@keyframes rwdcur173295 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,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%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur173295 1.0666666666667s linear infinite forwards;
}
