@keyframes rwdcur6121 {
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:rwdcur6121 0.93333333333333s linear infinite forwards;
}