@keyframes rwdcur146675 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
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66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
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93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur146675 15s linear infinite forwards;
}