@keyframes rwdcur27787 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur27787 3.7333333333333s linear infinite forwards;
}