@keyframes rwdcur26197 {
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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 3 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 3 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
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45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
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58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 1, auto;}
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91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 3 1, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
}
div.testarea{
animation:rwdcur26197 0.8s linear infinite forwards;
}
