@keyframes rwdcur98413 {
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:rwdcur98413 1.0666666666667s linear infinite forwards;
}
