@keyframes rwdcur43499 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur43499 1.3333333333333s linear infinite forwards;
}
