@keyframes rwdcur69275 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur69275 1.0666666666667s linear infinite forwards;
}
