@keyframes rwdcur237910 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 31 31, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 31 31, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur237910 2.1333333333333s linear infinite forwards;
}