This is a pair of "L-Out" pieces from the Spiral Group of puzzles. Spiral Group pieces combine in many ways to form 4x4x4 cubes. Eight total pieces are needed to make a cube. It's possible to make cuebes with as many as eight different pieces, but pairs make the most common solutions. Check the compatibility chart below for which other pieces you might want to use.

L-Out Compatibility:
L-Z ---------- G
LS ---------- O
L-Out ------- G
Little-j ------ G
Arc ---------- G
Double-L - G
L-v ---------- X
C-N --------- X
Hook ------- O
Z-Tip ------- O
Helix ------- H
Loop ------- X

G = Forms a cube with Good interlock
O = Forms a loose Or unstable cube
X = Can't make a cube without other pieces added
H = Assembles into two Half-cubes
This chart is for basic mix of four pieces of each kind. Note that the piece is also matched with itself.

This is a pair of "LS" pieces from the Spiral Group of puzzles. Spiral Group pieces combine in many ways to form 4x4x4 cubes. Eight total pieces are needed to make a cube. It's possible to make cuebes with as many as eight different pieces, but pairs make the most common solutions. Check the compatibility chart below for which other pieces you might want to use.

LS Compatibility:
L-Z ---------- G
LS ---------- X
L-Out ------- O
Little-j ------ G
Arc ---------- G
Double-L - G
L-v ---------- X
C-N --------- O
Hook ------- G
Z-Tip ------- O
Helix ------- X
Loop ------- O

G = Forms a cube with Good interlock
O = Forms a loose Or unstable cube
X = Can't make a cube without other pieces added
H = Assembles into two Half-cubes
This chart is for basic mix of four pieces of each kind. Note that the piece is also matched with itself.

This is a pair of "Little-j" pieces from the Spiral Group of puzzles. Spiral Group pieces combine in many ways to form 4x4x4 cubes. Eight total pieces are needed to make a cube. It's possible to make cuebes with as many as eight different pieces, but pairs make the most common solutions. Check the compatibility chart below for which other pieces you might want to use.

Little-j Compatibility:
L-Z ---------- G
LS ---------- G
L-Out ------- G
Little-j ------ H
Arc ---------- X
Double-L - X
L-v ---------- O
C-N --------- G
Hook ------- H
Z-Tip ------- G
Helix ------- H
Loop ------- X

G = Forms a cube with Good interlock
O = Forms a loose Or unstable cube
X = Can't make a cube without other pieces added
H = Assembles into two Half-cubes
This chart is for basic mix of four pieces of each kind. Note that the piece is also matched with itself.

This is a pair of "L-Z" pieces from the Spiral Group of puzzles. Spiral Group pieces combine in many ways to form 4x4x4 cubes. Eight total pieces are needed to make a cube. It's possible to make cuebes with as many as eight different pieces, but pairs make the most common solutions. Check the compatibility chart below for which other pieces you might want to use.

L-Z Compatibility:
L-Z ---------- G
LS ---------- G
L-Out ------- G
Little-j ------ G
Arc ---------- G
Double-L - G
L-v ---------- X
C-N --------- G
Hook ------- G
Z-Tip ------- O
Helix ------- H
Loop ------- X

G = Forms a cube with Good interlock
O = Forms a loose Or unstable cube
X = Can't make a cube without other pieces added
H = Assembles into two Half-cubes
This chart is for basic mix of four pieces of each kind. Note that the piece is also matched with itself.

This is a small, cute castle with just a little fantasy.

This an order-four pyramid of cubes made up of four five-cube puzzle pieces. This design is one of three pyramids exclusive for this site and has never been offered anywhere else before. This design is code named "White" the other two are "Red" and "Black".

This is a puzzle cube with six pieces that each have at least one hook. This design was introduced in Helsinki in 2005.

This is a full cube hybred of "L-Z" and "L-Out" pieces from the Spiral Group of puzzles. I will provide eight hybred cubes that use all twelve of the spiral group pieces. This is number two in that set of eight.
Spiral Group pieces combine in many ways to form 4x4x4 cubes. Eight total pieces are needed to make a cube. It's possible to make cubes with as many as eight different pieces, but pairs make the most common solutions. Check the compatibility chart below for which other pieces you might want to use.

L-Z;L-out Compatibility:
L-Z ---------- G;G
LS ---------- G;O
L-Out ------- G;G
Little-j ------ G;G
Arc ---------- G;G
Double-L - G;G
L-v ---------- X;X
C-N --------- G;X
Hook ------- G;O
Z-Tip ------- O;O
Helix ------- H;H
Loop ------- X;X

G = Forms a cube with Good interlock
O = Forms a loose Or unstable cube
X = Can't make a cube without other pieces added
H = Assembles into two Half-cubes
This chart is for basic mix of four pieces of each kind. Note that the pieces are also matched with themselves.

This is a full cube hybrid of "LS" and "Double-L" pieces from the Spiral Group of puzzles. I will provide eight hybrid cubes that use all twelve of the spiral group pieces. This is number three in that set of eight.
Spiral Group pieces combine in many ways to form 4x4x4 cubes. Eight total pieces are needed to make a cube. It's possible to make cubes with as many as eight different pieces, but pairs make the most common solutions. Check the compatibility chart below for which other pieces you might want to use.

LS;Double-L Compatibility:
L-Z ---------- G;G
LS ---------- X;G
L-Out ------- O;G
Little-j ------ G;X
Arc ---------- G;H
Double-L - G;H
L-v ---------- X;O
C-N --------- O;X
Hook ------- G;X
Z-Tip ------- O;G
Helix ------- X;G
Loop ------- O;X

G = Forms a cube with Good interlock
O = Forms a loose Or unstable cube
X = Can't make a cube without other pieces added
H = Assembles into two Half-cubes
This chart is for basic mix of four pieces of each kind. Note that the pieces are also matched with themselves.

Spiral Group Puzzle This is a full cube hybrid of "L-Out" and "Little-j" pieces from the Spiral Group of puzzles. I will provide eight hybrid cubes that use all twelve of the spiral group pieces. This is number Four in that set of eight.
Spiral Group pieces combine in many ways to form 4x4x4 cubes. Eight total pieces are needed to make a cube. It's possible to make cubes with as many as eight different pieces, but pairs make the most common solutions. Check the compatibility chart below for which other pieces you might want to use.

 L-Out;Litl-j Compatibility:
L-Z ---------- G;G
LS ---------- O;G
L-Out ------- G;G
Little-j ------ G;H
Arc ---------- G;X
Double-L - G;X
L-v ---------- X;O
C-N --------- X;G
Hook ------- O;H
Z-Tip ------- O;G
Helix ------- H;H
Loop ------- X;X

G = Forms a cube with Good interlock
O = Forms a loose Or unstable cube
X = Can't make a cube without other pieces added
H = Assembles into two Half-cubes
This chart is for basic mix of four pieces of each kind. Note that the pieces are also matched with themselves.

This is a full cube of "L-Z" pieces from the Spiral Group of puzzles. Spiral Group pieces combine in many ways to form 4x4x4 cubes. Eight total pieces are needed to make a cube. It's possible to make cubes with as many as eight different pieces, but pairs make the most common solutions. Check the compatibility chart below for which other pieces you might want to use.

L-Z Compatibility:
L-Z ---------- G
LS ---------- G
L-Out ------- G
Little-j ------ G
Arc ---------- G
Double-L - G
L-v ---------- X
C-N --------- G
Hook ------- G
Z-Tip ------- O
Helix ------- H
Loop ------- X

G = Forms a cube with Good interlock
O = Forms a loose Or unstable cube
X = Can't make a cube without other pieces added
H = Assembles into two Half-cubes
This chart is for basic mix of four pieces of each kind. Note that the piece is also matched with itself.

With each outer triangle one half the size of the one preceding, this fractal structure forms a surprising feathery contour.

This cipher device works three ways. In the initial position, it can translate from "Standard Galactic" an alphabet used in several video games including Minecraft. Spin the inner wheel and now you have a random substitution cipher. Finally, use the spinner to further randomize secret messages.

This Cube puzzle is composed of 10 pieces each of a different size. This design was inspired by a concept by Jean Carl. I am offering it in two forms. The only difference is that the smallest and opening piece is either one unit or two. This is the two unit version. In this version the pieces run continuously from two to eleven units. totaling 65 units.

Interlock the logs to make a square.

This is a pair of "Z-Tip" pieces from the Spiral Group of puzzles. Spiral Group pieces combine in many ways to form 4x4x4 cubes. Eight total pieces are needed to make a cube. It's possible to make cuebes with as many as eight different pieces, but pairs make the most common solutions. Check the compatibility chart below for which other pieces you might want to use.

Z-Tip Compatibility:
L-Z ---------- O
LS ---------- O
L-Out ------- O
Little-j ------ G
Arc ---------- G
Double-L - G
L-v ---------- X
C-N --------- X
Hook ------- O
Z-Tip ------- X
Helix ------- X
Loop ------- X

G = Forms a cube with Good interlock
O = Forms a loose Or unstable cube
X = Can't make a cube without other pieces added
H = Assembles into two Half-cubes
This chart is for basic mix of four pieces of each kind. Note that the piece is also matched with itself.

This is a pair of "Hook" pieces from the Spiral Group of puzzles. Spiral Group pieces combine in many ways to form 4x4x4 cubes. Eight total pieces are needed to make a cube. It's possible to make cubes with as many as eight different pieces, but pairs make the most common solutions. Check the compatibility chart below for which other pieces you might want to use.

Hook Compatibility:
L-Z ---------- G
LS ---------- G
L-Out ------- O
Little-j ------ H
Arc ---------- X
Double-L - X
L-v ---------- G
C-N --------- G
Hook ------- H
Z-Tip ------- O
Helix ------- O
Loop ------- H

G = Forms a cube with Good interlock
O = Forms a loose Or unstable cube
X = Can't make a cube without other pieces added
H = Assembles into two Half-cubes
This chart is for basic mix of four pieces of each kind. Note that the piece is also matched with itself.

This bead has exquisite fractal detail. It will string on .8mm Nylon coated wire (or finer)

Apple Pie Guy's logo medallion with thru hole front to back.

Interlock the logs to make a square.

This is a pair of "L-v" pieces from the Spiral Group of puzzles. Spiral Group pieces combine in many ways to form 4x4x4 cubes. Eight total pieces are needed to make a cube. It's possible to make cubes with as many as eight different pieces, but pairs make the most common solutions. Check the compatibility chart below for which other pieces you might want to use.

L-v Compatibility:
L-Z ---------- X
LS ---------- X
L-Out ------- X
Little-j ------ O
Arc ---------- G
Double-L - O
L-v ---------- G
C-N --------- G
Hook ------- G
Z-Tip ------- X
Helix ------- X
Loop ------- G

G = Forms a cube with Good interlock
O = Forms a loose Or unstable cube
X = Can't make a cube without other pieces added
H = Assembles into two Half-cubes
This chart is for basic mix of four pieces of each kind. Note that the piece is also matched with itself.