@keyframes rwdcur197651 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur197651 0.66666666666667s linear infinite forwards;
}
