@keyframes rwdcur241270 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 19 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 19 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 19 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 19 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 19 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 19 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 19 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 19 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 19 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 19 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 19 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 19 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 19 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 19 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 19 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 19 9, auto;}
}
div.testarea{
animation:rwdcur241270 2.6666666666667s linear infinite forwards;
}
