TPCP: Type Ce

(Old post from 2008)

These puzzles are rather complicated and there tend to be a lot of them, which tends to be the case with edge-turning types. They are also quite difficult to produce in real life, although one or two of them have actually been created. These are the first really complex puzzles we've seen. Note that these puzzles are related to type Oe.

	Puzzle Ce1: Gelatinbrain Number: n/a Common Name: n/a Types of Pieces: 6 fixed centers, 12 trivial edges, 24 triangular centers in 4 orbits, 8 corners. Solution: n/a
	Puzzle Ce2: Gelatinbrain Number: 3.3.1 Common Name: Helicopter Cube, Bevel Cube Types of Pieces: 24 centers in 4 orbits, 8 corners. Solution: n/a
	Puzzle Ce3:Gelatinbrain Number: 3.3.2 Common Name: n/a Types of Pieces: 6 inner centers, 24 pentagonal centers, 24 inner triangular centers in 4 orbits, 48 outer triangular centers in 2 orbits, 12 edges, 8 corners. Solution: n/a
	Puzzle Ce4:Gelatinbrain Number: 3.3.3 Common Name: n/a Types of Pieces: 6 inner centers, 24 inner triangular centers, 48 outer triangular centers in 2 orbits, 12 edges, 8 corners. Solution: n/a
	Puzzle Ce5:Gelatinbrain Number: 3.3.4 Common Name: n/a Types of Pieces: 6 inner centers, 24 adjacent triangular centers, 24 diagonal triangular centers, 48 tetragonal centers in 2 orbits, 12 edges, 8 corners. Solution: n/a
	Puzzle Ce6:Gelatinbrain Number: 3.3.5 Common Name: n/a Types of Pieces: 6 inner centers, 24 inner triangular centers, 48 outer triangular centers in 2 orbits, 12 edges, 8 corners. Solution: n/a
	Puzzle Ce7: Gelatinbrain Number: 3.3.6 Common Name: n/a Types of Pieces: 6 inner centers, 24 pentagonal centers, 24 inner triangular centers, 48 outer triangular centers in 2 orbits, 12 edges, 8 corners. Solution: n/a
	Puzzle Ce8:Gelatinbrain Number: 3.3.7 Common Name: Little Chop Types of Pieces: 24 centers. Solution: n/a