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11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+UlEQVRYhe2WXWwUVRTHfzMdtst2aWvB5UM01dSGNESLmCVq/agQpAkajBHT8EQw0Qd9EB5MNCa+oTFNg9EnHzQ0DeGhAVoWTFBSQlNFRFOs2kJBurbbArvLfs7Mzs7O8WFYP2K33SLGB/tPbubmzrn3/M69537Aghb0H0u51Y7H7pVqRUOr8OJzLBLLWrAdCzXYpej/CsDhGlG3JRXnxDrZXbOW9soAK3z11Hnq8BgTJAo6KSPCYcckFOxSTs4/pNmda1+sl91De2Q8dkYKxpRIPi1SyLslnxUxr4ukL4lM9Ej2/Jty4rYC9D8pPROHJGdeF7ENESspkrshkou5xUq6EEWg7LjIaIdcLGfsWZfgcI2o1U30Nb3L5jseRkN12ws6qB73iwqqBhU+0Pyg3LQxIjC+n2Fzmg3r9pXOi1kBjt4lb619j3dWbsXrmOBYYCUgc4GEFeW75DAHVA96VT27lj5KcEkTftXjAokD6RGcsY/YX+Hl9eZOJTMvgL7l4q19iFPNHxKs8EHBBCOMHR2g99pJXrFTxDedU5yi/USPBBSNA8ue4GnNDzhg6xDeT1gPs14c4s2df9jPqUNVsn28W3L6pIg+KXJjSOSHt6XndJuopfqkL4r3SpccN666OWIlRaJfSW7gWXm1VJ+Sg/kbaa95AA9APgXxQSJXP2fH48dLR7HkfsW0ouyMDXDNsdxlqAygKSqPDO2ZGXzGxtDdoi5exX2OCXYGcCA1Qu+mc4pZynlRjW8o08lhjgGIDTioi2ppeLBjZvAZARQNND8+Wwcr6s5AeoRP5nJeVHqEjx3LzRvVC5qf6lK2JQHsDGZxmykqWHHscgHMaTLKzX7MkXYzr4sGtk4in3L3u6cO6oLsLBfAu4Ltivp7INgpEvMCeOZnxbGiDBthLHD3v6Kyub+19A74s/wNvKBo7gxkL2MZEc7PCwDAiNCnh0kpqnvKLd/CGm+Ajrmcn90pnSu3slb1uADpCyTMCKFywP+m/lYJRfqkkL7kXjRXuiR7ZofsK2X/7S7ZN3lEssUz4Mb3Uvj6JZnVuTbbz+wYB2ODNC9ezSrPMrjzKXxV9bz20xrZkr1MrzlNt6JCZYD26ia2BTbT4LsHVb259tf7mU6PcPCWoi/qyw3y/oVOiSV/dE/EXEzEmHLr+qRbN6667fmsG7kxJTLeLbHTbfLBP3Je1KmNsne0Q6biZ6WQ/fWvV3A+674Nild0alQKv3wqU4PPy95yxi77RdTfKi8vaeTFpS0Eq+rxVwbQFtW6iZZPQT6OrYfJxAb5JjPGgceOKJ/dVoCiTm2U57wraFtUS0NlgNUAVpyJfIIxK0qoJaQcne+YC1rQ/1u/AfuQN1Ress3HAAAAAElFTkSuQmCC) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur242347 0.6s linear infinite forwards;
}
