@keyframes rwdcur67254 {
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:rwdcur67254 1.3333333333333s linear infinite forwards;
}
