@keyframes rwdcur19405 {
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:rwdcur19405 1.3333333333333s linear infinite forwards;
}
