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5.8823529411765%,11.664705882353% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.764705882353%,17.547058823529% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.647058823529%,23.429411764706% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.529411764706%,29.311764705882% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.411764705882%,35.194117647059% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.294117647059%,41.076470588235% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.176470588235%,46.958823529412% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.058823529412%,52.841176470588% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.941176470588%,58.723529411765% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58.823529411765%,64.605882352941% {cursor:url(data:image/png;base64,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) 0 0, auto;}
64.705882352941%,70.488235294118% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70.588235294118%,76.370588235294% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur152601 2.2666666666667s linear infinite forwards;
}