@keyframes rwdcur44116 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 19 19, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 19 19, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 19 19, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 19 19, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 19 19, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 19 19, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 19 19, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 19 19, auto;}
}
div.testarea{
animation:rwdcur44116 0.8s linear infinite forwards;
}