@keyframes rwdcur60106 {
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:rwdcur60106 1.3333333333333s linear infinite forwards;
}
