@keyframes rwdcur125282 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
6.25%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 17, auto;}
47.916666666667%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
52.083333333333%,56.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 17, auto;}
58.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur125282 4s linear infinite forwards;
}
