU8G34rcpmOqvVt4jJNpfkXxUZDO2cLg4+es9J5t76trPbFvwelu4yLEj7yGvh3GnSXs2ZhTLtHcN5OlLcekQLWdeOZH+L03RBs0c7dZLR5xHd6HcrvceK+pDEPg74V8RKp2fKn5IWTkcu0isn/WUzhoNhwlbhMrLiOBsVlVotL14lNf1qMGYoi85G4zFKRjBaXWSlRdMya/Ivi0vViMxvEREetyf0hsuEiMebwLuvCRbPp9gFEt22E9X/V5qE4JFEEQAFtfgKcRkkDqDxCFyp6yEcaDCzx4RgQ4BW+rhUtoECRRwrXarhAO7UJpS846engVLX7t77RzvYdO1QFgO/V/6OQf9F5kgQ8igFSxfwTEDSoyeRV4AtrEL4/GVcEuIXJpFXAQkRqq27rG+3TPQDw6vuXmr6BiaKoKFBSrAGlUCUsCkCpylyVDij/DqBVcShgXVecTWumu71sfQ0AK/i/Tk0tw/+NFjZ5OVGqhvdg9zm2V611eXIuHeH9X9XDifEoLtSGQPX0qft6eytMDWBstPPNM/mYBTxA4/BwUBF2FZ7Gga5de0rwETSCTzGLNMKLQ5ax0BRmAlcGoQHSOXv7sx9ZH6Dt1DHOH+hn8UA/S996jY6RJIGCxe/sZ8lAP21DZ6gTofOd/Swe6KctlWTuyBCLB/Yyb2yYORMjLBnYS1vqLINOOHw6v8kad0210uoc0AAHPgz9w7ZobXwoSXxPP7EDh6h/oZ+2p54lMBHx19+i7vl+Go8fJYgMDc+9QnzPXmLjIwSZiaJMehw/DIk/309sbBgjwpFk4RqroqunWl4BYEzhjpfeD2sauYgwfP2XCb9wOYwXaAyzxWi0NxCcOk1ibBjmxND1flmgOChVhxS/DvjtoZB8VDz+we5zFR3luc5Esv3J41GsJlGUovnQAeIHDiOBJheLgQKzfDHeO6cIhpLY5Z0Q1Gb4TPRSRhg4Fl5eXle7H0AfT+YbjpjpgvF976KdkP7KBvLxehAw7W2oeEDdvjeJFixAlJ4uOIUi4MSwuQ6KFVAxsjT3jw7lpl2kIkLymzeSaZqDYbJWnfaIli/E338Ms7F9WpebiRyKl48XcrP9rk+OTlEv5c6myIvCiq4UoxLBnjcfhWJiTkup+xU7JVWOlSmReeOsic8KIJ2vBRB1LCC3+UoiP1Y5VUTIrl1Dvq2DcMky8ps+S9TQTLh+LSbRim1KkN18JfmmBLahkeymK8i1zC1aAhwsTOqY+iLyfa8W7qmFS2DhkpquaNGcuKh7ktE6H4Djn/rMJG91e9F9KM6tvqKkrfjZmAjYU9pWfRnJMzeL7miuTSQfqAMurZvpifXx5CmhO6aIIVTbddl5s1eLvmhBXY2125bV8cRl9YdvWNpgdFV6znRPVPN8YD7w2LUtPHpJPS3iSnscy+fWJWcFcPGihmPXJSYZI1nL9d0t39iwPJ68odXHVxAIbOvy8JXUKL23y+dCXaySZQE8dnWCSzrrTXNMMVrKn2WeYlVn7GdQdHl1H1A9fcUs2Tc4cnLzn0Y7TwM3tShEwSdbfe4fjFjXKDywbg4rFtTz7P5x7n0ry4jAbYuU+8G6VnIGvfVvw+a5Uedvbva4qjPOoVSB3ecsAcIz65rTn1/Vck/MDx6d0QMAa5e1Lv79tYkPr447fjMiPDksbBuMMMDeEMYKjuGMpe/dNOOlxPrFaaeT4468ce71CXyLZk/acvd7IX1JS3dMeG5jIve5lYkZlZfvhMqD5KoV8xafmwhTfz84kfjlwYz/QkbhKBbiLS+PscgbJyc+tpTaTmDHP8f0YGhJeBosRKLZ2ID77qpGt+HiJtNaH7szCPzHZ4t/BcB9vb2yfccO1d7cMA8gVygMHh3KdQ2cyPKXo1meGoLTtvRALJFB8cdxASVsisNdK+u5dGkDnfO8b7c2NP7q45ROC8E0VMq7cEVHY9CztjXou7Hz7vd62s88sSbOct9WQCSUY8cnAt6+fj5Pblm0pefKucHTux7ixz96YPfUKxdm+E9YTWWBqZvKa2tdU+jSiYMnR/d9bfcHctnjR2XfB6M2HxW+KiabEMn5sym5r7dXqseMgMqL2b5lcpGd++6p8f5Xj4yKMaZHZKLmGp/NypkMK/P+BU+CRNUJjWtPAAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur65011 0.8s linear infinite forwards;
}
