@keyframes rwdcur164607 {
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:rwdcur164607 1.3333333333333s linear infinite forwards;
}
