@keyframes rwdcur98653 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 5, auto;}
}
div.testarea{
animation:rwdcur98653 1.0666666666667s linear infinite forwards;
}
