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62.857142857143%,65.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJbUlEQVRYhbWWe3BU9RXHP3vvbh57N89N2OzmRRKCYEFIsIhKDUVsBx0dKH23zLSO7bTa6oz+4egMIzLt2PqmUxStw6TWsVOtj7YWxSoEa2lE8yCQQCSYze5mN7ubx93H3d279+799Q8DghYt0/E7c//4/e75nfP9nXN+5xz5yd89KXz1vu1aWtuezWY3FQqFK4QQlcBKoJIPofI5QVZVdfuePXtYf/V6vrz+y3XlleUrHKX2TVk9s8Y0zYxVsJYDCz8vMrY1a9aIuro6uru7icaiFCiwoHYBQyODvHHgTQ4fOszw8AiJafXJjJadAsYB/1nf/wXZ5XJtN00TVVWprKzk5h0/4fH8Y+yLv47idHLPj+7h57fcSl2jZ1V5RVlXztQ3GXnDaRpmoxBiIf+nZ2yyLP+hs7Pz+w6Hg12P7eLBxx/gj7ufPUdo6W+Xsii/iJsvu4XqKjeH3v0Xvft7GR4ewX/K/1omnek3TfPkvLifC/CODVjndrt/197evqiqqoqdv9nJLXf9lDeff5O2Py3C/LvOxNPBMweWPL6E6ukq1JeSGFmTpV9YilKmMHpilInxiXwqkdqdy+VULqKIUfZ9FhkZIJvNBl0u1yYhBOMfjLP+yquZvGuS478ewaN5aX9gEX1dg5Q/WsGkFuTQtn8T/14c63XB0BtDHHnvCHld5/obrpeXLl96ma3R1uX5pWetpVnLcidyrk8LlTy/oU5PT7tmHDOdw7PD9IR7mBwJ495Tw8TOCcrSZfyr+23uuu1uiiLFdL7RycKnW7CvsBF8PYDtayAdlDn86rsM9Q8hWRKralex0rbSpyhKlyzJm/L5PEKIxZZlNXHWE7fNE6l01Dnmmu5uouLKCgCEKQg9HMI+KhEdiNL+2GKW9y9n+x338vJLLxObjmFioAud9JTG5MUBDm37N+IF8L7upbS0BNe4Qp3iZePaa/lgdJyTJ08yMTHB5OTke7lc7q18Pp+W5wn8uHpj9UbPdz0fJYdko3x1Of6nJlh0oI2Tj54kN5xj7NUxrlpzFfGpOFpCw9BMsEPiiEphe4GNyWuxt9k4et9RYt+JUUwxB57bz6mBU3hrvGzbtg3DMHyFQuFySZK67ABKq3Kdslz5ZIY6bDiXOBnde5LFX2tj7MVTFO40kV6TuObKrzDQN0Aul+O9w4cZGxtj2dI2lnxhCVLQxuKvTgNwfN9x2AKe3R72T+6n78Y+FEWhq6uLeDz+YRIaeaO9tLm0q+zSsnMICCGY2jOFOWuiRwwah+rx755g9pVpmITOFZ34x97n+NBhOlZ2cMOWbzObmOWdkV7U4lnsDxWTOZqh9he1iOcF9WMNVFRUEIlEGB0dJRQKfUgAg4Ae0G+rXF+Jvdx+hsDs32bJjeW4/6772fvKXkRU4HvfS/DJEFPPRFBSCpcs60BRKlizdh2x6RiHht4mZp9i7rkEmX1ZanbVUOi1aPY0s3btWnK5HDabjXw+T3FxMadzYM6yWePqXnWzMWuQm8gReybG3P45PHkP7e3tNDY28u4772GfduCL1hHaPUngN+PUyAu4/LK1TIYneWeol2DOj/pyEvvzDqqeqqIwYdHc2MxNN91Ef38/hmlQVFREMBgMZzKZo/KZ6xocsTLW77Uj2njyeDKRG84dqimuWWWaJuFwmK1btxIIBDg1egpH1EFDoZ7Qb8OMPzCGYrgIhUMMzxwl82wW6RWZqqeqIGqjoa6BHfft4I7BOwjYA8TfipNIJJiamnpJ1/UXzlegABZKknRvS0uL8Hq9YsOGDaK7u1s0NDQIWZZF/XKfWPrIYiEJRNmlpaL20mqx+ME2YZ+RRNPljaJ+oU90dHQIVVVF261torOvU1z84sXCc61HtLa2CuAHpwvR+aAKITAMA0VRViaTSWRZ5oorrmBgYIBkLIUjaseX8RLZE6V8uIzgjhCLn2gn848sruIyuru7uf322wm/HyZjZMgczyBaC3hCdUQikZ2AXzrHpJefKCsUUdJSIiour8gCRZqmHbQsi0wmQ29vL1VVVWzevBkEGJECsdeiXPToYqI7Y1QeqWT2IRU7DjZet5EnnniCEydOkN2QYebqAMZKHadToa+vbwfz/eEjD/j4Wfmi8l2tv2plwdYFlLSV2LWj2lZz1nwom81Oud3uL6VSKcLhMNdccw0VFRXU++rJhnLEIlPUltQy65nB9XQ5Dc0NrF61mp6eHtSL50h/K4V1iYQ0I+N7vJ5IJLIdGDyHgLPJ+U7bI23Yy+zYbDYcNQ7kchl1TM1Zc9bfhBA+p9PZlk6nEULQ3NxMOp2moBdIjWpkQmnsySLc4zUsW7IMv99PMBgk/aUUNtOG5bZw/9PNyB+O7wB6mG9Kp0MgWbqF7Dw3JUrbSlG8yjcBfyKR6BVCoOs6g4ODFBUVkUgkOHjwIE1NTZSNVlH77AKcpU4aGhrw+/3o9Tr2UQdSwE71vW6q/+wGOMBZ7fk0ActebkeP6OcQSB1Oob2vPTJ/4EAsFnvY6XSSSCTYu3cvXV1dbNiwgdBkiJKSEvL5PKFAiGg0SjqdBgnsskzTq03UnlxAX1/fD/nYbHDmyvlI/k1tQLuxyFsEdpjbN8fcq3MYE8bXgRxAoVBwSpK02ul0lqXTaZLJJB0dHbjdbhwOB7Isk0qlGEmPkF+Rx4pYeOIe+vv7d5wV9/9OAAgY08ZfdL/elHo31R4/GH/QOGVcx0cDhAqo2WzWrSjKF0+/jJaWlg+9lUqRzWZRDZXKWyup/UYtUqvEsbeOPU2MR+aNf2JutH9sPaiNaNd9XGgerop1FeMlrSUURIGcP4d5zKSnp4ctW7YQDodxOBxYTRau5S4AnO1Oqluqr5o9Nus/j85PLUTnQFmlvOT9sbe95voayleX46hxoB3TMOdMkskkbrebZDJJfjLPdGSaYm8xsT/GmH5rejPp88+EH/fAeWEvt1979szgWukiXhunMFMgGAzicDiQJAnDMIg/G78jM5LxaIPaLiDwaXqlT/t5NkzV/Kt2RDuzTvenMaLGlNPpJJVKEQgE0HUdy7KQZVnVBrU7P8s4XIAHtAHte9FnoqnEwQRCCPKTebQRbU/Wl73b6XSiqipCiP9V3YUTANKJAwlbgsQiwAI+ANbNzMyU+Hy+2yVJIpVKIcv/c1oBFxCCszA2bxzAr+v60WQyGXY4HBQKhQtWdmF0PwkVUHVdF8XFxV0Auq5/kMlkDjLfbD4L/wFG3J0gMeAfowAAAABJRU5ErkJggg==) 15 15, auto;}
65.714285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur43604 1.75s linear infinite forwards;
}
