@keyframes rwdcur150376 {
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:rwdcur150376 1.3333333333333s linear infinite forwards;
}