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)
Figure 11. Composite average storm relative maximum surface winds (Vsrm) versus composite average tropical cyclone size (top) and average tropical cyclone latitude (bottom) are shown. Composites are stratified by 12-h intensity trends. The averages of storms with steady or weakening (intensifying) intensity trends are shown by the black (grey) points. Second order polynomial trend lines are added with the same shading.
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