@keyframes rwdcur163020 {
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:rwdcur163020 0.66666666666667s linear infinite forwards;
}
