@keyframes rwdcur98835 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98835 1.0666666666667s linear infinite forwards;
}
