@keyframes rwdcur159285 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 23, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 23, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 23, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 23, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 23, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 23, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 23, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 23, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 23, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 23, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 23, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 23, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 23, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 23, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 23, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 23, auto;}
}
div.testarea{
animation:rwdcur159285 1.6s linear infinite forwards;
}
