@keyframes rwdcur39725 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur39725 1.0833333333333s linear infinite forwards;
}
