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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpklEQVRYhe2WSYwUVRjHf/Wqu6upaaZ7mm2YAScsIjJAohgOoyFGSIwnY4wTD86FIJFoTCQxajTRg0ZMvGhEIRqMXjQuHAATJaDGRCDGCMZlGBmWAZx97bW6ql59HnrooemeTdATX1JJvfr+9f6/V99bCm7GzbgZswwReVpETopIVkS0FEOPt0+KSOts+jNmYdwCfAUkUgMencdSDF90KWQ1tfUR4ovCLF1vU9doAXQDjxiGceyGAIjI+8DWvjN5dWjXZdp/6iZqzqV5SxKlyrVrNsdZstamrtEKgH2GYTx+XQDj5ts6j6f5+Mmz5LyxUq4uXsfKltrKThXct2Mx85ssgA+mglCTJcbNW4CtncfT7Nn+S5k5wMjYCNqTivectObQrssMdhUAtmZHvHtEKnXTAmhPvuw5nVP7drQTiK6qGbzglLUDLQRB8f7o7h5G/i4oq8Y8aBhGVa9JAUSk1Qwb9Sc+HSTrjaDFI+MNkPOHy3T95/PXQpfu82nNqYMjmGEjkR50d1bzmxRAe/JCb0ee7z9vLz2zzLmElY2jx9BSAMDR6bLR+9eUpOvXLLlRn/Acs202AApY/fvh0apJ07AIROMFuQnzADwnqKrv+CFFKGysAkIzBcAMG5FzP2cmS5derbHiRfO8LtW+TKWgr9MBiMYjDZFrPaf6Aio75FUkvMDBDTK4QQYvcAlFFIVsublSExcUV4UZNvADN7KpfvuMANCeUDMvDIDgl0wFv9ipzjJU6MKOm2hPKkyvjsTiMNoTsv6g6s+fnfEXcJbfFUNLAS8oX2pe4JDzR1GGiQopUr0uXqH6OgdINEQQEccOJXCvmjeTAqyOb8b35K+Nj85HS2UZUl4fyjAnHhgGqV4XJ1N9EjbdUYObC87l/FHOpY9PD3B67Ggw1ut+UrsgTHNzc1ku7Q1gGlapHWgpQWSHfQbOFxjtdkv5dffXUddocerQ8F4gGL+mBgCC226/9V3fDVIPv3oLdihZSuT8VJkw1e+WtZVpoH0YuuiSGfZZst6mkNX9d7ctOgC4DzW9MT2AiAQ1oYT740cDbQtXzGHb23cWqURjmTVl2oFs1yRjgIdeXkqy0eKLF7ueiZq1LuCuSWwp00x1GoaAWN/Z/N6Fy6Ot7d+NseepE/Q7nRXCDSvvxYxMjGVO3OTBl5aweLVN95+5/Y3NNc8Co0BKRHzDmLCd7jiO2qFE4nx7z1vzmqzWno48R3b38M3hr8tF5lzWrtiACimWb4zR0raAZKNF35n8/mXrFjznBrkcMAw4VV2mCAXEgIbPnr/Q6mT8PhGRS79l5cBrl2RvW4e8svGUvPnAH3LknW5JD3kiIuLm9diHT3Q+BqwCGpJWU4wq2/BMIwTEoma8IaLsld++17MzPei2ewWd991ARER8NxCvoPPpQbf95MGh14E1wMqoGa8HajfVb5/UfKb/hAqwAdsyY9GCzkTGwVRYRQGubFYB4AOuHUrmYqFkrt/pdEQkuLru/wbgCkQIiNqhZCTnD0eiZq0SAlXQGSwzRkFnfMClWGt3HKb67nQdoYBIo702CtjzrWUxivPEBqJAxYn3X4f6vw1vaPwDNhA9+D7ObccAAAAASUVORK5CYII=) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur217467 1.2s linear infinite forwards;
}
