@keyframes rwdcur121366 {
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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 16 0, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 16 0, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 16 0, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 16 0, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 16 0, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 16 0, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 16 0, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 16 0, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 16 0, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 16 0, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 16 0, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur121366 2.1666666666667s linear infinite forwards;
}
