@keyframes rwdcur128870 {
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:rwdcur128870 0.5s linear infinite forwards;
}