@keyframes rwdcur241261 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur241261 1s linear infinite forwards;
}
