@keyframes rwdcur125561 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur125561 1.3333333333333s linear infinite forwards;
}
