@keyframes rwdcur29467 {
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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 1, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 1, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 1, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur29467 1s linear infinite forwards;
}