@keyframes rwdcur260967 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur260967 0.93333333333333s linear infinite forwards;
}
