data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAACtUlEQVR4nO3BMQEAAADCoPVPbQwfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+Bo3+AAF/RMkcAAAAAElFTkSuQmCCThere were of coin flips that were heads. It took seconds.2The longest run of is H,T,T,T,T,T,H,T,T,T,T,T,H,T,H,H,T,T,H,H,H,H,H,H,H,T,H,T,T,T213173019