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12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFb0lEQVRoge2XW2yUVRDH/2fObPuBVaAGiWglFaFeYhpM1eiD8c3EhCfRBBOBGlBaQvFCaavWbUEuRbECUsCqUJTggy9q4EEimkgMXqAoNLpQUqXFSkSNN9wu58z4sN2lS7fYbZsSk/0lX3ZzvnNm/zNzZs5ZIEuWLP9rzKUW0FRbrheOla9oGrQuHlk5mdFUW65l9y9M90oH68Qly0Bf8Zv3bEmO9x0bjBOcLoV9ySSdQyGN0IGykhYGgLLlm/obfn7RqIgfLmlrYDTEj5R9unBgNMQPxEWKekBSMjAY8TtWP0X54y5H1+kzdMVlY+XhZS8KAER2b6VvIh006coJ0nX6DBLjQxE/2AJOceC/xO99/QXq+ukMj5t0XdB18sQpQ5b/OBulzXWLYVTxyZdtgDHy6x9nY9deP61g+8ono1dPzHf3PVabkSOZiE86MJD4LeFFbMkykWEfTOCY/7njzE9dwaM1LzIUfGETVlUYY/itdc+ddk6iOja/8I0VS5yIumlTJsfunVedkTODdiCd+Ob6Ci4qLgnaWr/oJFju7Gjn0uoGNsYwkYWhfuUDYwzEe56zdCWrKresrekWgRMRR+MnFzTXV0QXhDe4kXSALiY+cqS1u7SqIS+Uk5s3p3JVYC0zh3JA1sIY0+9RVZC14FAOrGWeU7kqCOXk5pVWNeRFjrR2FxWXBM31FQOe/kNpq2n3WnN9RSAw3aXVDXmJiAMAWZuRcfE+/ikequq2ran6i6BXLwhviGasdAD67YPm+goumFoUcCgUGGOSER+seNXzB3tiHYdyELcVCgqmFqXNQlNtuSaeITuwJbyIi4pLgs6O9s65lasYiEfReQ8nCicKUU0RmQ5RTc533iczMbdyFXd2tHcWFZcEuzfX9QtepmdAigPH9zTTzTPujO/76obAGGIA2NkYhvMe245Gse1oFF7+O0CiSM533mNnYxgAYAxxaXVDEDnS2j2hYHrwYfOKFCeGUgMMAL989g6+OvlnzsnjqeJFpHf/Al7OiwNw0SxIn/mq8RoQERDZpBPb1lSdnnHHXVe+21gTm/Xk6iGf/gQAP/YE/H3k6G8J8WQtRDx2ra/H7CVhWGthCbAEkIlvK+8cYtGzfZ5/IM5BvAcZJOdbazF7SRi71tdDxPd2MOJ51Q3BwQP7f7+q8Kb+/TgDGAD2f7z37/m1jWwMUaJYRaQ3fAq2QOnNuYABiAzUAxwKIRY9iw9aXgUAzJy3GLljxsI7BzJA6S25gAKEeC1ANW4Tvd1MwPOfXUevLX+iB0BoWA4AYANDfTsNJQ6qwxGALJgIuO1GqBoogFhPFO9v34iZ8xYDAN578xU88PgyWMugXuFo/S4uWnyqTQBEFt47yqjlpIEAQFXJmNQtSBRP/c59b+NcrAfOnYMc+jb+zlpYy5i1sAq5uWOQG4zBg2U1sJZhOR4TOfQtnDuHc7Ee7Nz3NmYvCSNxniQwxgCqw99CvdagIilXBEPkvIhr+WiHY2Z+ZOlK1liUDRFEBCoCQKEKGCIQEbx3gCrMrVPdWy8965xzjiyzIeK+v6cqMGZY2uMaE1+aast1Yd1GEfGkolCoa1lbEy0ovKHgVMcxd03hdP7hxLEOigsBADFEAgVgFFBAVZMCRcRNmTq9MLG2s6O9c+6y1YExho0hGCJsrVs87P8eKYubasu9IRIyJAqNFd9+96TDn++PlS3f5HpPTyYyTETyT7QHE/PHOy+eVAHvPbwXivbEiNlCRB0AtyC8wX26Yy1Fg/zgRNvXP8OAVYRVNe09bFgOJIjs3koH29rB1uKhp9eMyBW4ub6C7im5BQe+jmDuMy+P+LU6S5YsWbJkyZIlS5YsWbKMNv8CQvqm5luYgj4AAAAASUVORK5CYII=) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFb0lEQVRoge2XW2yUVRDH/2fObPuBVaAGiWglFaFeYhpM1eiD8c3EhCfRBBOBGlBaQvFCaavWbUEuRbECUsCqUJTggy9q4EEimkgMXqAoNLpQUqXFSkSNN9wu58z4sN2lS7fYbZsSk/0lX3ZzvnNm/zNzZs5ZIEuWLP9rzKUW0FRbrheOla9oGrQuHlk5mdFUW65l9y9M90oH68Qly0Bf8Zv3bEmO9x0bjBOcLoV9ySSdQyGN0IGykhYGgLLlm/obfn7RqIgfLmlrYDTEj5R9unBgNMQPxEWKekBSMjAY8TtWP0X54y5H1+kzdMVlY+XhZS8KAER2b6VvIh006coJ0nX6DBLjQxE/2AJOceC/xO99/QXq+ukMj5t0XdB18sQpQ5b/OBulzXWLYVTxyZdtgDHy6x9nY9deP61g+8ono1dPzHf3PVabkSOZiE86MJD4LeFFbMkykWEfTOCY/7njzE9dwaM1LzIUfGETVlUYY/itdc+ddk6iOja/8I0VS5yIumlTJsfunVedkTODdiCd+Ob6Ci4qLgnaWr/oJFju7Gjn0uoGNsYwkYWhfuUDYwzEe56zdCWrKresrekWgRMRR+MnFzTXV0QXhDe4kXSALiY+cqS1u7SqIS+Uk5s3p3JVYC0zh3JA1sIY0+9RVZC14FAOrGWeU7kqCOXk5pVWNeRFjrR2FxWXBM31FQOe/kNpq2n3WnN9RSAw3aXVDXmJiAMAWZuRcfE+/ikequq2ran6i6BXLwhviGasdAD67YPm+goumFoUcCgUGGOSER+seNXzB3tiHYdyELcVCgqmFqXNQlNtuSaeITuwJbyIi4pLgs6O9s65lasYiEfReQ8nCicKUU0RmQ5RTc533iczMbdyFXd2tHcWFZcEuzfX9QtepmdAigPH9zTTzTPujO/76obAGGIA2NkYhvMe245Gse1oFF7+O0CiSM533mNnYxgAYAxxaXVDEDnS2j2hYHrwYfOKFCeGUgMMAL989g6+OvlnzsnjqeJFpHf/Al7OiwNw0SxIn/mq8RoQERDZpBPb1lSdnnHHXVe+21gTm/Xk6iGf/gQAP/YE/H3k6G8J8WQtRDx2ra/H7CVhWGthCbAEkIlvK+8cYtGzfZ5/IM5BvAcZJOdbazF7SRi71tdDxPd2MOJ51Q3BwQP7f7+q8Kb+/TgDGAD2f7z37/m1jWwMUaJYRaQ3fAq2QOnNuYABiAzUAxwKIRY9iw9aXgUAzJy3GLljxsI7BzJA6S25gAKEeC1ANW4Tvd1MwPOfXUevLX+iB0BoWA4AYANDfTsNJQ6qwxGALJgIuO1GqBoogFhPFO9v34iZ8xYDAN578xU88PgyWMugXuFo/S4uWnyqTQBEFt47yqjlpIEAQFXJmNQtSBRP/c59b+NcrAfOnYMc+jb+zlpYy5i1sAq5uWOQG4zBg2U1sJZhOR4TOfQtnDuHc7Ee7Nz3NmYvCSNxniQwxgCqw99CvdagIilXBEPkvIhr+WiHY2Z+ZOlK1liUDRFEBCoCQKEKGCIQEbx3gCrMrVPdWy8965xzjiyzIeK+v6cqMGZY2uMaE1+aast1Yd1GEfGkolCoa1lbEy0ovKHgVMcxd03hdP7hxLEOigsBADFEAgVgFFBAVZMCRcRNmTq9MLG2s6O9c+6y1YExho0hGCJsrVs87P8eKYubasu9IRIyJAqNFd9+96TDn++PlS3f5HpPTyYyTETyT7QHE/PHOy+eVAHvPbwXivbEiNlCRB0AtyC8wX26Yy1Fg/zgRNvXP8OAVYRVNe09bFgOJIjs3koH29rB1uKhp9eMyBW4ub6C7im5BQe+jmDuMy+P+LU6S5YsWbJkyZIlS5YsWbKMNv8CQvqm5luYgj4AAAAASUVORK5CYII=) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFe0lEQVRoge2XTWxVVRDH/zNnXntBVKghBLBgRcBACMFgTFwQdy4MiYligomUGlBaQjEKpRVqKd8FEQO2UOoHn4kxLFCDC4mQKDFqAqUSgkWgkUIKARcSoO/de+4ZF699vLaP8kr52Nxfcjbn6/5nzpkzc4GIiIiIhwk9bAG1y4q1e9/8VVuz1iX3Vk7fqF1WrCWvFGca0myNoLrKkh4eSKdkZd19OaV08XUHtt76XlpfNkYIABSvqO0xsPWj+fdNfDoZhN7uVDLCmTofpPj+0iMGHpT4vgRqb3QxIBvxu9a+z3mPP4oLl6/yY48MdG+WbXAA0Hygnv9sbuFhTwxxFy5fRWd/X+glqG8L1VWWaPGK2juKP/j5Kr5w6arkjXjKazt/9iIRiaqyAiBVEDFA5KDqP/n02Pwrrefiw4fm2ZffqczKkO5Bne0JCXB7z2+rmi+GjTCThN4Q8cMrLVcvXfDertggUEj3LKKqICLZvXHZZWtdXAfmFXyxcqF1Tu3Y0SP8l2aX39GYvohPGZBJfEN1qYyfPNU72fhHK8NIa8sZKSqvESISZgPinvFPRHBhKLMWrRZVlZ3rK9qcg3XOWR48Ir+hujQ+t2qzzVZcNnBv4ptPNLYVLakZFMvJHTRr8RrPGBGJ5YCNARH1aKoKNgYSy4ExIrMWr/FiObmDipbUDGo+0dg2fvJUr6G69J4mz4zPKAA51XS0tbBsrWdEpHDxGojEwMb0uhnRLV+wMRCJoXDxGhgRKSxb651qOtqKXrL/3TyrPTZrqC6V/DHjvYvnWzwiEonl9GnDjjgAgJTBbAxs4IvEYt7IUQVeQ3Wp7X6V7vZZ7bJoW9V8mTDlheTVKa/xVFWYDRwAUPKwmJKL0r3d3QAF4DoLFHVgAM6FICL71bol8fGTpgyf9uqs6+nr0ou6vhiTukJ//9DA6eKJWABg76Yq2DCEMEGYELpeSyegQ3znfBuG2LupCgBAxFJUXuM1n2hs+2bGjB7Xt685IGXAv79+jXPXkNNdvHMOzoXQNM2d+lU1Y0ufk5yX9L5zrosR1yaP+u/HfTu8fZsqUnPvurQ4cXi/1FcvbLeBH4TWqqpq4Cd0R025JuLtmgisbm+6qdubbqpvQ7VBoIHva/zm9bR2Q63vJ8dCl5qfCKwm4u26o6ZcAz+hqqqhtRoEflBfXdr+8/5dt3tIskIA4MjhgzfmVG4SIubOwHPOdbhPIQYompALEMBM0BCQWAx+/Ca+3/kZAGD67AXIHTAQobVgAoom5gIKMBTWKaCaOgU2BnCQOUs38vYV7yUAxPplAAAhEKc/k9yZqI43A2wgzMBzz0KVoAD8RBzf7diC6bMXAAC+/fJTvPZuGYwRcIdwNP6VFO3CrnsCYDYIQ8t3jqjeYQBQVe7+qjAbzFxYhb2H9iDwE7A2gDt2KjlmDIwRvD5vCXJzByDXG4AZxRUwRmAk6RN37BSsDRD4Cew9tAczF1aBuWseISJAtf9XqGM3qHNdSgRitqFzdudPu6yIyFuLVov6cSFmOOegzgFQqALEDGZGGFpAFTRpjN398VJrrbVsRIhZ0r+n6pIFYD9Jub2uskTnLd/inAtZnUKhduf6inh+wTP5F1tO25EF4+Sfs6dbOCkEABwxOyTLUUABVU0JdM7Z0WPGFXSubW0501pYttYjIiFiEDPqly/o979Hl8V1lSUhMTsmdgr1Jz//4rDjvx/xi1fU2o4aRphJmNm1xxMYmjfYhi5kVSAMQ4Sh43jCZxED59QCsHOrNttfdq3nuJfnnT3ZdAUEUedEVTPWYf0yoJPmA/V89OQZiDF444N1ff4xyURDdSlPmzoRvzU1o/DDT+7JnhEREREREREREREREREPk/8BMOrTiwoKdOMAAAAASUVORK5CYII=) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur214698 1.3333333333333s linear infinite forwards;
}
