Help your fellow builder by leaving your feedback based on these three criteria:
- Originality: How original is this - never seen before?
- Building Techniques: How much skill do you think the creator of this MOC has, in terms of building technique?
- Details: Express how much you like the details of the build.
Your feedback is only shown to the creator as well as yourself. It is not available for other users to see. The creator won't see your user name.
a 3D [5x5x5] Chessboard with "evolvable-chesspieces"
The "chess-pieces" play :
(1) Like "normal-chesspieces".
(2) or Like "evolvable-chesspieces" by putting the "one-piece" on top of the "other-piece".
( Like a "Rook" and a "Bishop" plays "together" ( on the "same-square" ) Like a "Queen" )
You play your "Rook" on your "Bishop" and make a "Queen"
or
You play your "Bishop" on your "Rook" and make a "Queen"
( and "reverce" ) :
You play the "Rook" ( of the "Queen) and behind "remains" the "Bishop".
or
You play the "Bishop" ( of the "Queen) and behind "remains" the "Rook".
You add(+) two(2) "simple-chesspieces" (together) to one(1) "complex-chesspiece".
or
You separate one(1) "complex-chesspiece" to two(2) "simple-chesspieces".
BUT "now" You can make it with "all" Your "chess-pieces".
( Except the two(2) "Kings" )
(inside) the "transparent-Cube-chesspieces" the "colored-LEGO-bricks" shows
in which [[Cubes]] (Squares) each piece is playing.
The "3D-Rook".
The "3D-Bishop".
The "new" Three(3) Dimensional "chesspiece" :
The "3D-Space" or "3D-Corner.
which plays to the eight[8] <corners> of a [3x3x3]-[Cube].
The "3D-Queen".
The "3D-Knight".
You have also (evolvable) "small" three(3) Dimensional "chesspieces" too.
and additional(+) You have also ( evolvable) three(3) Dimensional "smaller" [2x2]-"chesspieces"
for the [5x5]*[5x5]-Large-"Chessboard".
You can "convert" the 3D-[5x5x5]-Chessboard
to a 3D-[4x4x4]-Chessboard with a [8x8]-Chessboard.
moving Your "chesspieces"
from the "one" (numbered) Board to the "other"
because :
[8x8] = ( 64 ) = [4x4x4].
[8x8] = (2*2*2)*(2*2*2) = (2*2*2*2*2*2) =(2*2)*(2*2)*(2*2) = [4x4x4].
enjoy them together.