@keyframes rwdcur41453 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 21, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 21, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 21, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 21, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 21, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 21, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 21, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 21, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 21, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 21, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 21, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 21, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 21, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 21, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 21, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 21, auto;}
}
div.testarea{
animation:rwdcur41453 2.6666666666667s linear infinite forwards;
}
