@keyframes rwdcur17023 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur17023 1.3333333333333s linear infinite forwards;
}
