@keyframes rwdcur178520 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
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}
div.testarea{
animation:rwdcur178520 1.5s linear infinite forwards;
}
