@keyframes rwdcur41294 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur41294 2.6666666666667s linear infinite forwards;
}
