Electrical power lines can attract and repel each other, but the amount of force involved is incredibly small under most common conditions. Current in two wires flowing in the same direction attract each other, and currents in opposite directions repel. The magnitude of this force over a wire of length L (assuming the currents in each wire are equal) is
$$F=\frac{\mu_0 I^2 L}{2\pi d}$$
where:
-$\mu$ is called the permeability of free space (1.26*10-6 Newtons/Amp2)
-I is the current in the two wires
-L is the length of the wire (meters)
-d is the distance between the wires (meters)
-F is the resulting force in Newtons, which can be converted to pounds of force by multiplying by 0.225.
To take an example typical of a high power kitchen appliance like a water kettle, the current in the two wires going to the outlet in the wall is about 10A, and the distance between them is about 5mm. Over a 1 meter wire length the force is only 0.004 Newtons, which is a bit under one thousandth of a pound, so it's very small!
So you can see that for pretty much any case in day to day life electrical wires will attract and repel each other, but it will be unnoticeable because it is so small. One case where these forces matter is in high-powered electromagnets, like the superconducting electromagnets in MRI machines. There the current is high enough that the force is noticeable, and the coil of wire has to be reinforced so that it can hold its shape.
Source: UCSB ScienceLine
As for power lines they are placed quite far apart from each other hence the net magnetic force gets reduced.