@keyframes rwdcur41180 {
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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;}
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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;}
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76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur41180 1.7333333333333s linear infinite forwards;
}
