A laser beam with a wavelength of 524 nm is exactly perpendicular to a screen having two narrow slits spaced 0.150 mm apart. Interference fringes, including a central maximum, are observed on a viewing screen 1.00 m away. The direction of the laser beam is then slowly rotated by 1.0° around an axis parallel to the slits until it makes an 89.0° angle with the screen. How far does the central maximum move on the viewing screen?