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2.7777777777778%,5.4555555555556% {cursor:url(data:image/png;base64,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) 14 5, auto;}
5.5555555555556%,8.2333333333333% {cursor:url(data:image/png;base64,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) 14 5, auto;}
8.3333333333333%,11.011111111111% {cursor:url(data:image/png;base64,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) 14 5, auto;}
11.111111111111%,13.788888888889% {cursor:url(data:image/png;base64,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) 14 5, auto;}
13.888888888889%,16.566666666667% {cursor:url(data:image/png;base64,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) 14 5, auto;}
16.666666666667%,19.344444444444% {cursor:url(data:image/png;base64,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) 14 5, auto;}
19.444444444444%,22.122222222222% {cursor:url(data:image/png;base64,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) 14 5, auto;}
22.222222222222%,24.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
25%,27.677777777778% {cursor:url(data:image/png;base64,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) 14 5, auto;}
27.777777777778%,30.455555555556% {cursor:url(data:image/png;base64,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) 14 5, auto;}
30.555555555556%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 5, auto;}
33.333333333333%,36.011111111111% {cursor:url(data:image/png;base64,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) 14 5, auto;}
36.111111111111%,38.788888888889% {cursor:url(data:image/png;base64,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) 14 5, auto;}
38.888888888889%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 5, auto;}
41.666666666667%,44.344444444444% {cursor:url(data:image/png;base64,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) 14 5, auto;}
44.444444444444%,47.122222222222% {cursor:url(data:image/png;base64,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) 14 5, auto;}
47.222222222222%,49.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
50%,52.677777777778% {cursor:url(data:image/png;base64,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) 14 5, auto;}
52.777777777778%,55.455555555556% {cursor:url(data:image/png;base64,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) 14 5, auto;}
55.555555555556%,58.233333333333% {cursor:url(data:image/png;base64,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) 14 5, auto;}
58.333333333333%,61.011111111111% {cursor:url(data:image/png;base64,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) 14 5, auto;}
61.111111111111%,63.788888888889% {cursor:url(data:image/png;base64,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) 14 5, auto;}
63.888888888889%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 5, auto;}
66.666666666667%,69.344444444444% {cursor:url(data:image/png;base64,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) 14 5, auto;}
69.444444444444%,72.122222222222% {cursor:url(data:image/png;base64,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) 14 5, auto;}
72.222222222222%,74.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
75%,77.677777777778% {cursor:url(data:image/png;base64,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) 14 5, auto;}
77.777777777778%,80.455555555556% {cursor:url(data:image/png;base64,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) 14 5, auto;}
80.555555555556%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 5, auto;}
83.333333333333%,86.011111111111% {cursor:url(data:image/png;base64,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) 14 5, auto;}
86.111111111111%,88.788888888889% {cursor:url(data:image/png;base64,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) 14 5, auto;}
88.888888888889%,91.566666666667% {cursor:url(data:image/png;base64,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) 14 5, auto;}
91.666666666667%,94.344444444444% {cursor:url(data:image/png;base64,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) 14 5, auto;}
94.444444444444%,97.122222222222% {cursor:url(data:image/png;base64,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) 14 5, auto;}
97.222222222222%,99.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
}
div.testarea{
animation:rwdcur214199 6s linear infinite forwards;
}