@keyframes rwdcur38067 {
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:rwdcur38067 1.3333333333333s linear infinite forwards;
}
