@keyframes rwdcur152704 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 19 19, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 19 19, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 19 19, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 19 19, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 19 19, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 19 19, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 19 19, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 19 19, auto;}
}
div.testarea{
animation:rwdcur152704 0.4s linear infinite forwards;
}
