@keyframes rwdcur118704 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 29 1, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 29 1, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
}
div.testarea{
animation:rwdcur118704 0.25s linear infinite forwards;
}
