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33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGwklEQVRYhZWXfWxT5xXGf/f1jWNfx65xzEdICCxlIUA8oEgBBgW1lCWstGhlTcfWIW1lbTVvbbVo3YoqTVrHtFXaEGo91pVpKxtif7CJCJWPwRJGgW5TSiBRQkiBGmI+mjjXie34K/b1/vA1chwnJI905etzzz3nec99znvPlRiPhcDjgAqcAfy6XXYoyq5Tr7/+RoXVakrF4xQpCs+9915by5UrVcBLwOEC8SaF0H9LgJ3AvyzFxV3AW8A7wEHAkfVRI5GNl/v65EQwSHRggPjwMPW1tcuBIGCabnIAA/ADoHXL8uVP73ryyQW/evbZNruimEdTqVF/KDR/2bx5pXeHh4eAauAZAcbNixaZRsNhlNmzqXA6xe9aWhTgRzqRaUEGltWWl8de27RJLK+sVJCkuh9u3CieW7UqViSE6T/Xr+/Y8f77CwC3QYjq7WvWxKIDA6Q1DTQNTdOSroqKW50+3wLAN10CAvi3pbhYCCEikiRBOi3igQAl4bDJoShsdrnsNWVlDcD3Upp2wz84aBJGIylJIpVIxI60t4c7fb57gHe6ySHzCHpuBwLfb795096nqsNlVqtkjsVIRiIiEQqRhlhfOBxq83ofnaEotscXLNBMsZgcHh3FWFoqvr1/v2E0leoC/gho0yUgAwlgbYfP91KHz/f1e4FA8Mf19ZHZJSVLRu7eJTIykmyoqor8vrXVOctmY9XcuYl7d+4gSRLNbW3+lKaZgA+mklz1e2qBznwCADeAfUDg8CefvHHk0qXK82++2W0RYuHg4GCJs7i4ZMXMmYnvbtokJ9NpY1rTMFutiZtebzCeTIbJdNE4Aqrfk84zXXQ43VKuQWI81gE/WVpeXvHK+vVVK51O222vl5TFom1Yt04Mqyreri5GNC24r7fXe+zy5SrgW/oirgGxB1UiF4YCtlvA6EAo9OWBSOQL33nsMUZjMWYIITnmzsWkKFjtdh6qqIj+5vjx8uFo1CgL8U0tna7Rq3BpOgQKVSCLGqB1ts3m/duLL9ZWOxwlxVYrSBL/vX499srBg0l/PK4scjjEa/X12l8uXEismD+/95dHjy6bDoFCFcjCDzhG4vF6i9lsWfHww5H+UChmKioyXFXVZF1jo9lqs2nHzpwRv92+XWqsq0MNh8tc5eWnzvb29k2VQHYrRvV7jKrfk84RjgxETUVFJZF4XDRfvCj+cO6c3HbzZqzfZEIIweLFi1lUVdXRdft2dzAa5e7Q0K19LS2VhRKpfs9oIbucq9Q8hQrga00NDYmvulziH16vsnnnTu3vH35Id3d37JFAIGiRZft8RZkzz+FInujs7D979Wq/f2Tk9ASL/aJOQs6xaXJ+W+TgGaBkKBIxfnzjhtza28vclSvFMpeLQEeH2GAwmOqqq/nGsWOz+kMhft7czOfB4OncqubC4XR7gaJ8+2QaUICXPx8eTv+6sdF4+OxZ7Up7u2QdHGTN0qVJ1+rVxvKnnoqf6+gQ+5ubo3eGhuLpdHqETCe0TRJ3DAqy1fE/oPeWqoq2zz7jZ1u34iwqSs5ctYrIwoWmP58/LzCbTRs2bBBpMP2zqUkB6oCmqSaHydsQYAew7SGz+enK0tKwzWyWYzab6dChQ6xdvZobJ0/y1oED2Pv7eWHtWooMBhxuN2RKnZwKgfuCUP2eo8AWGCPGA8CR4Wj0kU6f7wX9uqmnpwd7aSkH3n2Xn9bVQU1Nftx2wJVryIq94FY80cU8mICjj9XUPFExY4Z/7/PPOws56RW4Hzsf+bkmdCpApgE4DqB6PBOydLjdHcCXJoqdT0SezElHJ5lxjNzkWjqNkMbmSCSTAHP0v7uBU2QG2/FE9QWO64Kc1e8A0kAtmQlZAJGsX35yAKMsA/STacVdQKseY8tEqxtDIK/0H7gqKvyqx4Pq8cwhM7hEcv0/bmnhoxMnCsXV9PvQyR8FGh9IIB+/2LYtmNS0ZDiRgMzGNGboSGbspFKpXLMNEA63ux9A9Xgc+n1/KpRjMg0Et+7dW6Wf39EJzMp1eLShgWg0isEwZkOtBLqB6pyOEMCFQknuP0hdlb0Op3vRJKRSerDTqsfzRP5Fh9t9jsxE9aANbjwKzG+5KCEjpjQQyjkvdBR87U6EqTINALZrb78dtiuKIiRpv8PtfhnQ+vbs8VmMxkqAeDLZU/bqqzXAJmCi1/IYTCrCHNi7du/ucVgsNiFJ8oVr19Zn79c07b4uimU5uydvnmLcKROgzG5fkj3fsmfPEjKfYX+d39RkuvDpp+w5eTL3u/D6VONOFWlgQD+yzzoLJ/ARMPqV2toUGY1MGf8HfqC4VoxEFzEAAAAASUVORK5CYII=) 14 17, auto;}
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}
div.testarea{
animation:rwdcur73663 1s linear infinite forwards;
}
