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2.9411764705882%,5.7823529411765% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5.8823529411765%,8.7235294117647% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.8235294117647%,11.664705882353% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.764705882353%,14.605882352941% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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20.588235294118%,23.429411764706% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.529411764706%,26.370588235294% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur184619 4.5333333333333s linear infinite forwards;
}
