@keyframes rwdcur38450 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 18 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 18 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 18 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 18 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
}
div.testarea{
animation:rwdcur38450 2.6666666666667s linear infinite forwards;
}
