@keyframes rwdcur169052 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 14, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 14, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 14, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur169052 1s linear infinite forwards;
}
