@keyframes rwdcur60132 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur60132 0.66666666666667s linear infinite forwards;
}
