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0%,2.1222222222222%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
2.2222222222222%,6.5666666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.6666666666667%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,13.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
13.333333333333%,15.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15.555555555556%,17.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
17.777777777778%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,24.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlElEQVRYhe2VMW7DMAxFn4vsHbNl7A16g24ZeiEPHnKSADlAhu400DsYaLZsvYMAdpBky44Uy0qALv6AYEGm+L9IioIVK/4ZVcmmpmk0sV7sc7EAVVXg5rvU1yNqY2SL/b3MGbhwJ8lc2KPkTdNoKl1ZCEM9/mM0PXL2LyAXEe9gIDkapTOKCUbn1gchCqiIFIvondgwGqU2ijgycYR++PXO2WE0SF9SQE7RKBiogQ/gCvwAB4CvwGw/2GyBk7fZ5PKkEJy8D/G5D62HTdXZ/vfRcLYPkDsBAbmvjRT6dPV7HhIQFFxtnU3hetBkLYjaTBRm+wDvwC9wAJHXLNki33ayxdZFOdwVk/jpUxHoo2Dm07DJ0nEdplWknqsKNEWxu+86T0DgZEp0lxxG4mOYr4GLn+xp2/bmd4y8bVub+wu2Z5Rj/hYk89/l3YI8ETI4y+oDvjXXz2pE9W2fj3dCMyF/ioBAhG+xx5DA6Ejk88k9zuOnOPYcF5AvfKWc03oPb25pR+KF/MzyXfhM3jtdHvGKFR5/bVh4iRpcWmcAAAAASUVORK5CYII=) 16 16, auto;}
24.444444444444%,26.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
26.666666666667%,28.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.888888888889%,31.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.111111111111%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlUlEQVRYhe2VIXLDMBBFXzotLysL7A16g7KQ3sfEJAcJKA8ptgx6BYOGhfUMAlsgrS07UiwrmSnxn9HYs17t/95drWDFin/GpmRTXdeSsBfHXCxARAS4eC6NdYvaGNnieA9zDj7dSTKf9ih5XdeSKlcWwlSPv1hJr5z9C8iNMRpgIDlYobOCDVbn7YMQAcQYUyyiD+LSaIXKCo0nazyhLrV33g8rQfmSAnKaRsBCBbwDZ+AH2AN8BW67wecF+FSfp1yeFII/71N87FOrcKU6uu+aDe97A7kXEJBrb6TQl6vfc5OAoOEqF2wKP4MmtiBrM1mYnQO8Ab/AHox5zpJtzLd7ecH1RTn8EWvif5/KQJ8FO1+Gxywd57h5sxk/FRLSba+HzhOQCCLiyOVamyXEK+Z74KQvO9q2jYqYom1bV/sTbmaUY/4UJOvf5Z2CPBHNECxrDuhoru41iKrLOR+fhHZCfhcBgQgdsYeQwMpI5P3JFcfxVRy7jgvIF95SPmi1g1dv2pK4IT+yYhdek9f+Lo94xQrFH97qd8SH/6C3AAAAAElFTkSuQmCC) 16 16, auto;}
33.333333333333%,35.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35.555555555556%,37.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.777777777778%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,42.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.222222222222%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,46.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkElEQVRYhe2VLXLDMBCFv3amvCwssDfoDcpCeh8TkRwkoDyk2DLoFQwaVtYzCGyBfqzYliUrmSnxm9HYo599T2+lFWzY8M94qFmklJJEf3XM1QJERIDJd22sW9TOka2O95ib4OxOkjnbZ8mVUpJKVxFiq69HjKRbyfoV5FprH2AgORmhN4KJWu/6ByECiNa6WkQIYm00QmOE1pG1jtA339+7eRiJ0pcUUHJoBAw0wBvwA3wDR4DPaNphmLMDPvycp1KeFKKdB4vPwVoPm6qzHfduuLk3kDsBEbk/Gx6uBASEdIU1NwmIDlxjg40xFmD7ItcyLmTrAK/AL3AErZ+LZGv9ZX922HNRD3fF2vndpxwILph8GvIOgD35tdgvD5cJyARZREZ8XsDF/xzoum4yLDPmdl1nc3/B1ox65G9BMv992S0oE9EOwcZ1YAyl1FCam3sVomZa5+croRmR30VAJMKX2FNMYORK5P3JPc7XT/Hcc1xBvvKVckGbA7y4rj2JF/K9KHblM7m0uzLiDRs8/gCQ42/CFHwicgAAAABJRU5ErkJggg==) 16 16, auto;}
46.666666666667%,48.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
48.888888888889%,51.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
51.111111111111%,53.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53.333333333333%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.555555555556%,57.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
57.777777777778%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,62.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.222222222222%,64.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
64.444444444444%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,68.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.888888888889%,71.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71.111111111111%,73.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
73.333333333333%,75.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75.555555555556%,77.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
77.777777777778%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,82.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
82.222222222222%,84.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
84.444444444444%,86.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur183637 6s linear infinite forwards;
}