@keyframes rwdcur153128 {
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:rwdcur153128 1.3333333333333s linear infinite forwards;
}
