@keyframes rwdcur23329 {
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:rwdcur23329 1.0666666666667s linear infinite forwards;
}
