It’s easier to fold the odd divisions of a grid early in the gridding process, before there’s a ton of lines to keep track of. Now the 7ths are done in that direction, and I can repeat the process with the same reference intersection in the other direction! There’s still even gaps in the top, so I fold those in half too. Now the distance between the top and the closest crease is even, so I fold that in half. The area below the intersection has spacings of 2, so I fold those in half again. The area below the intersection has 4 divisions, so I fold it in half. One of my diagonals is the main diagonal of the square, which lets me reuse this intersection point as a reference for the other direction too. Of the way across, and fold my two diagonals. ![]() I start with two pinches at the top to mark Let’s run through this for a particularly involved example: 7-fold divisions with spacings of 4 and 3. If your grid already had several divisions before you performed the odd division, propagate the odd division through the rest of the paper.Ĭomplete your odd grid division by dividing all the other grid directions in the same odd division. This will be an even division since you started with an odd number and you’re adding an odd number.Ĭontinue until you’ve filled in all the creases. Then take the other side and fold it to the first crease after the marked intersection. If the side you just folded still has gaps divisible by 2, keep dividing it until it has odd divisions. Keep an eye out for additional references you can use to make sure your new fold is parallel to your existing grid.
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