@keyframes rwdcur4476 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur4476 1.0666666666667s linear infinite forwards;
}
