@keyframes rwdcur208314 {
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:rwdcur208314 1.0666666666667s linear infinite forwards;
}
