@keyframes rwdcur45882 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur45882 0.8s linear infinite forwards;
}
