@keyframes rwdcur19838 {
0%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur19838 0.66666666666667s linear infinite forwards;
}
