@keyframes rwdcur90083 {
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22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 11 7, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 11 7, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 11 7, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 7, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 11 7, auto;}
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}
div.testarea{
animation:rwdcur90083 0.9s linear infinite forwards;
}
