![]() But the upper corners should not be opened, but tucked inward (both). Open the lower corner "pockets" from the inside (both) and squeeze along the plane.To do this, bend inward all 4 corners of the convolution, then unfold them (you need outlines of the faces) Fold a sheet of paper from a horizontal orientation so that its side edges converge in the center, then the origami paper blank must be sharpened from the bottom and top.The scheme is not easy, but you can be proud of yourself if you still manage to master the intricate folding technique. She shows us how to make an origami fox with detailed anatomical study of body parts. Ready to learn how to make a fox out of paper with your own hands, so that the beast looks like a real animal as much as possible? Then let's proceed to the analysis of the 3rd (most complex) scheme. Paper fox: option 3 - voluminous complex toy Next, expand the muzzle of the fox from the middle corner, straighten the ears and arbitrarily bend the tail so that the origami fox stands confidently, paint the fox out of paper.So you set the supporting "legs" of a cunning animal Bend towards you not “walking” corners, but a strip of plane on this side (as shown in Fig.Proceed step by step, first repeat steps 1 and 2 (the previous fox craft is simple from a square), and then: Scheme 2 converges with the first instruction in paragraphs 1-2, then this origami fox folds a little differently. Here you will also need a square of paper sheet. The origami fox is ready, it remains to draw her eyes and nose.ĭo you want to learn how to make an origami fox in the classic Japanese technique? Everything is incredibly simple: by analogy with the first simple version of the toy. Bend inward a tail of colored paper, due to which the fox will become stable.Then lay out the folded corners - the extreme ones will become ears, unfold the double central corner (from the inside) and squeeze, forming a muzzle of a fox out of paper.Having captured all 3 "walking" corners, bend them towards you, focusing on the vertical axis of the convolution ![]()
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