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14.675767918089%,16.282252559727% {cursor:url(data:image/png;base64,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) 2 1, auto;}
16.382252559727%,17.988737201365% {cursor:url(data:image/png;base64,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) 2 1, auto;}
18.088737201365%,19.695221843003% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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21.501706484642%,23.10819112628% {cursor:url(data:image/png;base64,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) 2 1, auto;}
23.20819112628%,24.814675767918% {cursor:url(data:image/png;base64,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) 2 1, auto;}
24.914675767918%,36.418771331058% {cursor:url(data:image/png;base64,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) 2 1, auto;}
36.518771331058%,38.125255972696% {cursor:url(data:image/png;base64,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) 2 1, auto;}
38.225255972696%,42.903412969283% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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56.313993174061%,57.9204778157% {cursor:url(data:image/png;base64,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) 2 1, auto;}
58.0204778157%,61.333447098976% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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}
div.testarea{
animation:rwdcur204514 4.8833333333333s linear infinite forwards;
}
