Question 22
Two secondary one and $m$ secondary two students took part in a round-robin chess tournament. In other words, each student played with every other student exactly once. For each match, the winner receives 3 points and the loser 0 points. If a match ends in a draw, both contestants receive 1 point each. If the total number of points received by all students was 130, and the number of matches that ended in a draw was less than half of the total number of matches played, what is the value of $m$?