@keyframes rwdcur233688 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 11 47, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 11 47, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 11 47, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 47, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 11 47, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 11 47, auto;}
}
div.testarea{
animation:rwdcur233688 1s linear infinite forwards;
}
