@keyframes rwdcur42322 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur42322 2.6666666666667s linear infinite forwards;
}
