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2.1739130434783%,6.4217391304348% {cursor:url(data:image/png;base64,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) 11 13, auto;}
6.5217391304348%,10.769565217391% {cursor:url(data:image/png;base64,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) 11 13, auto;}
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19.565217391304%,23.813043478261% {cursor:url(data:image/png;base64,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) 11 13, auto;}
23.913043478261%,28.160869565217% {cursor:url(data:image/png;base64,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) 11 13, auto;}
28.260869565217%,32.508695652174% {cursor:url(data:image/png;base64,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) 11 13, auto;}
32.608695652174%,36.85652173913% {cursor:url(data:image/png;base64,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) 11 13, auto;}
36.95652173913%,41.204347826087% {cursor:url(data:image/png;base64,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) 11 13, auto;}
41.304347826087%,45.552173913043% {cursor:url(data:image/png;base64,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) 11 13, auto;}
45.652173913043%,49.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
50%,54.247826086957% {cursor:url(data:image/png;base64,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) 11 13, auto;}
54.347826086957%,58.595652173913% {cursor:url(data:image/png;base64,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) 11 13, auto;}
58.695652173913%,62.94347826087% {cursor:url(data:image/png;base64,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) 11 13, auto;}
63.04347826087%,67.291304347826% {cursor:url(data:image/png;base64,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) 11 13, auto;}
67.391304347826%,69.465217391304% {cursor:url(data:image/png;base64,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) 11 13, auto;}
69.565217391304%,71.639130434783% {cursor:url(data:image/png;base64,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) 11 13, auto;}
71.739130434783%,73.813043478261% {cursor:url(data:image/png;base64,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) 11 13, auto;}
73.913043478261%,75.986956521739% {cursor:url(data:image/png;base64,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) 11 13, auto;}
76.086956521739%,78.160869565217% {cursor:url(data:image/png;base64,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) 11 13, auto;}
78.260869565217%,80.334782608696% {cursor:url(data:image/png;base64,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) 11 13, auto;}
80.434782608696%,82.508695652174% {cursor:url(data:image/png;base64,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) 11 13, auto;}
82.608695652174%,84.682608695652% {cursor:url(data:image/png;base64,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) 11 13, auto;}
84.782608695652%,86.85652173913% {cursor:url(data:image/png;base64,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) 11 13, auto;}
86.95652173913%,89.030434782609% {cursor:url(data:image/png;base64,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) 11 13, auto;}
89.130434782609%,91.204347826087% {cursor:url(data:image/png;base64,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) 11 13, auto;}
91.304347826087%,93.378260869565% {cursor:url(data:image/png;base64,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) 11 13, auto;}
93.478260869565%,95.552173913043% {cursor:url(data:image/png;base64,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) 11 13, auto;}
95.652173913043%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
}
div.testarea{
animation:rwdcur47785 3.8333333333333s linear infinite forwards;
}
