@keyframes rwdcur100258 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 9 7, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 9 7, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 9 7, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 9 7, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 9 7, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 9 7, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 9 7, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 9 7, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 9 7, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 9 7, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 9 7, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 9 7, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
}
div.testarea{
animation:rwdcur100258 2.1666666666667s linear infinite forwards;
}
