@keyframes rwdcur143330 {
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:rwdcur143330 1.3333333333333s linear infinite forwards;
}
