@keyframes rwdcur228116 {
0%,12.4% {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:rwdcur228116 0.8s linear infinite forwards;
}