Jack, is there an ideal between 1 -2 2- 3 to define the terminal point.
I am talking about the southern hemisphere where grains of sand build castles some of which have towers of varying heights that rise from moats that can be easily crossed when levels are low.
It is from the highest of castle peaks of which the forests can be seen clearly and a change in paths can be mapped to follow. It is here to witness tens of thousands of knights fall and a few witty men will survive.
Climbing from tower to tower can be achieved by determining the ideal lengths of hair.
Beware of the imp that spins gold... a confused drinker is he