@keyframes rwdcur217007 {
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:rwdcur217007 0.4s linear infinite forwards;
}
