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1.7857142857143%,3.4714285714286% {cursor:url(data:image/png;base64,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) 14 15, auto;}
3.5714285714286%,5.2571428571429% {cursor:url(data:image/png;base64,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) 14 15, auto;}
5.3571428571429%,7.0428571428571% {cursor:url(data:image/png;base64,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) 14 15, auto;}
7.1428571428571%,8.8285714285714% {cursor:url(data:image/png;base64,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) 14 15, auto;}
8.9285714285714%,10.614285714286% {cursor:url(data:image/png;base64,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) 14 15, auto;}
10.714285714286%,12.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.5%,14.185714285714% {cursor:url(data:image/png;base64,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) 14 15, auto;}
14.285714285714%,15.971428571429% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16.071428571429%,17.757142857143% {cursor:url(data:image/png;base64,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) 14 15, auto;}
17.857142857143%,19.542857142857% {cursor:url(data:image/png;base64,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) 14 15, auto;}
19.642857142857%,21.328571428571% {cursor:url(data:image/png;base64,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) 14 15, auto;}
21.428571428571%,23.114285714286% {cursor:url(data:image/png;base64,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) 14 15, auto;}
23.214285714286%,24.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25%,26.685714285714% {cursor:url(data:image/png;base64,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) 14 15, auto;}
26.785714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 14 15, auto;}
28.571428571429%,30.257142857143% {cursor:url(data:image/png;base64,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) 14 15, auto;}
30.357142857143%,32.042857142857% {cursor:url(data:image/png;base64,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) 14 15, auto;}
32.142857142857%,33.828571428571% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.928571428571%,35.614285714286% {cursor:url(data:image/png;base64,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) 14 15, auto;}
35.714285714286%,37.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37.5%,39.185714285714% {cursor:url(data:image/png;base64,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) 14 15, auto;}
39.285714285714%,40.971428571429% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41.071428571429%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFIklEQVRYhbXXS2xcVxnA8d/cedmO34kdk6Suk5S0aTp9kZaS0kWFeAgkigpEUIEQRSzYFNQVC2CFhARShMKmC4SgCIEEKqBKrVoqKCoqLKKSeKQmcdLENMFOjJ/p1BmP78xlca7biWtPbEQ+6WruHJ37nf/3Ouc7GamUJG3IpX8PLnjmL5EusYsWlWW1qZtVdIeCm/R4RIQsGqhj2aSGqiVnNMzq8YUH8VpZpmodWVlQWaZakuQQYbzib8b+c0StRlyno4NigWqVhQXGz1M+Ed6f+X7Q8fgP3ueDH6J/624fKf0Qqs1rtARIIeLUG1PUnT3Db3/DlTke+yofOMjpU8hQKLBtgOVlPvc9BrezZy9DOygWyeqFEby2YYAmkMUtPmF5mRePhrGPfYpzbzA3R5LQ1cWlSXbuIoqIsgwMMjJCpUIuAEAv5tcDyLSAS3Z4St4uBTe76pi6t+UNePb4YbMzjJ7gJ0+Ooq6h4m2vuOxpnNbvm3b68T0YLcs0/hcAJQkMYgjT2Dbt6Im/nn7C7AwJPn/ol/p8+eu4iHO4WJZZbKW3WVomSDnwTaWPkuRKQ0UcMzNDTy91CzAmJFwh/d2wtARYQ2Lqlpd55WVG9lCwFxaFapxu5e7/B0BEZH6eV//Ec6O0vQtwySatTxVuSuKqsrcWWBi9JoGGUl2bsn7TAGWZWtYOA9v51k95/AhVJ6EbnajdUACom5DPUbqTBz9MErxeQaUs03/DAWIz2js4dZKrV1kOBTIubDbTNxSgJCkUvV9fH909xDF5QwTr480uvmkAdBOJ62ELLraRkYd7S5LO9DDblGz2gxzMzfLi84y9TsFt8BDOYqIkiZuO322uE5bNAlSy+px/g19/N5RhTh/EQinOY7EkyaUhuW5ObDgEJUkn+jsccmmSR77N7Z8JSYl/p8Z0p9MLG9W7IYCSpF+w8NGcAaPHiTIM7yYJpd8h7AFR07Natq2l+7ohSFu1NuxAFCk6+U9uOcA/fk5WB+zHS8JOmEOUnqSE8FTLMmuGYyMeKKTz5oOyrIc+zv4S936RukX4V2phTji+V6Bz6dPZBLQxgJIkKkma9/cajtWcd9c9ZDLsvZWsLfAwvoFHcTtuS4E6vJsPbWut854QpLW8YvXKnEHcggMZ7bIRfX3kc+TdBA/gzXThl3EyBTie6lj3kLrGA6nFbavG+1Nlu9AdKZid5YVneeoJomBYIV28DcPCwTQkNKXvGLpWGFZ7YLWbIqG0IqErKjRcVVti/50sVTn93DXzO3El1bNF8NyKnkZ5jQ7wHYCUbqWW70iVnZVmvxDP+7J6dfewuBi24tiUnMFz6XfHhWS9L/2mF38WQrDmUZ1b9T6M+/HRVMFB/AFn0rEHcnp0bAmtd+9WMrJwSsiBuMlr87gghG9svcOqGaA3/b8blo0f7jIi5slE6IBrLotNS5J9+voYGOB5o8h/uuYCYln92h0Qm9fu7j/iXKsuuRmgLXXTBfQTqaW+i4R9/+gL2w3fvN3TP2NhnsOP8btjD4vr4VKSzTJ1OdyaPnnXL7S7+5TQL64rzQBVIc5jaCybkjfss99hapL7D4WrV7HIV74WbkiVSrglVd5i9x7q9eCVXJ4lZ1Z0dmpxM2oGmE8nT+DKktcd+f1BjQa1AwwO0tUdmpDOrnBJnZxg374w3t4ePDD/3opv6YFr6iLdB7rRNudXk4v+ruhWEHtTzYSCnSiCupmVi4kF43hVjy+lc+qG/GhrWWa2FcB/AaW+pL8rDPSpAAAAAElFTkSuQmCC) 14 15, auto;}
42.857142857143%,44.542857142857% {cursor:url(data:image/png;base64,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) 14 15, auto;}
44.642857142857%,46.328571428571% {cursor:url(data:image/png;base64,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) 14 15, auto;}
46.428571428571%,48.114285714286% {cursor:url(data:image/png;base64,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) 14 15, auto;}
48.214285714286%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,51.685714285714% {cursor:url(data:image/png;base64,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) 14 15, auto;}
51.785714285714%,53.471428571429% {cursor:url(data:image/png;base64,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) 14 15, auto;}
53.571428571429%,55.257142857143% {cursor:url(data:image/png;base64,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) 14 15, auto;}
55.357142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 14 15, auto;}
57.142857142857%,58.828571428571% {cursor:url(data:image/png;base64,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) 14 15, auto;}
58.928571428571%,60.614285714286% {cursor:url(data:image/png;base64,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) 14 15, auto;}
60.714285714286%,62.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.5%,64.185714285714% {cursor:url(data:image/png;base64,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) 14 15, auto;}
64.285714285714%,65.971428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6UlEQVRYhaXXS2ycVxUH8N83r8zYM47j+JHEDjSlCSVhIMUpLJAqUWhJRHkIVCHBCoGQWLDrgofYIJCK1FVZV+oOIbEKEi+JbKgoiKoUDWmFA4kbJ6lJbcdxPOPxvD4W95vYmJmxHY5kee797r3//z33f865N7LDyuJRDC36wc2UorRxOe+VNS1nBrTd0VaTNqStKlbXcU/dZXddVPWb7nLRzvV3WqZfX8OCywsvu3WLf7zFpd/y2s9IIaPkay/w0Aned5JikWaT8YknDA9/SyrFVPbbpv30EVyviBr9CKR69LXCv6aDo8Qx+QKry2Fwd0vX52l3KBQEwCPkcmSzrN4hG7w1g4cGeaAXgXV0uo10mqV3+fiT2zpxdJobC9RqdDrUquTzRFFo7/RoP/ufjxVRqyxeoWmm9FV5p5VcQOyAk5ru+sbzxxUKnCnz1Ief17SEuk3XVP3KsCcNeRxWML8vAgmJBqKyuOuhR/Aovtyy+JXxCeavsbFBwWMmffpjWMVaRbRYdUnVJe/6ySBs9D6C7UQ6yd8cLuKvbTWnHuVDZ4O7q/4oAYf6roj7IbDD8nil6vdOnOCDZUol2qrd73Ws7ZfAQIF0LTmKPEY4oFrlQJ6xwyEnYBHrFVFn4EI9bFcPJOBjGMKNtJJrV7m9yMxx2ID6g4CzNw8UMZKMbZF26BCZLHdWyDstIdc32fy/BLrgoKMhjmk2ELHuD/4t6opwHEv7ITDwCMriDHJJM4+RtgW5XMh6jU0O+ryy+FxZXNwvOHvzQAvvEY5C1knpTAjBu6tkTBDyRAZ/2i+BvYRhpguO0ZwZK8shDUcpOiH0U9vG7Mt280AnGbOWAOQjWYVCKD7FEk3vEFw/32P+rprYNRMKxWk9WejGpjn5QjiCN16nE9afs5UNt9uumtjLEdwWslwLS213Q/WrMTFJwTk4hWJZnBu00AMRqIhawg4XsdayaOE6b11m/R7EbOWBsW0FbKeN9+rcUyq2pYO1lCF3VvjlL5h/874ICRppCOFa67FGz+PYSyrengvuJ6LqPb709fvDbm0jMVYW55N5u1rfQeXg2qQAyQgR0ar5m9nHOXosRMIL379K0MiRhOhIMm+lLK5XRL28sTsB4VxTtryUwtAhz4YcELG8TMmn4NkE9JSglSv4O+bK4sVBJHoSSNTcBe4kv8dxbMR5ccyfX2Vyiqyj8L0EuJ6QyCfeWBOi53o/Av00sJ1YA6eTXZ6rec2NBQ6OUq+TdhBaaY4JZbso3IYPYxT5QeG5lzyQx2dxFtN5Z7z8IrcWQkVMmxCRi5BmNBXAT9vSzUCcfh+6E8eEQnMeT+PhliXffI5PPBV0QHgrtPzXtb0lhGIt6e57V+gnwsZVFzaGzCr5pEhJzrRNc0+njJic4th0uP9vqMgYkTYqpaStZtM/Z1re+U7JhZ9jZdBtqe/bbdj5+MrNX4vRbgXFNxtc/RcTU5x6f/DAZp235/nxd1n+C+1kfl1FXnkWr1cGPBH7hmHVgitXOH6ctTXabYaLPDYbbsOFQmg3Giwv8cR5Vj8ayLZa/O6lLhWTQj3ZHwEu+8hseIBsbvLqK3zmc5x4OOw8lagnm+XwOF/4Ynig3r4dasTFl95QcJYQFQ9CgFIpMuVH0o4g9sPnKla82GPkGROeQdYBH5CS0nSz+3F9EMZ/ABcql01+6ZUvAAAAAElFTkSuQmCC) 14 15, auto;}
66.071428571429%,67.757142857143% {cursor:url(data:image/png;base64,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) 14 15, auto;}
67.857142857143%,69.542857142857% {cursor:url(data:image/png;base64,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) 14 15, auto;}
69.642857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 14 15, auto;}
71.428571428571%,73.114285714286% {cursor:url(data:image/png;base64,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) 14 15, auto;}
73.214285714286%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,76.685714285714% {cursor:url(data:image/png;base64,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) 14 15, auto;}
76.785714285714%,78.471428571429% {cursor:url(data:image/png;base64,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) 14 15, auto;}
78.571428571429%,80.257142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEc0lEQVRYhbXXTWxbVRbA8d/ze3ESt0mNG2hJoPRz6Exrilq+v1mMQCAhAWJWo5FmN5pBYsOKzSwQYgNizQKEBEtgASz4EogFHwuoABfUhiktaZKStPG0GWNc2/FjcV/aqNPEjkqPZPm9d88953/vPefceyPnSVmaoHjSCyci/QpuFxsWSURisZJIXsuktqqW41hArGCflhlts2gbct/t2F8RNc73syjRcg3cks7Nfa7T4dc6x47x/QGOHGbiCHv2satMklAoECfkckweY8MGHrrrSWOeW4N6ZQU3yfIAXyiVwlOtxtwc1+1h7z6mJmk0uHKUapUoR7EYdNetY3AQaiqi+vL2uwIsUUr44RDHj7O7zMAgnQ4LbTZtCjBxHPR2XEuaUvVNL6ZXWgLpucetrvGCvGu1HPHMq/drnmHiJ156+g1nHNJStWBGW80vPsWJbvbD4HqBKzucYBQ7U7++N3+aP+1i23ZefjrvCk89hm9Rx88VUbub40XJ9aiXoIQb+m0LH5Kw1qk6NJBHbRU2VwXQFkY3f8a4rdvoy9M/QFtN5rie6f3+ANmU1jHecFAcMz3F99+RNwob0Vyt854BMmmiQ9v0NP9+hImjpJoyuNHQrnOpAHKo9vuD99+htJdWi0hB5jSPTkXUvFQADRTztkg7VPczNXHWRBuzEx5buxrnqwWYR5OcA2+GD7uuo+koHMT4aa/PXkoAGGibNbQrI5qn4SuYWKne/14AG3FnR93fn2DHA3z2MUMehKvK0lJZemmyINuid2J3oqRWY8sObr2HxHoYyH6l87qOXDRA5nyTUA23xko+/YjTp4iis2m4aCdfluaXdD950QDCqBIhzU71KRl/hx8qoXFBlZAFi9LTDtsTQLamiyO6Ars7wjZ5cj8/TxMrwlVLui23EV1wObrNwGJlS3Av8lEGkMPQMG1zhACF5gqF6ILLsSJAlloNFHBK2HKluOGvoRBFYcbrmV61y4BWB5DJPCay/0ZOmI4vX+OWO2j6Eb52dq9YnXQNmIqoncXCfzEcZ9QtoRDlbYfNmXpHmI3F+MlOik5VRBeE6yUN4S4MYbIjHJVyWLOGPlfDn4VUHS1L1y6pG5uz387lilQvKVNwLso3L+3wyYf02wp/E7Lk7YwtwbCwLIQiVXSBGOklBnJCgI1G7I2zj3n85y1yhmHtElvFzHnxfEPLGe8mbRzA9VH2svTUkRkYyB6bS5rbzs1wQ8ii/5Oux/KSxy34nxH/NOQmadbw4JNcs4Xn/3VAqqVj3i8+0wkxaMGsMS9uyECWDcIVAdI0NTPDZcVwNfvgXS4rUVrPyAgLCxw+zOQEGzZy481MTTF/mn88+qwZT13MveByrVa458HI5Tz6FzopcS7cfmo1kj4Kg/x0lNdeYXQs3JwGlJWl+W5HtGVjYI1bTU2eex8cCBfQvj5ycRj9+KEAVlofdOIcw+vCJTVvBz1sxz1ezRah7pYYQ6zthII96r6QGJO3XdOPCvYquE3LtHUe/mNFdHAlgN8AGXxpejEI/lkAAAAASUVORK5CYII=) 14 15, auto;}
80.357142857143%,82.042857142857% {cursor:url(data:image/png;base64,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) 14 15, auto;}
82.142857142857%,83.828571428571% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83.928571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 14 15, auto;}
85.714285714286%,87.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.5%,89.185714285714% {cursor:url(data:image/png;base64,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) 14 15, auto;}
89.285714285714%,90.971428571429% {cursor:url(data:image/png;base64,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) 14 15, auto;}
91.071428571429%,92.757142857143% {cursor:url(data:image/png;base64,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) 14 15, auto;}
92.857142857143%,94.542857142857% {cursor:url(data:image/png;base64,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) 14 15, auto;}
94.642857142857%,96.328571428571% {cursor:url(data:image/png;base64,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) 14 15, auto;}
96.428571428571%,98.114285714286% {cursor:url(data:image/png;base64,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) 14 15, auto;}
98.214285714286%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur116174 3.7333333333333s linear infinite forwards;
}
