A gun is found at a crime scene. Using a steel tape measure, it is found that the distance from the center of the gun to a utility pole is 38.625 feet. Another police officer measures the distance from the center of the gun to a drinking fountain using a laser and gets 52.7682 feet. The laser is accurate to the nearest ten-thousandth of a foot, while the tape measure is only accurate to the nearest thousandth of a foot. Round off the distance given by the laser to the nearest thousandth of a foot so that both measurements have only three significant digits after the decimal point.