6G-s-P2 2nd 6G-Hung’s Point
Let ABCDEF be a hexagon.
The principal diagonals AD, BE, CF meet bound triangle PQR.
The perpendicular bisector of AD, BE, CF meet the side of ABCDEF that created the hexagon UVXYZW.
The perpendicular bisectors of principal diagonals UY, VZ, XW meet bound triangle P2Q2R2.
Then triangles PQR and P2Q2R2 are perspective.
This 6G-point was found by Tran Quang Hung. See [34], QFG#3659.
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