@keyframes rwdcur252832 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
}
div.testarea{
animation:rwdcur252832 2.6666666666667s linear infinite forwards;
}
