Two Little Two L+(2 cubed)
Two Little Two L+(2 cubed)
3D
Published 2020-06-12T10:20:56+00:00
L+(2 cubed) !? Well, L+(2^3) = L+8 = L8 = Late ... Sorry, we couldn't resist the 2 cubed reference in a cube that is 2-by-2-by-2!
How much fun is this!? Put a ball bearing in the cube and tip it around to guide the ball through the three-dimensional maze. You can watch a video of game play in this Youtube video of a 3-by-3-by-3 maze or this video of a 5-by-5-by-5 maze.
This is another simple entry in our line of DIMLabyrinth marble mazes. And, please note, it is shockingly simple! Please be warned: You might be upset you spent the time printing it when you see just how easy it is. The path passes through all locations in a 2-by-2-by-2 cube. A continuous path connects the entrance to the exit but this one includes dead ends to elevate the frustration level, modestly so in this case. The starting hole at the entrance is marked with an "S" and the exit hole at the end with an "E".
For a real challenge, print a DIMLabyrinth of at least 4-by-4-by-4 in size. If you're a real puzzler-type, you should go straight to the 5-by-5-by-5 or larger!
Please visit our DIMLabyrinth site! Or visit our DIMLab site!
Technical stuff:
- This print requires no supports and can be prone to stringing. If you do not have a way of melting the strings (a hair dryer potentially), slide a #2 pencil through each set of holes to clear the paths.
- Each maze is printed with an 0.2 mm layer height with 10% infill and 3 walls.
- A 7/16" ball bearing (purchased separately) is used to navigate the path inside of the cube. The holes along the maze path are large enough for the ball bearing to readily pass through, while all other holes prevent its passage.
- The entrance and exit hole are large enough for the ball bearing to pass in and out of the cube. This allows the ball bearing to accidentally fall on the floor and roll to a location you cannot find no matter how hard you search. Trust us.
| 发表的日期 | 12/06/2020 |