@keyframes rwdcur129182 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur129182 0.26666666666667s linear infinite forwards;
}
