1. The problem asks to name a chord for circle D.
2. A chord is a line segment with both endpoints on the circle.
3. Points F, G, H, and E lie on the circumference, while D is inside the circle.
4. Therefore, chords must connect two points on the circumference, not involving D inside.
5. Option A: \overline{DG} connects D (inside) to G (on circumference) - not a chord.
6. Option B: \overline{GH} connects G and H, both on the circumference - this is a chord.
7. Option C: \overline{DF} connects D (inside) to F (on circumference) - not a chord.
8. Hence, the correct chord is \overline{GH}.
Final answer: \boxed{\overline{GH}}
Circle Chord 6B8Cc0
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