13. Five contestants scored a total of 414 points in a math competition. Each contestant scored a different positive number of points, and the highest scorer got 92 points. What is the minimum score the lowest scorer could have? What is the maximum score the lowest scorer could have?
【Analysis】The lowest scoring player gets at least $414-92-91-90-89=52$ points. When the lowest scoring player scores the highest, the other three players' scores are close to his, $414-92=322,322 \div 4=80.5$, so at this time, the four players' scores are $79, 80, 81, 82$, therefore, the lowest scoring player can get a maximum of 79 points.