@keyframes rwdcur106930 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 19 45, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 19 45, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 19 45, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 19 45, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 19 45, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 19 45, auto;}
}
div.testarea{
animation:rwdcur106930 0.8s linear infinite forwards;
}
