@keyframes rwdcur180159 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkElEQVRYhbWXTWhUVxTH/28IWYjblC7Soi6MaHERNwErirjIIoYgKoiu4kZEpKAEQVdKVxIw4kLQgsGPhRpRE61oEa2Y4BdF0EnjBzrMoEaNjGNsMpl599fFmZc3M29MJrUeeMx7Z879n/8999x7zvVUpQALJLVKWi7nflIs9r2kWkl5wYQ874akm5Iuep73d7W41ThuA54D4Ps+iYRPfz/09kJPD3z8CPk8JBI+vu8D4NwDoO1rHc/HuQEARkYM+OhRkEqfdBrevLH3piazSaXMHv4Cfv4vztcDWTKZHAcOGPjEBDx9GiUwPg6PH0f1V66AcwA5YO1MnG8BIB6HFStCwHjc5rRhQ6mjfB5u3SrVNTRANgujozA4WAgGW6pxvh2A58+hrq4UdOtWg+nrC3WNjabr6Sm1ffLE9Pv3G87duwGJL0cCmA+Mkc+b6Zkz0bB++gQfPoTfe/ea7aFDoe7wYdMNDIS6ujqLoHNjwPzKBJy7TSaTY/VqePfOQG7cKI3E1aumP30aTp6EZNK+jx+3/5cvh1zOSDY1lZJfuRIymRxwu9Ls1wBMJpwEz54Z+MOHsGiR6U6dChIrKul0jmzW3vfsiUZv927IZALrX8pn/4BUyo8MunPHzFMpePEi2Fq3gHZgdoH8bKAZ+H2STGNjiLFtG7x+bfps1ratc/eKZ78AqLzHJUu6UNZPk8TbgBzxuM/GjZBIWMTyebh+HZqbzY/JgmDQbwBcugQdHdHs7+4OBuycynkRifWAOXbOknHduhBv6VIKJ2ZHMGAA3w/nmM3aNrpwwdbSEudSNc6LSAwBsHlz5agmEj7Qa8a+n6S/H9raLNzJJJPJFEr1J5kRaAZg167KBPr7wfcTklSjWOw7vX8vnT9vTyAtLdLBg9LcuZJ0eSYEJP0pSVqzRqqpif4bi6lQTSUAzp6tzPTiRYDcDJ0brnN+eRjLRZJqJE2otrY2gtDUJM2ZI0k1wCzP8/6p2jnMkhTT4KB0/37UYMkSaeHCCTMOcmDZMujstO2SSoUHjv1+sxywXZDLlToMqtixY1+3C/btq2IXBOfA0BAcOQLz5v0/50Agw8OwY8eU58DUJ2FnZzFc9SfhqlVw7RqT0U2loL09ehJKU9SC7m4bPD4OL18GA28zk1rQ2moNi+8HWD5wr5x5tBpevmxg6bSFTYITJ6bYVOkcFKpdUJ6Ln02brNExKa2GhShYP9DcHHYwqRTU14cgXV2mv3nT+oGhoQLeFUDAYuAd+HloaancDzg38KX1s45obMwwHz2KziIetzUNvtvbCwT+KBAQsBNwlnwz6YgKJLZPZm55VWxttTUs7owbGgoEHhcRENBr6r6+6nvCIhKVu+Jz5wyio6OU2Ogo8LqMQD2QBPywQa2mKy4isZbgXtDVZY7evoXPn6PLkkxiyaey53TgeGb3giIS4c1oeNgKS3n/L1nP6LIFp03AUSC4Gblpb0ZeFUTaBJ2S5klySialV69iGhmRslkrLD/+IHkpJ9XLai33Je9Xz/POTwM/PYEiIsHteJmcW1x0O54Q5L/Z7fhby7+JZroGLzc/VgAAAABJRU5ErkJggg==) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur180159 1.0833333333333s linear infinite forwards;
}
