"Twelve students of one class have held a rock-scissors-paper tournament. Each competed against each one exactly once. There were two points for a win, one point for a draw and no points for a defeat.
At the end of the tournament, all participants scored different scores. The player in second place has as many points as the last five together.
How did the game end between the players on the 7th and 9th place?"
Well I know how to find out how many points together can be in this game, and I even have a possible solution, but I have to include that a draw is possible, too.
Please give me a hint! ;)