@keyframes rwdcur190981 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAC6FBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABPT0+Hh4empqa8vLyqqqo4ODg1NTWTk5PCwsJeXl7R0dFkZGTc3NxhYWH+/v6Pj4+5ubmVlZX5+fmAgIBWVlZFRUUEBASXl5dOTk5ubm4lJSXW1tZ3d3cLCwshISEfHx/JyclnZ2ecnJw2NjYNDQ3q6up9fX0dAAAzAAAjAACbAAD5AAArAAClAABAQEDxAADCAAB/f39+fn73AADAAACpqakXAACnAACDg4NLS0tMAACGAABSUlKYmJiVAABTAAAWFhbs7OwNAACJAAD7AAD/AAD9AAASAAAICAgHAAB9AAD4AADDAABiYmIeHh7r6+ubm5sEAAAmAADj4+PHx8ekpKQqKioAAABoaGihoaEGBga0tLTExMRCQkIcHBwmJiZycnLMzMx2dnYKCgp1dXXy8vLw8PAiIiJGRkalpaWtra3t7e2WlpZNTU0XFxf6+vpMTExbW1vKysoJCQn4+Pju7u739/dxcXFdXV37+/tXV1cDAwM7OzsjIyPv7+9KSkq7u7vl5eX8/PzIyMgkJCQCAgLi4uIgICDAwMDm5uZlZWUBAQEHBwdgYGC/v7/9/f3///9aWlp0dHTDw8NfX18FBQUVFRVQUFCIiIinp6e+vr7FxcW9vb2rq6tJSUkAAAClXX48AAAAWHRSTlMAOoWLsb/Hw6uRXiIg2+EkJq39qSYIh/uJBiDP6UA47fUyNPM47+vN0/H9JPu7cC4AXirLNNmnmQS/m4cEzSIoYtFajWCPrcMCyXAw8e0eqYuDg7G9xY9cQxZFrAAAAAlwSFlzAAAPYQAAD2EBqD+naQAAAyJJREFUWIXtVldUE1EUDKCiAipBQUARREQxKAoKimLD3rD33nvv2HvvXRQbNmwINopYCE1QVLAgqCTI0hQjOL++3SSGsrtJ4E8zHznZ3DOTl5v7Zq5AoIMO/zr09A0qVa5iWLVadaNysI0NTKBCDf2a2tFrmQpp3u+iwl+ynwU/vpP3ZrU1p9cxt0B+Xm4Osik5sr5lSiGsa6kh38oakoyvFPUFn6m/SM9IQ736GvFtGuBTKs35CHxQKVDvAVs7DfgN7fEuRU5JRlExgbd4A9tGavlGDnidpKC8wsvEhBeKhxzEx8WisZUavqUjYqIVlIQ8pJH2i6OeP6Oop8ATKikSTdR00gCPI+T08LBQwrZo6kRe4x89TMMD8mHEfejz8puJJHFyfuo9wLl5CxeBi3FLZ3omQpgfFixxasUnYIKQLIZ/Nwiuqpa7tQbuyIVvow0P3/gWcPMG+apAKdw9ihU82kIayAhczxfyTLU5rl0Fkq9cDoB7qVI7BIQzCpfgyS1QAxcvnD8H+MPVo1SpfQfkMAIymHDyvXD2jJ/f6VMnAb0yRTuEnmDm8zg6cgl0wjE/GkfRmaXqjCPMEQ6jC5dAVxxiBA7Cm6XqjQOMwH504xLojn2MwF6wDawXxIzAHphyCfTAbpq/C6KeLFUXIXbuIMhGL26B7bTANtizloVKg2Mva3KCWBpbuU9Q4R5U+F+o8BwoJnHLZrZJdNNgEum7sGnjBrrRZe+CI8LU3gVyG9evA6Rr15T3NtJ+4FvA7gf+cj9I5/UD4kiruRxpldyRVvI6Eu2JK4p5Yu8+tCd6E0+UYDnjibkQ8XoiceVlKUpXXkqaKerLuPKSxWJE0a68SI0rl8yFhczkixfMJ7mQOw8FVPRctbkg8HLAHGUyzUZMYsosxcNMYEa2+mQiDVNlYySmq6Jx2lRyGg2ykaRzP2U6+2KKSoAq1DCdBYL+1sBksh9MQr6KrsV+QDYUT7KhTJwwHuMU7CxZZhDZUEqPNw8UO9LYMaODZaNGjqB3pAFa7Eg0rHxKbGkDtdzSGNgM8hk8ZKih2bDhXuVg66DD/4Y/pvXXo7Z6ZcQAAAAASUVORK5CYII=) 31 31, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 31 31, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur190981 1.05s linear infinite forwards;
}