@keyframes rwdcur99690 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 10 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 10 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 10 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 10 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 10 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 10 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 10 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 10 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 10 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 10 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 10 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 10 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
}
div.testarea{
animation:rwdcur99690 2.6666666666667s linear infinite forwards;
}
