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0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGrUlEQVRYhe2WS2wU9x3HP//Z96693l17ba9xwBiIgNjmYQjGpEgUBziUA6naJFWtnhpV6ou0aTi0OfTEwY4CKjdKxJFLkRDQJlJUSnEJL9eYhIfrgNfr9a73NevZmX3vzvRg1xCbYlL1lvykkUYzv/l9P/P9v37wTXzdQzxv4sDAgHT+/HlPZ2dnW2tr68ZUKvWSqqq+cqmEgKRZku5GIpF70Xg8tHbdOvnMmTP/P4DBwUHr8PDwa3v37j0YCAR63W53m67raKpGuZCHSoV0LEbw4cNgcGJi6MHU1MXdr756dmBgoLRcbdNyCX19fS1CiN8fPnz411u2bNmUTqfrx8fHRTabpVAskMlkmI5GScVidHo8nrU2W5dNzez+ZOhK84ubN49OTk5q/7MD/f39Pbt27Xr/0KFDvcAng4OD+sqVK/eNjo4yMjJCIpFACIHf72fDhg1YdJ0eVWVnscjHN29yWXBNbWl5+2+ffX7tKztw4MCBlj179nx48ODBnY2NjUiSlAuFQvVDQ0P1Z8+eZXJyEkVRUBSFaDRKOBymxjDYZzLRnc/TFAohaVprpFzuaN7R85dgMKg+TUd62sPjx4/bm5qajuzfv7/H7/cjhAg6bbbbfb29jS67DZ/PhxCPzZMkCYfDQUsiwa5kEmsiyQvVKrt1g2/Nzr6cHbt/5PTp0/bncuDYsWPSpUuXvtff3//u+vXrnXa7PSIZxj9ELvcDX6Vir8YTPJRlZFmmWCwC4Ha7qa+p4WgySVsqhdA0pFIJs67jMhBqpbLm7K1bE995/Y3Ph4eHnw2QyWS8PT09v+zu7t4RCASwmExlUSy8RCJhIRZjtRBcuXOHrCShaRoWiwWv18tuTeMn2SyiWIRKFXSdMgZlQNMNZ0KIwl01c3kmFss/qWdeDODxeFq9Xm+vz+fDYjIhikUf6VmYicFMFHsyyRtNTYRzOUqtrXMOVKv8MJFAlMtzRaqVhfE1Ac26TkOx2JvK51YC8jMBmpubu1wuV5vDbkcqlSCdhulpmApBNAqRCDs0jTdTKcqZDAVNw10qsa305SUv5gEMwAZ4isU2P3QAt5/MWzIJ0+n0Bo/bjdUwEJoGiQREIgviRCK4k0m219TQsG8ftT072WSxUrO40DyEPn/fYBhSXtU2LM5Z4kBW0xosQD6Z5PrY2GPhaBSSSUilqE+luNPVxZ3GRr5QFBItAdzj4yQX1SoCUcAK1AKVUqlhWYBSPk8+HufC2BiO1auZUlUqDge0tyPWrKFYLGI+dYraUIhPYzFkWWadovCntjYa33uPcDiMrs/9txACRVGwfvAB7QgkIZY4vgTAZOjJVDCIuVxmWJa5cOECuVxu4b3f7+fbdXV037/PZp+PSqnEjnSa0PbtnDt3jhs3bmAYBgBWq5VAIEAfUBBglqSZZQFsJvP9mWCQjR4PEVVFlmUURXk8RNksE9u2EVYUfhEOYwA3OzrIdnVx7dQp4vH4Qq7L5cLhcOAF0kLgsFrvLtZbYomiafcS8XiwXlXJJpJ4PJ4v7XqGYRCbnsanqrQD7YAjHmf4+nWy2exCnhACp9OJSdNoBVS7/VHaYXuwLEDBMIJxRbkamppijZrB7/djtVrn7DKb8Xq9dCST9OXzC+u8Nx6nLRxm1apVmM1zplosFpwOJ52qStYkIdtt15RaT2hZgD1798qRauX8vWQi+aIs45s/7YQQ1NTUYDOZeGt2lvonvmkEvvvoEfVeL16vFyEEdXV1ePUq3bk8M1ZLfNzpPLdp61Z5sd6Srfjq1av86Mdv/evvI/9sWinLPR5VJd/Sgm4243a5eD2R4M25LmghdCCg60yWSsy2tWEAjTYbe+JxWvSq/nFz04cHD//qD0ePHq0uCwAwNDRUXbdl66gym35lhZxurcnlUPx+GnM5vp9O4zIMisyt8xyQARKAUS7zhduNYTbzyvQ0aytlRut916Pt63528uRJ5Wlaz2xI+rZs7q2bmnq/U06/XLRYJLuus7Vcxj5P/p+ttjJ/FYDPbDZ0w6CxWtFv1/tuRFasePvCyOhXb0gAHs3MTNV2dF58VC1ZXigU2gOVqstiGFSB0rwDRaA8D6ADdgy9aDEnLjbU/zG8es3P/3rz1pKZ/9wAANPT09pPf/u7Sx/duzuRs1jKsiS5NMPwViSBLkkUJYlZSWLKZNInapwTY7U1f/7U4z322rtHTvw325+M527L33nnN1y5fMlXpyor/ZXqxnK5sqmQy/kE4HS5ZJOhj8gOx4OE0xXa0btLPnHixPOW/ia+5vFvo0oQV5X+3FAAAAAASUVORK5CYII=) 7 7, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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}
div.testarea{
animation:rwdcur3806 1.25s linear infinite forwards;
}
