@keyframes rwdcur118147 {
0%,10.426315789474%,100% {cursor:url(data:image/png;base64,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) 6 13, auto;}
10.526315789474%,13.057894736842% {cursor:url(data:image/png;base64,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) 6 13, auto;}
13.157894736842%,26.215789473684% {cursor:url(data:image/png;base64,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) 6 13, auto;}
26.315789473684%,34.110526315789% {cursor:url(data:image/png;base64,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) 6 13, auto;}
34.210526315789%,47.268421052632% {cursor:url(data:image/png;base64,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) 6 13, auto;}
47.368421052632%,49.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
50%,60.426315789474% {cursor:url(data:image/png;base64,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) 6 13, auto;}
60.526315789474%,63.057894736842% {cursor:url(data:image/png;base64,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) 6 13, auto;}
63.157894736842%,76.215789473684% {cursor:url(data:image/png;base64,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) 6 13, auto;}
76.315789473684%,84.110526315789% {cursor:url(data:image/png;base64,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) 6 13, auto;}
84.210526315789%,97.268421052632% {cursor:url(data:image/png;base64,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) 6 13, auto;}
97.368421052632%,99.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
}
div.testarea{
animation:rwdcur118147 2.5333333333333s linear infinite forwards;
}