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0%,8.7235294117647%,100% {cursor:url(data:image/png;base64,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) 3 6, auto;}
8.8235294117647%,17.547058823529% {cursor:url(data:image/png;base64,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) 3 6, auto;}
17.647058823529%,23.429411764706% {cursor:url(data:image/png;base64,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) 3 6, auto;}
23.529411764706%,29.311764705882% {cursor:url(data:image/png;base64,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) 3 6, auto;}
29.411764705882%,35.194117647059% {cursor:url(data:image/png;base64,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) 3 6, auto;}
35.294117647059%,41.076470588235% {cursor:url(data:image/png;base64,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) 3 6, auto;}
41.176470588235%,46.958823529412% {cursor:url(data:image/png;base64,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) 3 6, auto;}
47.058823529412%,52.841176470588% {cursor:url(data:image/png;base64,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) 3 6, auto;}
52.941176470588%,58.723529411765% {cursor:url(data:image/png;base64,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) 3 6, auto;}
58.823529411765%,64.605882352941% {cursor:url(data:image/png;base64,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) 3 6, auto;}
64.705882352941%,99.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
}
div.testarea{
animation:rwdcur17845 2.8333333333333s linear infinite forwards;
}
