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20.408163265306%,26.430612244898% {cursor:url(data:image/png;base64,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) 0 15, auto;}
26.530612244898%,32.55306122449% {cursor:url(data:image/png;base64,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) 0 15, auto;}
32.65306122449%,38.675510204082% {cursor:url(data:image/png;base64,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) 0 15, auto;}
38.775510204082%,44.797959183673% {cursor:url(data:image/png;base64,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) 0 15, auto;}
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}
div.testarea{
animation:rwdcur59592 1.6333333333333s linear infinite forwards;
}
