@keyframes rwdcur143325 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur143325 1.3333333333333s linear infinite forwards;
}
