@keyframes rwdcur121363 {
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:rwdcur121363 2.1666666666667s linear infinite forwards;
}