@keyframes rwdcur251500 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur251500 1.3333333333333s linear infinite forwards;
}
