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37.974683544304%,41.672151898734% {cursor:url(data:image/png;base64,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) 5 4, auto;}
41.772151898734%,45.469620253165% {cursor:url(data:image/png;base64,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) 5 4, auto;}
45.569620253165%,49.267088607595% {cursor:url(data:image/png;base64,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) 5 4, auto;}
49.367088607595%,53.064556962025% {cursor:url(data:image/png;base64,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) 5 4, auto;}
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60.759493670886%,64.456962025316% {cursor:url(data:image/png;base64,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) 5 4, auto;}
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68.354430379747%,72.051898734177% {cursor:url(data:image/png;base64,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) 5 4, auto;}
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79.746835443038%,83.444303797468% {cursor:url(data:image/png;base64,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) 5 4, auto;}
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}
div.testarea{
animation:rwdcur44555 2.6333333333333s linear infinite forwards;
}
