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59.016393442623%,60.555737704918% {cursor:url(data:image/png;base64,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) 14 13, auto;}
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96.72131147541%,98.260655737705% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHrUlEQVRYhe3WaYydVR3H8e951rtvc+d2emfrzLRDmS7Q2lIwlCDSoA0GFSQalhBCxMQY4gtjMBETjK+MvsGoL/AlSNAgQY2K0MqStlKoA5Uu01nb2e+9M3d/7rOd4wuioXU0Kb7wDb93Jzk5/885ORt8nP9zxNV0/vR97B46aB6ObtGuawesXTwt/3TiKf93jUXkRwXoH27sYkdslZJ/ZadcN9pXHufru+6yfmJvM+72u7Sdql/fn9mjfyn/Ca27lbh9pnFqqrxRgcTND+70irtSzL+39l8Bj/PoPY9ZD//0ruQXD+WtQf8t9/h5gLFrR3J3f1P/Qf+NwZOrTdJzFxQrSyEtqWhHEpo+WLghftOt92bvObSnb/RisPhq9TwAXUNW6o4f/liMPvCU6Ln9AZHf3pKTv397Q8AetuUfjh/82ZgYOlAINu/sdoe+MKLftnXz4Vj01ofWn8juWHxwoQQTb3r8/bchs69JOk4EN7+b9dQhPD0VbyXHdvWM9d6945DTn7QXJkrhdx+J2oe/Y5S6bbMSSQTKLATt956nueB+GGAA7EkYN+eTF/YJr5to+xpiQRC55n7jod7P6fe3+iaMpapg8X2XmddvYml1L26yQfm1Jfr1YTIznyJY7qN6MU4tfsDqHrj3q2Z+/ratRt9AaiaL7Qkcw2XBbhtLjZp35QoYAIXI6qgW+SvKyGD4m4gpG//W1/CHnjfWHEF5IaT2t2+w+dKXcYqSoX0vBPloyghevRPx7BANy8ZPG6x2G5SnYGB5aOv2UpaYFCBdatSo8v4xmuc7GwJiRrNbag6hOYWwrqUrGIaYxZoOtYaiPvVZchc+z2oyzXBdo2/yEWJthbsYUBcNpFcDBwprFkPNCMVWjrgEHYeOalHtml5rNl5+ZqNNqAEYVlgITEVozCCjE0SMNvnSCDUJ9SpEJ26j5nXQWw3GqjG2vdtjjE0MMqLSOOESVTVN2ltnV8liaz1FIVCkQ4eIbCCDJSrfIye+PbTzPwI6pkBFFYG2RmhPoJnrFE8OoBo30lq9AfNcltX6BXocn0IYUAxCeiXsCHJcrxLESDLqDjLgJ8lJSVy2MVWdIFhh6b4qZ8Y2Efvk7seKd6aLGwIcQ5W9aEhoNwi1dTSjTOE3MUbPHSRcGSY6axFpVogEdTJhh6wKyAUBPRJuDLawPcyTCxXxwMGWTTRZxQtWWLp+lvERied0CFOZnV37b7hlQ0CNoOTbGoGtCPQSoT2DYbTZfnwH2oLpxYgxEMYQ4QrR0CEauiRCn7RUDAVJDng2dtjClC0Ia3hBmcWuccajb1HqLCLqSxiNMrm+0sENAfMuZ5oGBBFFqK0j7Wk0o8Xwr4oceGNk2aFKvzFC05vBlWXM0CGKT0y5ZJTHzsAiqVx02cKQbVZ2XyL82h8Qwa/xL42jLc9hrs9ix7zt2f4PNv5lp+BSk1MVqS72WnLAM1tYnoumVbH0Ivsr1ybO2ec8zem1bD1NI7yEUhkMTWCpKLrQ6FUWBzyDtEph6GleMjazPLhIcfRlzp48ht0TErcWiLRnI4b5waQvW4HTZebnmvJISxcElsDXFwnti6A5DAWbcvuMouWIOml9C0vaOnWxjCdbhMIHITEQbFUJtpFkUyjAjXP2jQMsT27Cmp0gNf8m0fJJ5Iq1XJrmssvoX29BwpKV4aR2TwZsqxOiyS60zja0TJx4BsyuMgOxKn2ReZY6dbKqm6gwsQANSYCHAGrxFn82LJansixMVQn142QLVfKJJp3p2NOz487xDQEXqlwcToaDRV3fF/EsdBnHLaQo7/wjeuFFtqR/Sb99lEHzFE2hU1rrIa1FsEWIKUIEHk3V4l1V47TMU+zEsWMuTs8LpOISvc5f5t5RT9bKQWNDAEAQMpXV9X05GfRFZS+etpn5zBs46gyur3AD8H1BTK1wOjDRvAQJoREVAabm4YsmJ9UMSu9lUKZJZgSrmfFyfXXx6dUJnliYCmavPAWXARYcyiIML6TQ9ieJF2L1URx/hEn3LE7Hwe2A21EIP0DRYLxlkhIGMb1DLL6IFVnBUC7tsIdhCmTrFsutxW+dmDz+/WadypXF/w0AMN1hruqHJwVmXyLs31ZY3kvYuY6JZshya4aao2j4NkIJZlWdkhMST5SIpI4Ri71NV7xEwuwj19hGTgo6jcqJo/Kl1zcqviEAYD5g8ZIfvuL7cddSqb297lZrS/tmUt5haB3C9Q+z6t9BXXyG85pLW53AtObQ7TnszCyZ7DSR1ACJShfC63Se45lnrwoAUJV+61Q4c7QtvQuasHanVC6/SfWzha10iTEi+ijKHKBqFjkfTBCo07iGR5AAkVtB7zlCkM8iRVKfW196bpa51lUB/plp5s9MyJl3PBkMWMIeUUKjJaApAtaEy5qmOJ81KPmTUnqrIjAVbUPh2g4y+gq+Ls2zTuW5M+351Y8EAKjTmD/HxJGWbKfbYbC3rSkqos2yWmPWmGMuU5mYknM/F9Xp7WEo4wGSjq9RbysuNZxjR+uVX6y0G85GY1/Vtxww+hk+XGTkkG0U8lW8yYXIeq1iN9+icuJ14M5rLB7tT3BLT5QmpI5MurEfnSgvj19lnf8pWgx252ALXH7vf5yPs1H+AdFyrEQcR49ZAAAAAElFTkSuQmCC) 14 13, auto;}
98.360655737705%,99.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
}
div.testarea{
animation:rwdcur54109 3.05s linear infinite forwards;
}
