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<Mask>
5 <Rect width="53" x="-11" y="452" height="41" type="negative"/>
6 <Rect width="20" x="372" y="203" height="23" type="negative"/>
8 <Algorithm description="Normalized Color Histograms" name="nchcompare">
9 <Parameter description="Bin Count" name="bincount">4</Parameter>
10 <Parameter description="Threshold" name="threshold">0.02</Parameter>
