@keyframes rwdcur228762 {
0%,6.15% {cursor:url(data:image/png;base64,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) 7 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 7 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 7 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 7 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 7 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 7 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 7 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 7 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 7 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 7 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 7 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 7 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
}
div.testarea{
animation:rwdcur228762 2.6666666666667s linear infinite forwards;
}
