@keyframes rwdcur164790 {
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:rwdcur164790 1.6s linear infinite forwards;
}
