To calculate the perimeter (keliling) of the figure shown in your image, I need to clarify a few aspects about the components involved:

1. The figure seems to consist of:

   • A circular arc
   • Straight lines or other curve-like paths

2. The numbers "14" appear to denote specific distances (likely the radius or length of a line segment).

If the circular arc is part of a full or partial circle and the straight segments are to be added, here's the typical calculation process for the perimeter:

• For the arc, $\text{Arc Length} = r \times \theta$, where $r$ is the radius and $\theta$ is the angle in radians.
• Add the straight-line segments (if given).

Please provide clarification on:

1. Whether "14" represents a radius or line length.
2. Any additional details on the angles or geometry of the arc.

Would you like me to extract the perimeter with assumptions or ask for further clarification? Let me know!