@keyframes rwdcur215499 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 18 0, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 18 0, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 18 0, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 18 0, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 18 0, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 18 0, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 18 0, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 18 0, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 18 0, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 18 0, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 18 0, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 18 0, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 18 0, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 18 0, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 18 0, auto;}
}
div.testarea{
animation:rwdcur215499 0.5s linear infinite forwards;
}
