@keyframes rwdcur138138 {
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:rwdcur138138 1.3333333333333s linear infinite forwards;
}
