@keyframes rwdcur45175 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur45175 0.66666666666667s linear infinite forwards;
}
