@keyframes rwdcur49278 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlElEQVRYhe3XsWsUQRiG8V8OSSGiDkhKsUgTELG2kCAIwf8gha1iESzSBKzESuwkIBZiZaEoYiGI2ogWKSLaBBTENBZBhQ80oEbwLDKB87gzd7PLXnMvLLs7yzfPszPLDCv4ErwMzgUHNZ3gatDOx+/gUTDXFH8iOIx1tPAT53EP0ziOTawkNrLwCdsHvEqsVLYIHuYRmA0OBc86RqUd/AquBQ+62tvB3WBvKXsiC8ziAs7iNY4O2c9yYqFYIEvM4QhulHSEA4lvwxa1di4ST3C6EA7HSopaXff7Kwh8rkPgXSH8Ez7UIfC4UGCzsO5fgfwdPB+yjz+YT9vnagI584Z7o+XE2xJ4T4HEV1wesH4Dl0rhPQVyruPjAPULqcL89xVIbGFxl9qniftV4HSshL0SvMDJHo+2MJMGG6X/pt8U7ORin/YrdcAHSnCra/d7H0w2As8CU8H3DoFTjcE7JJYy/E7j8CwwGbwJpkYikCX2jQw+zjjjjDzB7WBtVPA9wY+8FNf+07rbdgxnsJqvb9a9E/4Ff5eA2+StwBsAAAAASUVORK5CYII=) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur49278 0.8s linear infinite forwards;
}