@keyframes rwdcur83183 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur83183 1.3333333333333s linear infinite forwards;
}
