Melody: reinout-g wrote:New puzzle!
Three rivalling coaches (Pierre, Pieter and Peter) and their three athletes (Édouard, Eduard and Edward) want to cross a river.
There is only one boat which can carry two persons.
The coaches do not want other coaches to be with their athlete without they themselves beeing present at any moment..
How can they cross the river?
Same as before. We have three coaches C1, C2, and C3
and we have 3 athletes A1, A2, A3
So A1, A2, A3, C1, C2, C3 all have to get accross the river
A1, and C1 paddle across and A1 stays on the other side (C1 returns)
So A2, A3, C1, C2, C3 all have to get accross the river
C1, and C2 paddle across and A1 AND C1 stays on the other side (C2 returns)
So A2, A3, C2, C3 all have to get accross the river
C2, and C3 paddle across and C1, C2 and C3 stays on the other side (A1 returns)
So A1, A2, A3, all have to get accross the river
A1, and A2 paddle across and A1, C1, C2 and C3 stays on the other side (A2 returns)
So A2, A3, all have to get accross the river
A2, and A3 paddle across and everyone is on the other side