@keyframes rwdcur112055 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur112055 0.8s linear infinite forwards;
}
