Cube from business cards
While my instructions may sound slightly complicated, it is an incredibly
simple fold too. All you need are ~66,000 business cards folded by my
instructions and you too can make your very own level 3 menger sponge:) Or
you could use 300 cards and make a 3-dimensional 3x3x3 puzzle, which is what
I suggested. I already have 3 of those puzzles (1 of which was made out of
special custom made mini-business cards) at home, it only takes an hour or
two in front of a TV to make (no attention required, only two basic mountain
folds per card).
The nice thing about this project is that if you ask around, you can usually
find a company which has some old business cards they don't want. Or a
Kinko's store can probably make 300 blank ones for less than $15, assuming
they have a template already made.
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1. Step 1: Folding the cubes
See picture for instructions. Please read all
directions before creating this puzzle, and I suggest making one paneled
(see steps 1, 2, and 4) cube first. Another simpler set of instructions can
be found at http://world.std.com/~j9/sponge/cubes.html, but it was not
written by me.
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2. Step 2: Creating the cubes
Use 6 cards, one for each side. Place them such that there is one card per
side. Fold the flaps of each card such that every side of the cube has two
flaps on the OUTSIDE of the cube. Be careful not to unfold the creases too
much while doing this or your cube will not be stable, though panelling
usually strengthens it. If done correctly, it will be very stable and will
be a near perfect cube (having the flaps slightly unequal has little effect
on the design, but the flaps must be parallel with the height of the
business card.
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3. Step 3: Combining Cubes
Combining cubes is simple. This is the main advantage of using this folding
technique over others (also, business cards are cheaper than origami paper
and many businesses have extras that they do not need). Simply slip the
flaps of the unconstructed pieces under the outside flaps of a cube. In
some cases you will need to slip the flaps under two or even three created
cubes. Then create as normal (step 1). You will still need 6 cards per
cube even when combining cubes. It is also possible to tuck the flaps from
two cubes into one another, but this method of cube combination is less
effective and a little more challenging.
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4. Step 4: Panels
To create panels, use the regular pieces from step one. Simple tuck each
flap under the flap of a completed cube. Each side will require one panel.
This strengthens the cube and makes it look nicer. Combined cubes will not
require cubes on concealed faces, do not panel your cubes until you have
finished combining them.
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5. Step 5: Puzzle
You can create structures of cubes, and even 3-dimensional puzzles (I
suggest a 3x3x3 puzzle composed of 6 4 cube pieces and 1 3 cube piece).
This puzzle requires approximately 300 business cards.
Suggested design:
1. 0 2. 0 3. 00 4. 0 5. 0 6. 0* 7. *0
0 00 00 00 0 0 0
00 0 0 0
Key:
0-------1 cube
*-------2 cubes.
In my puzzle, the second cube is ABOVE the 1st cube. Piece 6 will come out
backwards otherwise, though the solutions to the puzzle will not actually
change.
Solution: If you follow my design, YOU solve it. If you can't, make your
own design.
Have a look at my solution.
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6. Drawing on the cubes
Since this puzzle is made out of business cards, you can draw on each panel,
or even use preprinted cards which already contain drawing centered on the
business card.
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7. E-mail me
Please e-mail me questions, comments, and complaints at
mailto:vze25yrg@verizon.net. Also check out my website, which is
unrelated to origami, at http://members.bellatlantic.net/~vze25yrg.
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8. Epilogue
These instructions were created by Brian AKA Aguydude, Aguy,
Aguytono, George. However, the design was not. If you use them for
commercial purposes, I really don't care:) However, I only own these
instructions, not the design. Dr. Jeannine Mosely, the organizer of the
menger sponge project http://world.std.com/~j9/sponge/, is the person who
taught me this folding technique. I suggest checking out the project, it
involves a collective effort to create a level 3 fractal using 66048
business cards. I'm sure Dr. Jeannine Mosely would love your help.
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