@keyframes rwdcur19238 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
}
div.testarea{
animation:rwdcur19238 1.3333333333333s linear infinite forwards;
}
