@keyframes rwdcur41260 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 15 6, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
25%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 6, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 6, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
75%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 6, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
}
div.testarea{
animation:rwdcur41260 1s linear infinite forwards;
}