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31.948881789137%,32.48785942492% {cursor:url(data:image/png;base64,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) 16 15, auto;}
32.58785942492%,33.446325878594% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.546325878594%,35.043769968051% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35.143769968051%,36.002236421725% {cursor:url(data:image/png;base64,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) 16 15, auto;}
36.102236421725%,67.951118210863% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur234832 5.2166666666667s linear infinite forwards;
}
