@keyframes rwdcur35931 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur35931 0.93333333333333s linear infinite forwards;
}
