data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAACtUlEQVR4nO3BMQEAAADCoPVPbQwfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+Bo3+AAF/RMkcAAAAAElFTkSuQmCC
Index1The min temp is
2Index1The min temp is
2Index1The max temp is
2Index1The max temp is
2-3,-1,-2,-5,-1,-8,-3
-88-1