@keyframes rwdcur232044 {
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:rwdcur232044 0.53333333333333s linear infinite forwards;
}
