@keyframes rwdcur229886 {
0%,11.664705882353%,100% {cursor:url(data:image/png;base64,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) 3 9, auto;}
11.764705882353%,20.488235294118% {cursor:url(data:image/png;base64,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) 3 9, auto;}
20.588235294118%,30.782352941176% {cursor:url(data:image/png;base64,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) 3 9, auto;}
30.882352941176%,39.605882352941% {cursor:url(data:image/png;base64,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) 3 9, auto;}
39.705882352941%,49.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
50%,60.194117647059% {cursor:url(data:image/png;base64,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) 3 9, auto;}
60.294117647059%,69.017647058824% {cursor:url(data:image/png;base64,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) 3 9, auto;}
69.117647058824%,79.311764705882% {cursor:url(data:image/png;base64,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) 3 9, auto;}
79.411764705882%,89.605882352941% {cursor:url(data:image/png;base64,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) 3 9, auto;}
89.705882352941%,99.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
}
div.testarea{
animation:rwdcur229886 1.1333333333333s linear infinite forwards;
}
