@keyframes rwdcur98837 {
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:rwdcur98837 1.0666666666667s linear infinite forwards;
}
