@keyframes rwdcur241757 {
0%,15.284615384615%,100% {cursor:url(data:image/png;base64,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) 24 27, auto;}
15.384615384615%,30.669230769231% {cursor:url(data:image/png;base64,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) 24 27, auto;}
30.769230769231%,46.053846153846% {cursor:url(data:image/png;base64,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) 24 27, auto;}
46.153846153846%,61.438461538462% {cursor:url(data:image/png;base64,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) 24 27, auto;}
61.538461538462%,76.823076923077% {cursor:url(data:image/png;base64,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) 24 27, auto;}
76.923076923077%,92.207692307692% {cursor:url(data:image/png;base64,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) 24 27, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 24 27, auto;}
}
div.testarea{
animation:rwdcur241757 1.0833333333333s linear infinite forwards;
}