@keyframes rwdcur66901 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 3 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
}
div.testarea{
animation:rwdcur66901 2.6666666666667s linear infinite forwards;
}
