Ted on his bicycle and Noli on his motorcycle started to move simultaneously at 8:00 am from points A and B on a road toward each other.

Ted on his bicycle and Noli on his motorcycle started to move simultaneously at 8:00 am from points A and B on a road toward each other. Each is moving at his own constant speed. They met at noon (12 o'clock at midday) and continued to move without stopping each on his way at the same speed. Noli arrived to point A at 2:00 pm. At what time Ted arrived to point B?