@keyframes rwdcur193157 {
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:rwdcur193157 1.3333333333333s linear infinite forwards;
}
