@keyframes rwdcur169452 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur169452 1.3333333333333s linear infinite forwards;
}
