@keyframes rwdcur125298 {
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:rwdcur125298 4s linear infinite forwards;
}
