@keyframes rwdcur98098 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 21, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 21, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 21, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 21, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 21, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 21, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 21, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 21, auto;}
}
div.testarea{
animation:rwdcur98098 0.93333333333333s linear infinite forwards;
}
