@keyframes rwdcur229796 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur229796 0.6s linear infinite forwards;
}
