@keyframes rwdcur150872 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 18 18, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 18 18, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 18 18, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 18 18, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 18 18, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 18 18, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 18 18, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 18 18, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
}
div.testarea{
animation:rwdcur150872 4s linear infinite forwards;
}