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0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmUlEQVRYhe2VTUwcZRiAn/lmdmZ2WfYPWBZaWiyIUGla0AbwpyqxVhO1BqzWGH8SYtJEbo3RaEzGePWiXjyoSQ9y8S/FqLSHZjWBNNiqFVpa2/JXWKDuDsvCLp1hdtdDjaf2NtALz3d7L89z+PK+nK07ONfPkcPcKebb9ezMgcCCCTvvhF+xosEbn7yyJ/rCsjYYHwq9FGfHACAMjMJGBIhkrkXxfNtCf8f2UK5F/rqN2S6gwcCIbkSANND+Wnb8dJsv8VACOSexXx3LrJ4OvDzItnFgHvABOcA0MFwPUIL6UmGiZwIrZmFFLAYubwt0q2PHdv3qPTpChQmYQBoQQNLtAFGipp3p/dNYIQupILje5NB3pDYSeyD58V1kGoE9QAMQclsOIKbSdXoqlsIO2BRUhYVGhytlfr5/d3tAubfwQRi7A6gH/OsSUFU6a9uKTSaWR0/6WNN0LJ/OxWCQi49G9Hy1dLiWjAAcA0O4HaDYea8IL4WxfBqTj9iEUiUUZY1M1Mv55z00VeXEnp/n3qseTF94gi9H3Q4Q85moUjZbQfPnMUpNH5KkIhc8qI6HXNDH3w9G+aVY63fata+GObTP9QAkCXVF51q3g1xQsfwaCA9+U6L6kk3o2hrzb2xhsKvZf3V3zYkzdO8zMFz7kGLZ0oUnp6LmNETeQ3BOkI34UGyZouJBKso4Po35unJ+/6xTX3s8cLye9OtuLSql3L/ihPpDqtIp0KfzVPb5OH/MYWupRNfbx225RjZluVDQFLvgFFWRtCNqzX3LT105G/rOlYCIf6mwtG8b3gkJf1WR0t7r9lLNPaqTk8huDd04f6qyo4ePJgH+24S13FxK024EyG82NLwzNVSp6VWwa2ghXW8msiNPNpasShrlkijWzCTEDvPgyTj/v3Sc+GKcuBt+RNC76OivSoUDVy8kkud8L/qslU87R67Z4atZxhZL9AtrsV7gfldst0B+X5U+bE7NTJadutz6MD+N7k08Y8Yy//TMioAnLyu0bllajf6ROtfI06Nx4nm3A0RR1/q9A2faokyaAFOUmpYlXwyGBXPP3s2frU1+Z6/2FtDuthxARIcvHYrcvHgAGBiJsuHU0d1Xpld002a6LEI4bFdHsKrXJeBWw5M0jofmU2YwoLHQUovVWc9j/OX6HQBQbjM302Oevue++KFXb66wq38bTuj8+M16BNwWA0MkaN5pQuuGijfZZJNNNpp/AYntU6141hcnAAAAAElFTkSuQmCC) 0 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdklEQVRYhe3VX0xbZRjH8W/Pe3pO21Ogq6WwQgsDNjccCkxAh2lYItuN81/URdHFP4nRxDv1QpfFczcTjQmRG6+WaOKlKBeKF7rObEscqJgZDA4wZbEZbVfKn7an/87xRkxM1KtTdsPvvXuSN88neZ83D6nDzqUMdHObIlW9ojl/ov7C7UJIpaDH+OC13uDmaNuFDHTr6PKOAgA2l+9kYuxIcGn4ocut5N7R0e/bKYB4Nhw985sUVuvfbufXQZ+rTWwOiqSUv5fRKyOMmDFiZi0B0laxQRIbAg2Nsuxg7kHV1XT3+iu9rD4KHNDR/TUFFKuqpH2skRxLUvFViQ8YXH3R7QlHEx/2sdoLBGsKEI4q6bNp4idXyHWWMLwyN5pVJgd7fKku7XwLuedqCRCvdnW89dXjm0oiUmQt4qTi1pAtN54bCvlGRTQaxtDxdHTvAKNbMWJxuwFyruiVCt4iRVUDy4MoucgGXUhRBW9agNuphMvZl7XFykEd/QywCKR1dFsA0v7ARSMVkPEWGwjH6/EUXChlhbWQxrVogJxPJbXYIHf0bxwNkXsEeAA4qKMrtgAcDhmHowHfeh0tl5zUZRXq12Saf6/iNQQzL3WSfNfH7Ot9rkqn/EYThWOADNjyO6SSGaRryUdwyYXpEoRiVSKfFWgbz7JvLo8lFK6f7GDhUIiV93vloROJ08OstAMVOwCyUWmQlIKK7xeJugmLAHtIk8Z8XuaJN2cqh3s+vSlJUDZVjKpHtpCIRLdOXf4uMm0LQFPXzfwdKpU6sI6VSc0nWfoojBBOxpJXstqXFzr9UNq+oP91YNKO/khCVIl3aIR6TXNwPZG5v/WPrLzXzWr7HhYeG/bk+o6e1tH920vKrun/GwAyT69smM+cn1rWfswfCZhrE8evxQ0khenuuzy3Au1ngaeAh2uxKSX39VXvqfemlt3TM0Pf0pWY/WnfFz2f/5CXHU5Swk0iEvE3k+8D7gFCtgMslzrlnp4d8kNGRy8l0JarZelSdCGBJZz8PNzjbRwojQC3gLTtgODVhSf9kNku6OgZ62vjXPSbmWzBV8dc335cHqvVTzGNTV/vH4B/K07SP68tryY7c0WwBLmhVtrIHqIGT/BfQ7XB/Na5F8Y/Gd9qaTblmXg2Rsv3wE27Af+bNE0HMtC/o013s5vd7Gan8ydMgDpgxWE9EgAAAABJRU5ErkJggg==) 0 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaUlEQVRYhe3WTWgcZRzH8e+87c4mk83sptlsSJrVNK0hJCQmbRIj1EIbBfsiFJtqFUQ9iTcvobTYEU9SIQerJ60KQgWp0LRIKKKlpYnUHLQYbbvmbTWh2c1ONt3NTjO7O+MlF7HednLK7/ocfp+HP/yfR0q1K9NHk0O/bedFdx/7Mte4xmZGmN/Tvrao7LSnx2Pv/Yk+CmQAETANDMdrgFiMlB5++6as7xiYP9NJcgDYBUSBx7wuBxAVaYmbbQt8M5zR6wcWP9pBpn8DETQwfJ4D0laPXJesY8GKcOnZOj26O/1+E9k2QDMwbM8B97MNcuNkI+0vtVNMBPnhiKbFepeGB7nr+e0BRHApVBUA2HZ+G3YyyPfHarXo4OwFE9o8BzQE5+zZ7ll+vXgbP36C5yrISAE+eWdvJP98149eI0RVzjiCK1C5GsbsWsE6UeR+h8SUrjNyeiiSP9zrKUIulDRRN6OE4tXIv0jMnixhaQGQVCaqK+Hka5E31utvfH01duoO4U8Bp5z7QXSRkUoVPGh2mfvMxqr2geQH0U/rpI09XuSrocGw1C2MdJB6FWg1MKJlA8xnWnzbL9eg31VJNytkwwEyoUoCloRvDYSSSLJKY9LYrTbuz448TaIZCJdrR4ipXFCOXqih7kMNLeMjWx1AEPyoloQrK9g1KlaNxnxI5+Lpo3rDodznGwixHAC5p2kqf/ZUlc9V/KxGK0FUqU0LtCby9Bh/OKGmfCZUkbMVqeAUXZ/oIhDbax4bvH7+SlkAklQi+bgKYoADSzln508L+atKTEuXFHI1qj01XvuWhXTLwJgzMERANDCK5SgHkCt8OWe9QuVgIucMnftuRhJc3+i7XZocX2e5Myw3plZeiS9WJzYADlDWF1IUBTi8nHNe/nh0Rrs60Sfn8h88d++vh8qay0JLrfx3QTsE9FKmmf8HEIgvacfPjs4Exn7uC4Op3Lz9xZ7L13PLT9bjpApYKUmsovAC0OIJwFX9o4Gxyb4wmABhyCuOPdYvrTP9eifymSi1HXYL8MALwCNjQuvvw2+nBlbuuQcTU278+Im0CUEvuh451zDcCcZnF3uyFpmQTvLAUyLQ7wVA+L+D5Sdajqzuf+bLbFPMiUzcWlQvXekJg+cflH/FhF0mdG9q6Va2spWtbHb+AY9yQMy+BhqdAAAAAElFTkSuQmCC) 0 1, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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92.5%,94.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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}
div.testarea{
animation:rwdcur66064 6.6666666666667s linear infinite forwards;
}
