@keyframes rwdcur241838 {
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58.823529411765%,66.958823529412% {cursor:url(data:image/png;base64,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) 6 6, auto;}
67.058823529412%,75.194117647059% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75.294117647059%,83.429411764706% {cursor:url(data:image/png;base64,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) 6 6, auto;}
83.529411764706%,91.664705882353% {cursor:url(data:image/png;base64,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) 6 6, auto;}
91.764705882353%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur241838 1.4166666666667s linear infinite forwards;
}
