@keyframes rwdcur193160 {
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:rwdcur193160 1.3333333333333s linear infinite forwards;
}
