@keyframes rwdcur8051 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
}
div.testarea{
animation:rwdcur8051 1.3333333333333s linear infinite forwards;
}