@keyframes rwdcur73056 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 12 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 5, auto;}
}
div.testarea{
animation:rwdcur73056 2.6666666666667s linear infinite forwards;
}
