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8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 12 13, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 12 13, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFdklEQVRYhe2XuW9dRRTGfzN37vI223Ec5+lhHCdxWEJYihRhkZBYGioqGloS8nfQAwUSsmgQSJQIUZCGAokiUEQoikQEwkmczTj2s4lf/La7zFCcubGD/Kwg6GCk0bvbnPnmO9/5Zp5iRHNn5zSQABqIgDl/Pwk0gSf9fe57Akz74RaYBQxwgppOaMVwJIH5GlQU5BbWc8woAH5i7a8ngSpQB+b99bSfYGzHd2N+cg3MoJjhQAgNA60YjlbgUCL3aBhmewIoWzlJArQ8G/s9mKb/Ld/3gFX/TUJVw74QKhpaERyqQU0DSnoc7QmgXInxASf8ZDV/fRKjZtAKjILMglKQ2roHIaNzB2MGHm/AWAQE/kUA2D0BGA8CP2ETOApMAS8RqRlCDZGGegDWCYCtYopONoVlwNBB6mA8hMCxLSfjWdgbQNmmkHw/DcwAj1ELZqkHQm3dgFYSeyOTZ0MNloTcQbeAuzm0c4mEA0Lfh7sDcGfnSgZKoWlE1ZL3iobZilAfKBGVdbKqtYEoXGnQDlIL7Qw2c0+o2hEyuq/e3doEIizredvyo9rUjcQZM9CMYTwQ+nMLnUImsQ5iv77CwXoOa30fMqIsmFEAtF8tbJfWLWAFWCEvRFyhz/9cBZQTehWQOetyC1v5Fr0COqmw0C98qDoiQjUSQPSX6xRYoxTmaiZBN4awmcKFDhQW4kCgx0orlAW+x9KjYyH1zOCANrAO9EeKcCcw4/tTwHNoZgmUUOoUDJzEdA7WUxg6yBzARR9nkV4xQW5n6RXA3W0G0o2RACwPlqAFThLrWVIrExYO7uWS66qBuxnZzQGhVouIIf2EJNwAORvZLH0rQFUBDGFlbytOEf+f9wEN9QCSSEwnLWBoYS1jkDuSRkCo1TKik1tABxHuBNDiXgF/FHAjhabXSsSeVTDpuwFeHeTuCOsZLA+ktBIjyg8VSayhZ9t+csODUt8CcoYWrnWlTDUQheBGAyh3wTYwaA/sm4lRObAi9APDQup/Oob9IVT0FHDCj59BbGcS8ZImB0JIAhkbSgWwPBwJoNTA4Ntb/fenEn2eWJfW3KNwUA/hcAUeiSVwoPCrPuVTdxzZvI7TCAwVDc0Qnq0CDaAKj8YjAWwhORy8PlN5704vf4GhXfHPV0g0NLSkwCg4GIkpRUp2O6Om7oOIdZNEw0QIkyH0ZA1gYTrZHYBaWLLADURMPx+smg8u/5E2/f0GAyuBcgu1ACaN9MMVeCSBcQONYAyoEyvZDxxiRlm5KVnIi9EiVAtLuVpYWgXOAz8c3xedPne9/wpwkV7RJrNQCUSQPSt6qHr/t15dgYLEu2W3kMppGO5vySbcswrKtgEsAqtvHKqc/vJq9x3gHGupGM/+UFbTK8SE1nOx6Z6Fwq1Kxeht8YUa6AMFdDPUQwDAnZ0rz4EtoPrFb92v3z5W+wSjzjBpZKXdQlwxtTlyIFkF6jSCeaYjYaGVwPMNOFAXAFc6D8VAycIy8Auw9Pax2otfXeueIXcfryz1ub3Yg05x9fe7KcAlP6YDzNOMxHT6DjYzuDEUxjpDuNR7OAZ2MFEez6rA2MLlzpXJOADgraO100Dy453hR6cOxheAFka1mA6lOlIH+wy8vB8agTz7/Pe/B2AXQCCGoxHTaQEzS/fyz+YaZhHNPFqJOGMlR7P5KjxTh/UMPl1+6BTs2tTCEohb5kiargKLcw3z7tVOPo+lTe7adIoVNgsR6sDCzYHspBPmnzFQNv8nZoztc8Q08Nr1e/mHhxrmsgf4BOMmInPinoOCO792/x0AO4CUZweNOOHcd7f738SBZipR1EPNxtDSSR2bqWUi1v8ugF0ATSNsHPGgVoEB4sWyS/7f/vPtT/+uAu+nn7LRAAAAAElFTkSuQmCC) 12 13, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 12 13, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 12 13, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 12 13, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFd0lEQVRYhe3XW4hdZxUH8N++nMvMmZyZTG6TmWkdcm1qCKVWqVakLyJSqSCIgogP+hAqoohYER/UNxWh9UFasE/iU0Gw0CfRBwVTwYCmaRMSm6aTdEwzSWZ6MnPOmXPZ24fvO00IdiaVPvaDzb6ctb/1X//1X2vtk9hklccXUuzGOEbX05iKz+rxOeTYjwH+g8n4+wPxvBuzSCVyCQpn880AxM0H8ZxjIh7VeOxCM4KZicByLKIdbaaxEzPGUho50xUmMjrD+7YCIAIQHdejgyoOR+c7sSB1v0KBJfRue2dCNZnRyNmRM1enllBP6Q/dDYDits3GY5R7cBQP2lttmswZzxiUqaXuvNZwXq+8GoFMgUYaIt+WMVuhlrJRbglgRH8Vh+JmVTyMT5mrpeZq1LOw4c0BU1XSPjeHu3WLmMQSCWnJgTq7M0osdt8R0P9cyTMXCTmcj9HU8SF80j0j52lwXk2YykOEecp4fF7PGMsYS5mpsTtn+wTTDfbWN2egPL4wUnoemdiBA6pJXSNjbzVQP5bTGXKtT7+kkVGUjCWGN3qyvTW2ZyGBG2WMJaWSbpmCieh8LV7fj0fN10N0zUqIPCmDsNIyWK8MA8WrfVmSFMbTVL8ITMxU0UCF6cG7AyiPL4jOCVrooqqaBFnWMoqC8RqVhLKkPUQSWFjqUlpUSe6Vo1OSJZHQuoAw31QDqeBqVIaXsaRXBrEVJZ0iKPvgRKjrRk6eMJlF4akblPTKW9pQxBT0sbFlCrq3vdHCiZev97481y1M11IS5Gsh8lI4twe8uRFYoGkio0zoFtwcUvRIa8jQ37wKhNy3I4hDuCdPma6np73V43qfNzos94NFt2C5x8pgBKBnWLI9DX2gNaA9aispapsyUESrK0IPnz51vfe9YzuqL+AhBADVhHNr9Ipwf7FL6SquYtZYGqgflWM/9gQ1DCWbhR+HUYoDL1xcP/P4QuNbOCio6FGJQyYzWkMKPUEnp3Gv0LRmbc+r5mrsqXCowf4xGtuMCmwrDRSYfvpU68y3jzW/IjSlv0cHTaXC6nA0KRdj1NzqG1XdIvSIXhYqZWNAI4lbJ7LNvP/kH6tWNvrrP/7o9GOCIFdwAx8WNJHF+xVhBA8iv6Ug850SmWrKzgrzNXbVYnFXUWwpQk8/smvuqVOtF+PtFD6N+4S+RhjDs/F6SUgDQbwX5UkowySJkyWLztextjUAXPvOseb+759YflFIXBqjXkPaHpT7esNyn0D/aAxfxln8TSeqfoA3e1zZiCZ3yUDyzMUe1n7+8V1zz7+2/mzc6pqQxCsbw1JRgk/gmJCqkxFkC392rc9iJ7xRSSLOAb2Nu2IAVpF+cX/j87+/sP4jLOMCpoqSzrB0+kbvgRj59Wh/Ptqt4azFjbbX27y6zonrnFvlL6t3ByCycBVXv7Cv8aXnzrR+EZ1cvtkvrPULtSDnllvdsy2k4VRk7IYLHd7o0iroDNi4ixTcAeLf+OfXjzQf+dXLrR/gwmtv913rDh2crD71u/Pr3xX6wEgjbbyCV7FkvRg41+Zcm3/dpG/zRnTnKo8vjD4yU6RP/HX50nwjN9fIfO1w8zO4/ORLK6/87OHtjwlVshZt53EEB95qDz63ZzznwQkk7w3AbSBGX7+jdXuDn/ntufWTXz3U+Kagk26034cd59/u/XB2vKLxkSbV9L0DuANI7ta0JLAzgYd+c6b1/DeOND8bHR8WC/EPr6//cn4it7Ctojss/n8A7wIqF6KdQP3Xp1tnnjja/Ck+JrTqZ598aeVkIw9T+0pn8P4CiCBSIf/jOPrHS50/TdZSl9cGnju7bL3PpRYX1sO/mvcdwB1gqjggsPIqVuOX9gfrg/XO+i+XoPkEGgMRywAAAABJRU5ErkJggg==) 12 13, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 12 13, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 12 13, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 12 13, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 12 13, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 12 13, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 12 13, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
}
div.testarea{
animation:rwdcur42811 8s linear infinite forwards;
}
