@keyframes rwdcur43780 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 14, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur43780 0.5s linear infinite forwards;
}
