@keyframes rwdcur257833 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 6 8, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 8, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 6 8, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 8, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 8, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 6 8, auto;}
}
div.testarea{
animation:rwdcur257833 0.9s linear infinite forwards;
}
