@keyframes rwdcur59209 {
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:rwdcur59209 2.6666666666667s linear infinite forwards;
}
