@keyframes rwdcur96277 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
}
div.testarea{
animation:rwdcur96277 0.8s linear infinite forwards;
}
