@keyframes rwdcur217902 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur217902 2.6666666666667s linear infinite forwards;
}
