@keyframes rwdcur228109 {
0%,12.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur228109 0.8s linear infinite forwards;
}
