@keyframes rwdcur98751 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur98751 1.0666666666667s linear infinite forwards;
}
