@keyframes rwdcur232152 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur232152 0.53333333333333s linear infinite forwards;
}
