@keyframes rwdcur175691 {
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:rwdcur175691 1.0833333333333s linear infinite forwards;
}