@keyframes rwdcur206080 {
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30.344827586207%,31.624137931034% {cursor:url(data:image/png;base64,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) 31 35, auto;}
31.724137931034%,33.003448275862% {cursor:url(data:image/png;base64,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) 31 35, auto;}
33.103448275862%,34.38275862069% {cursor:url(data:image/png;base64,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) 31 35, auto;}
34.48275862069%,35.762068965517% {cursor:url(data:image/png;base64,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) 31 35, auto;}
35.862068965517%,37.141379310345% {cursor:url(data:image/png;base64,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) 31 35, auto;}
37.241379310345%,38.520689655172% {cursor:url(data:image/png;base64,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) 31 35, auto;}
38.620689655172%,39.9% {cursor:url(data:image/png;base64,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) 31 35, auto;}
40%,41.279310344828% {cursor:url(data:image/png;base64,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) 31 35, auto;}
41.379310344828%,42.658620689655% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABGElEQVR4nO3UP0oDQRTH8d+K+KeIYBAFQQ9gYxPEwt7CVguPYG/rQdYDeAYPYCG4IgaMKWIEFdQoorJodpOdZxVLs5qFCfL9VFPM+83Mg3kSAAAAAAAAAAAAAAAAAAAAAAAAAPwjge8L9JwfHVv62S4ka2xyQstrq7neNlrIiQO6jM7sYHPPy9lD0YDxi4bMZSotzGpmaXHgvOfarXbuVq6ybraxr9P6T3uHogFT0yWV58p6ur7X283jn3PMmYtf41baTlOXuXogvfer8ToDLIqst04+EnWSzkB5zlyrWW1uhbthzaQ41EnfoeK7AZmkkQIjHyStB5VKNW+B3y9gdihpvsDEhoLg5TcFvmfAdsF36CrHvwfw7QsKclX0uk2wBAAAAABJRU5ErkJggg==) 31 35, auto;}
42.758620689655%,43.693103448276% {cursor:url(data:image/png;base64,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) 31 35, auto;}
43.793103448276%,46.796551724138% {cursor:url(data:image/png;base64,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) 31 35, auto;}
46.896551724138%,49.9% {cursor:url(data:image/png;base64,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) 31 35, auto;}
50%,53.003448275862% {cursor:url(data:image/png;base64,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) 31 35, auto;}
53.103448275862%,56.106896551724% {cursor:url(data:image/png;base64,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) 31 35, auto;}
56.206896551724%,59.210344827586% {cursor:url(data:image/png;base64,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) 31 35, auto;}
59.310344827586%,62.313793103448% {cursor:url(data:image/png;base64,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) 31 35, auto;}
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}
div.testarea{
animation:rwdcur206080 4.8333333333333s linear infinite forwards;
}
