@keyframes rwdcur12322 {
0%,4.2478260869565%,100% {cursor:url(data:image/png;base64,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) 18 17, auto;}
4.3478260869565%,8.595652173913% {cursor:url(data:image/png;base64,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) 18 17, auto;}
8.695652173913%,12.94347826087% {cursor:url(data:image/png;base64,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) 18 17, auto;}
13.04347826087%,17.291304347826% {cursor:url(data:image/png;base64,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) 18 17, auto;}
17.391304347826%,21.639130434783% {cursor:url(data:image/png;base64,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) 18 17, auto;}
21.739130434783%,25.986956521739% {cursor:url(data:image/png;base64,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) 18 17, auto;}
26.086956521739%,30.334782608696% {cursor:url(data:image/png;base64,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) 18 17, auto;}
30.434782608696%,34.682608695652% {cursor:url(data:image/png;base64,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) 18 17, auto;}
34.782608695652%,39.030434782609% {cursor:url(data:image/png;base64,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) 18 17, auto;}
39.130434782609%,43.378260869565% {cursor:url(data:image/png;base64,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) 18 17, auto;}
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47.826086956522%,52.073913043478% {cursor:url(data:image/png;base64,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) 18 17, auto;}
52.173913043478%,56.421739130435% {cursor:url(data:image/png;base64,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) 18 17, auto;}
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60.869565217391%,65.117391304348% {cursor:url(data:image/png;base64,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) 18 17, auto;}
65.217391304348%,69.465217391304% {cursor:url(data:image/png;base64,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) 18 17, auto;}
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73.913043478261%,78.160869565217% {cursor:url(data:image/png;base64,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) 18 17, auto;}
78.260869565217%,82.508695652174% {cursor:url(data:image/png;base64,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) 18 17, auto;}
82.608695652174%,86.85652173913% {cursor:url(data:image/png;base64,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) 18 17, auto;}
86.95652173913%,91.204347826087% {cursor:url(data:image/png;base64,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) 18 17, auto;}
91.304347826087%,95.552173913043% {cursor:url(data:image/png;base64,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) 18 17, auto;}
95.652173913043%,99.9% {cursor:url(data:image/png;base64,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) 18 17, auto;}
}
div.testarea{
animation:rwdcur12322 3.8333333333333s linear infinite forwards;
}
