# Dissections of a square to an arithmetic series of polygons

### Author : Gavin Theobald

 {3} Triangle {3}+{4} Triangle + Square {3}+{4}+{5} Triangle + Square + Pentagon {3}+{4}+{5}+{6} Triangle + Square + Pentagon + Hexagon {3}+{4}+{5}+{6}+{7} Triangle + Square + Pentagon + Hexagon + Heptagon {3}+{4}+{5}+{6}+{7}+{8} Triangle + Square + Pentagon + Hexagon + Heptagon + Octagon {4} Square {4}+{5} Square + Pentagon {4}+{5}+{6} Square + Pentagon + Hexagon {4}+{5}+{6}+{7} Square + Pentagon + Hexagon + Heptagon {4}+{5}+{6}+{7}+{8} Square + Pentagon + Hexagon + Heptagon + Octagon {4} Square {4}+{6} Square + Hexagon {4}+{6}+{8} Square + Hexagon + Octagon {4}+{6}+{8}+{10} Square + Hexagon + Octagon + Decagon {4}+{6}+{8}+{10}+{12} Square + Hexagon + Octagon + Decagon + Dodecagon {4} Square {4}+{7} Square + Heptagon {4}+{7}+{10} Square + Heptagon + Decagon {4} Square {4}+{8} Square + Octagon {4}+{8}+{12} Square + Octagon + Dodecagon {4}+{8}+{12}+{16} Square + Octagon + Dodecagon + Hexadecagon {6} Hexagon {6}+{8} Hexagon + Octagon {6}+{8}+{10} Hexagon + Octagon + Decagon {6}+{8}+{10}+{12} Hexagon + Octagon + Decagon + Dodecagon