@keyframes rwdcur10089 {
0%,11.664705882353%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.764705882353%,23.429411764706% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.529411764706%,35.194117647059% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.294117647059%,46.958823529412% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.058823529412%,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;}
76.470588235294%,82.252941176471% {cursor:url(data:image/png;base64,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) 0 0, auto;}
82.352941176471%,88.135294117647% {cursor:url(data:image/png;base64,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) 0 0, auto;}
88.235294117647%,94.017647058824% {cursor:url(data:image/png;base64,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) 0 0, auto;}
94.117647058824%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur10089 1.4166666666667s linear infinite forwards;
}
