To solve the problem of finding the area of the shaded part, I need a clear description of the figure (e.g., shapes involved like squares, circles, triangles, their dimensions, and how the shaded region is formed). Since the image is not visible, could you please describe the figure in detail? For example:

• What shapes are present (square, circle, rectangle, etc.)?
• What are their key dimensions (side length, radius, base/height)?
• How is the shaded region positioned relative to these shapes (e.g., square minus circle, circle minus triangle)?

Once you provide this information, I can help calculate the shaded area accurately.

If we assume a common example (e.g., a square of side 10 cm with a full circle inscribed inside, shaded area being square minus circle):

• Square area = 10×10 = 100 cm²
• Circle radius = 5 cm, area = π×5² ≈ 78.5 cm²
• Shaded area = 100 - 78.5 = 21.5 cm²

But this is just an example—please share the actual figure details for the correct answer.

Answer: [Depends on figure details; please provide more info]
(If the example above is correct, the answer is ~21.5 cm², but adjust based on actual dimensions.)

For a precise answer, kindly describe the figure.

$\boxed{21.5}$ (example only; replace with actual value once details are given)

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