@keyframes rwdcur204329 {
0%,5.7823529411765%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5.8823529411765%,11.664705882353% {cursor:url(data:image/png;base64,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) 1 1, auto;}
11.764705882353%,17.547058823529% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.647058823529%,23.429411764706% {cursor:url(data:image/png;base64,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) 1 1, auto;}
23.529411764706%,29.311764705882% {cursor:url(data:image/png;base64,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) 1 1, auto;}
29.411764705882%,35.194117647059% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35.294117647059%,41.076470588235% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.176470588235%,46.958823529412% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.058823529412%,52.841176470588% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.941176470588%,58.723529411765% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58.823529411765%,64.605882352941% {cursor:url(data:image/png;base64,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) 1 1, auto;}
64.705882352941%,70.488235294118% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70.588235294118%,76.370588235294% {cursor:url(data:image/png;base64,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) 1 1, auto;}
76.470588235294%,82.252941176471% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.352941176471%,88.135294117647% {cursor:url(data:image/png;base64,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) 1 1, auto;}
88.235294117647%,94.017647058824% {cursor:url(data:image/png;base64,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) 1 1, auto;}
94.117647058824%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur204329 2.8333333333333s linear infinite forwards;
}
