@keyframes rwdcur195735 {
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:rwdcur195735 0.8s linear infinite forwards;
}
