@keyframes rwdcur81097 {
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:rwdcur81097 1.3333333333333s linear infinite forwards;
}
