@keyframes rwdcur150695 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 7 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 7 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 7 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 7 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 7 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 7 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 7 8, auto;}
}
div.testarea{
animation:rwdcur150695 1.3333333333333s linear infinite forwards;
}
