Olga is a park ranger in a large national park. The park is in a rural area that has no cellular phone service. Olga has a walkie-talkie that allows her to her to transmit weather updates to other rangers in the park. Her walkie-talkie has a range of 10 miles in all directions. The other park rangers have receivers in their cars that can pick up her weather updates when they are in range of her walkie-talkie. On a particular day, Olga is at the ranger station in the center of the park. Her coworker Neil is doing a survey of the land by driving along a straight road through the park. The road that Neil is on starts 15 miles west and 15 miles south of the ranger station and ends 20 miles north and 10 miles east of the ranger station. Suppose that Neil drives at an average rate of 15 miles per hour. If Neil starts his trip at 8 a.m., what time should Olga expect him to first be able to receive her weather updates?