@keyframes rwdcur141778 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 23 32, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 23 32, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 23 32, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 23 32, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 23 32, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 23 32, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 23 32, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 23 32, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 23 32, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 23 32, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 23 32, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 23 32, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 23 32, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 23 32, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 23 32, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 23 32, auto;}
}
div.testarea{
animation:rwdcur141778 0.8s linear infinite forwards;
}
