Gallileo used objects of different weight but of the same aerodynamic properties to demonstrate that weight(mass) does not have anything to do with acceleration. If I remember correctly (we were both pretty drunk at a time), he dropped a cannon ball and a musket bullet - both round objects.
Even then the objects would evantually fall at different speed due to difference in density (lead is more dense then iron) and weight to crossection ratio (crossection is proportional to square of size while weight is proportional to cube).
Since the height of the tower was much lower then what would be necessary for such objects to reach terminal velocity (where resistance of air equals the force of gravity), there was no noticeable difference. Since the common wisdom of the times was that an object ten times as heavy would fall ten times as fast, he made his point very convincingly.
When an object is falling at it's terminal velocity, the force of gravity which is proportional to it's mass is equal to the force of drag which is proportional to crossection area, aerodynamic coefficient and approximately a square of speed.
So of two objects (planes) with the same crossection area and aerodynamic properties, the heavier one will reach higher speed before the drag equalizes the force of gravity (weight) and it stops accelerating.
miko