Two identical circular wire loops, Loop 1 and Loop 2, each of radius \(R\), are fixed parallel to each other along a common central axis (the \(x\)-axis) separated by a distance \(2R\). Loop 1 carries a steady current \(I\) in the clockwise direction when viewed from the positive \(x\)-axis, while Loop 2 carries an equal steady current \(I\) in the counterclockwise direction. Three points along the central axis are identified:

• Point \(P_1\) is at the center of Loop 1.
• Point \(P_2\) is at the midpoint between the two loops.
• Point \(P_3\) is located on the axis a distance \(2R\) to the right of Loop 2.

Which of the following correctly ranks the magnitude of the net magnetic field \(B\) at points \(P_1\), \(P_2\), and \(P_3\)?