@keyframes rwdcur127185 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur127185 1.3333333333333s linear infinite forwards;
}
