![]() The height of this box is exactly half of square width. There is no special folding technique involved with this model. One special folding technique you need to apply is a squah-fold. This classical oblong box is similar to easy origami house in the beginning stage of folding sequence. It is very easy to make this box and you can put anything into it. This box is a classical box and it is based on "cushion base". You will learn to insert a flap into a pocket from this model. This 4x1x1 box starts from a 8x8 matrix base. This box has a dimension ratio of length : width : height = 4 : 1 : 1. Two special folding techniques that you need to learn for this models are both Z-fold and inside reverse-fold. ![]() This wide and flat rectangular box starts from a 6x8 matrix base. One special folding technique involved with this model is inserting a flap into a pocket. The ratio among height, width, and length of the rectangle is 1:2:3. This wide rectangular box starts from a masked 16x16 matrix box. ![]() This long rectangular box starts from a 8x8 matrix base. There is no special folding technique invloved with this model. You can fold a rectangular shaped thin closed box here. One special folding technique you need to learn from this model is a chair-fold. This closed rectangular box starts from a 4x4 matrix box base. One special folding technique involved with this model is Z-fold. The ratio among the width, the length, and the height of the rectangle is 2:4:1. This flat rectangular box II is very easy to fold. One special folding technique involved with this model is 90 degrees mountain-fold. The rectangular shaped box is presented here. Two special folding techniques involved with this model are both 90 degrees mountain-fold and 90 degrees valley-fold. The ratio among the width, the length, and the height of the rectangle is 4:6:1. This flat rectangular shaped box starts from 4x4 matrix base. One special folding technique you could learn from this box is inside reverse-fold. This rectangular shaped box can be opened or closed. The ratio between the width and the length of the rectangle is 1:2. This means that the area can be made out of two squares. You can fold a rectangular shaped box here. One special folding technique that you need to know for this model is pocket-fold. It is a closed box with a simple pattern on the sides. This closed tall box II starts from 8x8 matrix base. It is a tall box without an opening on the top. This trash box II based ona 2x2 matrix base is even more easier than the trash box I since its base is more simpler. You wil not need to learn any special folding technique to make this model. This trash box based on a 8x8 matrix base is an easy model to fold. You will need to apply petal-fold to inside of the box four times. You will need to learn to apply inside reverse-fold for this model. This tallest square box makes use of a 4x4 matrix base. You will need to insert a flap into another flap. This closed oblong box makes use of 8x8 matrix base. Unlike some similar boxes, you don't have to fold the paper into thirds! One of users thanked me for not making him fold thirds. This origami box is taller than a simple roud origami box. ![]() It has a heart symbol on four corners and it is based on 4x4 matrix base. This four-heart origami box is a good box to make on a special event. This simple round paper box is fairly easy to fold, not involved with any special folding techniques and it is based on 8x8 matrix base. These boxes are not just for watching but you can practically use them for storing something. There are all kinds and sizes of origami boxes that you can make from a square paper.
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