Teresa's Origami Boxes, Bowls, and Other Containers
 Also See My Kusudama, Ornaments, 
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Non-Modular Squares

Information About This Set of Items

Click on any origami item shown in the image below for a bigger image and more info.


 
Side View


 

 
 
If you like the above, you may also like:
Set ID #:5909
Category:Non-Modular -- Very Small Square
Lid Size: 4 cm (1.6 in) Square
Base Size: 3.6 cm (1.4 in) Square
Box Height: 2.2 cm (0.9 in) 
Lid Style:Non-Modular Square - Valentines Masu
Base Style:Non-Modular Square - Masu
Designer:Darren Scott
Design Source:Free PDF Diagrams on the Web  >> Click here
Paper Type: Tuttle Publishing Double-Sided Origami Folding Papers - Kimono Patterns - Jumbo Pack
 
Tuttle Publishing Double-Sided Origami Folding Papers - Japanese Designs - Jumbo Pack
 
TANT Double-Sided Origami Paper - 50 Colors (23-1162-650)
Sheet Size:Lid -  15.2 cm (6 in) Square
 Base - 10.4 cm (4.1 in) Square
Sheets Used:2 (1 - lid; 1 - base;)
Paper Source: Amazon
 
Amazon
Comments:These cute little Valentine's Day boxes are Darren Scott's take on the traditional masu box. His lid design incorporates a color change which produces a nice heart shape.
 
Obviously, double-sided paper is the best choice for making these lids, although single-sided paper will work fine for the bases of these boxes.
 
Note that Scott's diagrams only show how to fold the heart lid up to a certain point and from there he instructs you to continue as for a traditional masu box -- so, if you have not already mastered the traditional masu, you will need to do that first, before attempting this Valentine's Day version.
 
Scott's PDF does not include any diagrams or instructions for making a base to go with the heart lids. However, by experimenting a bit, I found that folding a traditional masu box from a 10.4 cm (4.1 in) square sheet of paper would produce a base to fit the lid .
 
These little boxes are a big hit with small chilldren. I put some money and a hard candy in each box and gave them to my great-nieces and great-nephews for Valentine's Day 2022. What fun!
 
 
Click here to see more Non-Modular Squares

 

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