@keyframes rwdcur154052 {
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:rwdcur154052 0.66666666666667s linear infinite forwards;
}
