@keyframes rwdcur206983 {
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:rwdcur206983 1.3333333333333s linear infinite forwards;
}
