@keyframes rwdcur116052 {
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:rwdcur116052 0.66666666666667s linear infinite forwards;
}
