@keyframes rwdcur248986 {
0%,11.764406779661%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.864406779661%,23.628813559322% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.728813559322%,35.493220338983% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.593220338983%,47.357627118644% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.457627118644%,59.222033898305% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.322033898305%,71.086440677966% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.186440677966%,82.950847457627% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.050847457627%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur248986 0.98333333333333s linear infinite forwards;
}
