data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAACtUlEQVR4nO3BMQEAAADCoPVPbQwfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+Bo3+AAF/RMkcAAAAAElFTkSuQmCC

2

average2

2

2

2

21,2,310621.260,8,-600,60,5,7,94,5,6