@keyframes rwdcur229308 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur229308 2.6666666666667s linear infinite forwards;
}
