@keyframes rwdcur85770 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur85770 1.0666666666667s linear infinite forwards;
}
