@keyframes rwdcur234159 {
0%,18.65%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.375%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur234159 1.0666666666667s linear infinite forwards;
}
