How many vertices, edges, and faces are in the polyhedron below? List them.

Based on observation, in this polyhedron, there are a total of six vertices, nine edges, and five faces.
In geometry, this refers to the point where two line meet. In this case, the vertices are A, B, C, D, E, F for a total of six vertices.
This term refers to line segments, for example the line between B and C is an edge. Based on this, there are nine edges in this shape.
This refers to flat surfaces; in this, case the total of flat surfaces are five.
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