@keyframes rwdcur160465 {
0%,11.292405063291%,100% {cursor:url(data:image/png;base64,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) 15 11, auto;}
11.392405063291%,23.950632911392% {cursor:url(data:image/png;base64,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) 15 11, auto;}
24.050632911392%,36.608860759494% {cursor:url(data:image/png;base64,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) 15 11, auto;}
36.708860759494%,49.267088607595% {cursor:url(data:image/png;base64,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) 15 11, auto;}
49.367088607595%,61.925316455696% {cursor:url(data:image/png;base64,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) 15 11, auto;}
62.025316455696%,74.583544303797% {cursor:url(data:image/png;base64,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) 15 11, auto;}
74.683544303797%,87.241772151899% {cursor:url(data:image/png;base64,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) 15 11, auto;}
87.341772151899%,99.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
}
div.testarea{
animation:rwdcur160465 1.3166666666667s linear infinite forwards;
}
