data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAACtUlEQVR4nO3BMQEAAADCoPVPbQwfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+Bo3+AAF/RMkcAAAAAElFTkSuQmCC
There're a total of C's
293,93,66,76,73,72,100,87,70,100
78578.5311