Select the figure from among the given options that can logically replace the question mark (?) in the following series.

To find the figure that logically replaces the question mark (?) in the series, we can analyze the movement of the symbols across the successive squares:

Let us denote the positions within each square as:
• TL: Top-Left
• TR: Top-Right
• C: Center
• BL: Bottom-Left
• BR: Bottom-Right

Let's map the locations of the symbols in each step of the series:
• Box 1: TL = Π, TR = ①, C = !!, BL = ‰, BR = ¢
• Box 2: TL = ¢, TR = ①, C = Π, BL = ‰, BR = !!
• Box 3: TL = ¢, TR = ‰, C = ①, BL = Π, BR = !!
• Box 4: TL = !!, TR = ‰, C = ¢, BL = Π, BR = ①

Now, let's analyze the transitions between steps:

1. Transition from Box 1 to Box 2:
• The symbols at TR (①) and BL (‰) remain stationary.
• The other three positions (TL, C, BR) undergo a cyclic rotation:
- The symbol at BR (¢) moves to TL.
- The symbol at TL (Π) moves to C.
- The symbol at C (!!) moves to BR.

2. Transition from Box 2 to Box 3:
• The symbols at TL (¢) and BR (!!) remain stationary.
• The other three positions (TR, C, BL) undergo a cyclic rotation:
- The symbol at BL (‰) moves to TR.
- The symbol at TR (①) moves to C.
- The symbol at C (Π) moves to BL.

3. Transition from Box 3 to Box 4:
• The symbols at TR (‰) and BL (Π) remain stationary.
• The other three positions (TL, C, BR) undergo a cyclic rotation (same pattern as Box 1 to Box 2):
- The symbol at BR (!!) moves to TL.
- The symbol at TL (¢) moves to C.
- The symbol at C (①) moves to BR.

4. Transition from Box 4 to Box 5 (Question Mark):
Following this alternating pattern of stationary pairs, this transition must repeat the logic of Box 2 to Box 3:
• The symbols at TL (!!) and BR (①) must remain stationary.
• The remaining three positions (TR, C, BL) must rotate cyclically (BL → TR, TR → C, C → BL):
- The symbol at BL (Π) moves to TR.
- The symbol at TR (‰) moves to C.
- The symbol at C (¢) moves to BL.

Therefore, the configuration of the fifth box (replacing the ?) must be:
• TL = !!
• TR = Π
• C = ‰
• BL = ¢
• BR = ①

This matches the following correct option figure: