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4.3478260869565%,8.595652173913% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8.695652173913%,12.94347826087% {cursor:url(data:image/png;base64,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) 15 16, auto;}
13.04347826087%,17.291304347826% {cursor:url(data:image/png;base64,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) 15 16, auto;}
17.391304347826%,21.639130434783% {cursor:url(data:image/png;base64,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) 15 16, auto;}
21.739130434783%,25.986956521739% {cursor:url(data:image/png;base64,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) 15 16, auto;}
26.086956521739%,30.334782608696% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30.434782608696%,34.682608695652% {cursor:url(data:image/png;base64,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) 15 16, auto;}
34.782608695652%,39.030434782609% {cursor:url(data:image/png;base64,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) 15 16, auto;}
39.130434782609%,43.378260869565% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.478260869565%,47.726086956522% {cursor:url(data:image/png;base64,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) 15 16, auto;}
47.826086956522%,52.073913043478% {cursor:url(data:image/png;base64,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) 15 16, auto;}
52.173913043478%,56.421739130435% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.521739130435%,60.769565217391% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60.869565217391%,65.117391304348% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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69.565217391304%,73.813043478261% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMElEQVRYhe2VW2wUZRTHfzPf7Mzstnvp7lKWloSKLWLkJmCzBGiKJKZR0fVOfCAm+FATNAZiQmJiVaL0BUUT4yYK2gCGBAj7QLRqiX1QUmpQIVgC2Eqb2i5d2i7d7d7msj4QsA2G0sAT6e/pmznfmf//O/nOGbjX+Ozzr5YPDsbP53K5LbezX76b4tvf3+n6q7f3+8H40IJCobArFmutmipH3DX1iB7puXxub4Uyr3osmcJd6hYFw+g9sL+l41Zpd16BiF5ORN8HHBmwh1bGC92sWLaYRQ89QCg065lYrPWWGsodi8N3yCwnJKBC5rEV68kXTCzLwuFw1KXGx8uB+JQGGsNUVJWzK1fg5Lut7L5N8eNUqYuoEVBSBKBz+BR6NkDXuYtUzJl9ZcXDi3PXUzY2RlzA/IPR2Nnr76Tri231fOIQvOFUQ3bbxZc6jeH8IYoc60hGLwBE6g/OB3RgIOZ75VGEvIfZTp8SEmxwuXi5ah35hMnlgdOkal7E7rqKmjrb037h8uGMBYZh1BWLVK9cs1SPNu9332Sg+Ske7x7i0EgaVyJVj1FYhKw5Cw5fIKbrvoKu+54H9Le2HuhrPqEFf033uVb5K1H7CzyiWnhFAV2RaO9PkClfyJ+n/oAipMbHKdo2+YKBaVmsrqu1G55b92BjZPsFmNAFbee5WDuXqAR5IV9KZbKVb1tZzSE55BeKsrxEklBs2+DH43O86V6PQx7K806Nnw2BJCGnTR8edrae5lx/kkvdf5MYHWUoOUo6myWdy6FIMooQDCdGpTXrazuPHWw7M+kOAEQ7GAGarj0dJexrPGxeHVuOECeztqkUbQsrlxlQNOdeTzz0+550ywfL7iv3PLl2WUUZTgZHRnCpGgDekhJkSUZRBIoikKRrxRaKIJfN+2+6hP9HRzIK8Fs439hkOtUdRcOUMe1VPyejfQBLq2nv6rPlzQuXbho+09MU8vs9muqY9A1JkpAkCSEEmqahKAqJweGngU+nNDDByIdhGtcCDcASoO+/imVoeaLpo1BD8AeXpB1VVa1aCBlN05BlGSEEQkyed6Zh3lhPZxDtAMaAQ2H/a1+suX971cRgvPXK2YA/MOb3l+H1etF1HVVVURQFh6ail+h4g168QS+ZbL4uGmueOy0DHcnoCWCD8Lllze96NeTqOf3xs9ROOplpHHWWOin1leKd5SNYGSRYGaRsdhmegBckKBaLpJNpxTQtGaY5Cd/cGDXT5mo5Hr/E1fF/PA5BemLc7XEnXR4XtmVjGRbpZBqtaGNk8mSudfy3QCafzbdk2/JD0zYwNoYuO36RNQ1znofXt3xD18R4ZjzzdaI/8Z4syxmgH9i3wG1sC4Rs/ae4VgNk2ltv+W+ami83sym2dXLpJ1LfEJ5b3xC+0Wax3eHy2O5w6M5UZ5hhhhlmmOFe5l+ixJI0Q4aP7gAAAABJRU5ErkJggg==) 15 16, auto;}
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}
div.testarea{
animation:rwdcur162132 1.5333333333333s linear infinite forwards;
}
