@keyframes rwdcur11131 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 17, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
}
div.testarea{
animation:rwdcur11131 1.3333333333333s linear infinite forwards;
}
