@keyframes rwdcur225523 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 32 31, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 32 31, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 32 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 32 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 32 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 32 31, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 32 31, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 32 31, auto;}
}
div.testarea{
animation:rwdcur225523 2s linear infinite forwards;
}