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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 29, auto;}
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71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGs0lEQVRYhbWXXWgc1xXHf3dmd3akXe/K0nolK9GHbRGoJVfGpKpb4aYUt27aYmpqSmzoQ0MeEgIRpS+hoaTCuKF+aHEotOSxhGIaQ1ooCiUlICe1TRFCkSvXshUJy15VlndX0qz2a3Z2bh8O05XtVa3048Awc+/cO+d//v9zz72j2LbpZuCzwCHgm/E4fS0tPAVQq1HMZJirVJgA3gemgDlQ3uO+qrbhGOBpYKSpiS8/8wydR45gdHdDMglaQ7UK9+/D9evwwQe409Pc8H3GgF+AWvkvAOiUUrzY0aF/ePy4ir/0EqRSoBQUCuA4YFlQqcDOnRAKge/D1BS89Rb++DhzhYJ+DdQfQZU/JQDdCbxx4ADPvf461vAwGAZ4nji+dUsYME3IZMT5vn1yN00oFuHCBXjzTXLZLGeAXzaSxGzs3E+Gw+rXR4/q75w7p8J79gjN6+vydmEBWlvlAojF4OZNaG+HKhWW9V2KVoanBvN87kBz08w184vZrHbhJ5Mw+gCIBgB0M6gfDQ3xvdFRFS4WoVaTiNJpKJclwlBIqPd96cvnIbGrwoT5Z6Yi7zMfmmKe6+x+0mWopyvy0aXQoVKJGRid3ezNaBD+1zo6ePHsWaxyGTo7hepoFLq7YW4OSiW4d09A2bbkhNaw5N9mxrpE0k7QZXXRbrcxwTifGV7hlVdIRqP8DHTHvwGgbdvmtRdeIN7fD5GIaL6+Dq4riWfbsGuXSFIoQFOT5MYTT0DVLLJu3AcgYSaImTE8s4yHx8mTcPgwfcDLoENbMfD1ffvYf+JEPZEymXqkWssVDkNvrzDjOCJHIgERP0q0thOFoj3cTiqU4kn2Eqo209wMzz9PyDT5FtDbAIC2gGOHD2P39oruvb2wsSFax2JCdXe3gDAMAaK19APsqnVzsPgNIl6chJGgpdbOQOkrNFVbcV04eBD6+tgPDAReQ3UAdAAHjx3D0Fp01hp6eiTJHEfobmqS/kYWJsKA+yWq9/NUchY112QnFiXXRDWLpMPDWLOzfBX4/cMAUrZN9+CgZPS1a0K7aUqVa22FtratndcjCkO5lfQ/ZG4iUa8TfX2wfz+EwxyqVh9lIN7erlOmqZiZEaqbmyX6RAImJurrfrOpTaUsALexIf39/ZI/LS1SprNZiMchGqVvbe1RAKFQSIVAtFUKgkGuK9Q/7FhtUUdDIVm26+uyimo16VPqX7nTXGdskwVZ7jiiFwjiUklAVKt1cJuvzfN9X8avrcnYaFTeVasCRGsIhfCDOZuX4drKCsuuC3v3StVzXdG9VpP7xobkh+tK32YmtK7XCsMQ6ldXYccOYS8Wk6DyefA8bjYEsLFB5s4dGdzTI0mUTouzWEwG+X6djVpN2sEVLEnLksJkmrC8LFLE4zL/3j3wfeYaAVgEPTk2Jh8KSuzcnKCu1WBxUeQJ9gLLkqhsW+6mCSsr4sQ0RYZ0WuqIUpLQH3+svUiEPzQAoMqg/jI5iRvsenfvyhY7OAhdXXJfWqoDCIcfBFAoyLuhIdlDBgeFqWJRgspkYGlJ3bUsrjdiAODiwgKL4+OSvbYt1K+uSmJVq5JUwbkgn5foNjbEcSQiS3Z9XZyWSqK/acrc8XF80GNKcWMLACpXqXD+vffwAqe5nDgwDNHe88Tp4qK0HQfu3JG25wlYx5GIazVxrDXMz8Mnn5AxDPWrhYX66eiR7diy+G06ze/efRfftuH2bflwW5u8TyZF5927ZVe0bXmen5fnclkAt7RI27KkffWqLrouZ6am1N82+3sEwNKSyinFmZkZJqemRIJSSbT3PDn7BQm6tlZfeuGw0L1nj7zLZEQiw4DpaVzHUb+JRHj7YX+NDiTMzqobWvPy9DRXJyfxPU+iCCw4kATng8BqNQESjwsTmQzMzOhyNsvbhsGPx8bU2rYAAFy+rP4KfH9+ngtXruCl03U9k0lxUCxK1MH5IKiElYoAvHWLjOOoNyIRfvDOOyrTyM9j/wtOn9at8bg+2dqqRjo6dG8qpexkEsOyJLtjsXoJLxbBcbSfzSonl2PScTjjOFw+d065W31/Gz8mYq++qpOxGMfjcb4Qj/P0jh2kolE6LQuUwvU8lksl5kslJvN5/lQocGlkpPG/wH8EILDz57Udi+nOaFTFLl7k239/jtHRVo40lXSuUiFXqZA5dcp47C9ZYKHHD3nQRmx8PHWUVeAGXeTg5AkGMFSww33EqXql+99bWJ9lQBfo1wUAPq8/5Fld4Fld4LS+8v9z3ND0d/mp1kzoT81kYFsuw23bVX4ObFvzh+2fMfr+tVGItdYAAAAASUVORK5CYII=) 15 29, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 29, auto;}
}
div.testarea{
animation:rwdcur1239 1.1666666666667s linear infinite forwards;
}
