@keyframes rwdcur170539 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur170539 0.6s linear infinite forwards;
}
