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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHIUlEQVRYhZ2XXW9U1xWG37XOPmc+PRgznhjbCQ6lxLERcmtIaBUESK1Uqb0lP6H9GRP/jOQutyD1supdYpGqEcIVIrEDJp04xh/YHg/j4zPnc5+1epEUDB7AZF0f7efZa6+19j6EXxA3roOnpqZMBcPs1BLkfgE97MjS0pL9+CbkTdaiN/m42QRfxRWerHpeqeJ5RoIiOQ5rnkuWIQ67QbqMavol5mVu7mgi5k0EruO6GTnjFUtAzbhuQ+yJmtHcUxsFbpZ1XRedyeiJP/BwNv0EC3KU3R05A982r3tjE+Vyqd6oq6medox7TrPoJFQM9bZ2NdpvUdxbziTcCPLcf3QviGc/W7CvAxwpAwfhKNenuNq4jPLQDKs0NNorw6usgR8NK8S4sXAV8drb56tY+OtsrK+RcN4IXhmeooHRazw4+gEVB884Z//wa412PbAZYnYKmqcGkMzJJTEkSanh5vfH6/LZwuZL6+GVAnc+nTWnToxVnsKrJ6/xwPAFFAcnnFMfjmvUBTUmPYQdKKjGgKtiCZrbgxJ/vjghn8//2FfipQJ3Pp01p4/PlsvHTgw/By/UJpxTH46LvwmIBdJAeGTaQ9gWsDdAIFcl44MSA+hkf/n9pPaT6Ctw48Z1njn2m1KlMDRMA/X3qdK4ygONiyjUJpyJS+Oy9Z3VZN+i186RpxZxV3j8Qkl77Qzs1AjkqWQMyVInp9gwJyWTpLXfrcn8PPQgq28RzlRHTImOVVGrTziF2mXUGhfgVSecdz4Yz9fvpoi6grAda9JLuVBlVBue5pnwr64MSusrH6CzDGVRtUrt1IgNyyYKr+KKncO8vFKg2WxyxY4ad7RSp9Lgb7Vw7DwZ9yf4ytcWiS+6tx5jfytGnqTiVoA0EKqNAVkIPv1RTX64xar5GQJCUbsjNln10qHtgc2d8EVe3wyURmG4Uq+jPHSKTHGET557Rx4vpgCAPBMYj1E54UHFwHEFTsEgT6FEoO37Kb97uSqtWxaSjTrJ3jFOI1Myj3l29jCrrwA5DVbHE+KC4ZPnZmT7gQ/H8+AWgdJxkFdhQDyoAOQARAAXGE4BSg7weDHl05cHdbGzpI4bwzUCKxYb1aMJ2CJZeFUL5rZsP/gnHT/1J6g8PzaJAQCqCugLxU0MXfn6HsjZoMKxdUNOB+xaTA8d6oK+Q2p5+R/e2wnGTfXEebiFi+S4kyBuILdF1ZxByk8XUHq2KBFDYZFHvvY6q9rb+Qb+xh23++0y8rT7yeLN9MVLqm8GfP+RREC7nO0uO6WGFbWbxIUx5FkNUA8qDKanzKchmQASaxLvUOxv2/31FnXaj/20lz5qLfcdRH0FZmc3BP8qC7JOmG0tt1m1KiRMoBR5XoQqg4hF9dl2lABSQZ6mJKlFEoqB9SToFjmLTa1W4098YO4oAliEQS8sZ25lFLWxGVWZhvHeAWEQYAMVFvy0cz54iLkF1FqNugHScFuDre/Y8+BSGpczib/EFYvXzQFVBf59kzEY1tkbOKfGuUzewCQ5ZgQqHlRYVcGAgPinDnhahMRQBcVdq8FOF8ZUlTjlQNpeMe5cHQ1CxfOF1z8D9cSz+VsNlI6/R2wm0Hh/hg5MUPqZ9VS4Txfgh1tQ4rNqs+85Dopk93hxLeLpIx2BMwKFI+SWyjQyfUm3HwRgx5MkANJIIJmFigU5QqQCp8BwHAOn4JFbYrUZ89k/1uWbv69S95FVZtHQk3i0dKgQ+wtERjBYTpnYx27rK2pMfqQ7D0LSnDV5ItrrWqhNoblVYoFTNFweZFROiLJraGTK6OrtVSJui1fZUsd0bdGm+xvVQ33PL7KJCJgeTt1wd1uRfwPFfbQf3qbh98pKxhK7QJ4y9tYNuuuM/W2DPPFA7Clg6K1Jo2t31pD4q5ru3yNJlmyWdiIU7dUXCvDlGcC0BYK2k8b/yQ08cguM3e+Fx2Yu6eOlkE3R02LVaBwUqVhlVOqs5WHmk+eMrt1ZReSvarBzO/fbtzSKWhHgL2/sp2N9Xsr97wIiUdUQrYU1h3u38wwgtyBoPwSNTF3SneWUSoNMacjqlpgcF/TWFOvq7VUk/4dvzCP0l+LOZnslrYTX5uZtP9ZLH6VEZFU1xMqXaw6AnyWA9kPQ8NlL2mtbSMYEYhoYga7eXkMSPIP3/KWo/ai9vhKGs3Of94W/UuCARHBIovMDaOjdSxr7oGINurawgmRvVYOdO7m/+Rx8eu5m+qpX8Wuf5f0lHKDTsjR0+iNsLd1FFj2msHvPBju30PPvHxV+JIFDEuJIzkhJTBfbS/fFRpaS/f9Kr3NXg71WFG23N1bC+CjwIws8J9FaWHOC3RheqQVri2IjOFF3G7Tf6drQ//EJ4gtzN1965r9Y4DkJLMZobbbhJmzCPQC9FH7RfpGu2I//dvON/o5/Uagqms0mq35hmk1ws3l4oB01/geUaSJQoywndAAAAABJRU5ErkJggg==) 15 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur169050 1s linear infinite forwards;
}
