@keyframes rwdcur172521 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 5 3, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 5 3, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 5 3, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 5 3, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 5 3, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 5 3, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 5 3, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 5 3, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 5 3, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 5 3, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur172521 2.1666666666667s linear infinite forwards;
}
