@keyframes rwdcur226713 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur226713 2s linear infinite forwards;
}
