Riffling through boxes of stuff from our kid’s Kindy years, we came across a cache of artworks my Son painted. Being too precious to throw out (and long since removed from the fridge), I set about cutting it up into 2:1 rectangles – LOTS of them:
I then arbitrarily folded them into a modified unit based on one I used that was designed by Tomoko Fuse.
Inspired by the work of Tomoko Fuse, I began experimenting with a square and using most of it to do a spiral. Initially I tried even divisions but found a more logarithmic progression from wide to narrow worked best:
Using alternating mountains and valleys, a lovely spiral emerged and there was enough paper to fashion a head, antennae and foot. Continue reading →
As a teacher and pastoral care “tutor”, I am always looking for ways to get kids working together. At the beginning of the year the tutor group room is a mixed-year level (6-12) mixture of strangers and established friends so “GTK” exercises (Getting To Know you) are great icebreakers if you can get them actually talking and working together:
A few years back I struck on an idea to get kids collaboratively folding an origami mega-structure. The model is fairly simple – I taught the newbies (in this case the year 6 and 7 students) a simple modular unit. They then had to go teach another kid in the group, who in turn taught another. The central metaphor is “the WHOLE is greater than the sum of the parts”, “many hands make light work”, “we are as strong as the weakest link” … and so on.
They say “many hands make light work” and they (whoever “they” are) are quite correct:
My pastoral care group (the Mighty Magee F) and I folded Tomoko Fuse’s Icosahedron Kasudama, as part of a “getting to know you” exercise to start off the year, with the theme “the sum of the parts is greater than the individual”. Continue reading →
A dear friend (*waves to Caff) holidayed in Europe, visited Florence and found some amazing block-printed handmade paper, popped it in a post pack tube and mailed it to me.
To be honest, I have struggled to use this paper because it seemed a such a terrible shame to cut it. Lovely irregularities, vibrant colours and relatively heavy cardstock suggested that a kusudama might be the solution.
Thumbing through Tomoko Fuse’s book “Multidimensional Transformations, Unit Origami”, I came across a unit called “little turtle” that I had not tried. I think they got the name because, as part of the folding process of the unit you make a shape similar to the “turtle base” I have used for other models.
Looking for a neat, colourful use for a batch of poor quality origami paper I had, I stumbled across a modular dimpled sphere:
The paper cracked and spilt in ugly ways, so I had a good wrestle to actually construct this. Interestingly, when complete it became quite rigid and strong but prior to the last few modules were wrangled into place, it was floppy and kept unfolding inconveniently.
The result is spherical, with lovely pentagonal dimples, with modules centred in fives, meeting in threes – lovely application of maths.
I must look for modules that differ in the basic 32 module sphere, and also for one whose modules are more positively connected. This one is, however, randomly beautiful.
Tomoko Fuse is a genius in designing intricate boxes:
this is called “Small Flowers” because of an incidental pattern the overlapping edges make, sort of looks like aflower. I made it in colour only because a monochrome version would not have been remarkable.
The lid and the base are each comprised of 4 pieces of paper, an interlocking modular that is fairly rigid and would make a nice stocking case or filled with some sweet treat.
Why a “Fuse Box”? Well, Energex had a transformer on the street go pop and our school spent the day without power – all interesting. I thought a paper play on words might be fun.
Tomoko Fuse is undeniably a genius, her work with exacting spiral forms unequalled:
This is her “Nautilus”, a lovely recursive form that, after the pre-creasing, almost folds itself.
Elegant and graceful curve, perfectly planned pleats and a tidy shell end make this model a keeper for sheer geometric beauty alone.
I want to pretend that I go tthis first try – truth is I folded a set of folds wrong way round first go (bloody Japanese instructions), but restarted because I wanted to make the model (so sue me)
Will be folding this again – would love to fold this in large format, will see how I go. really happy with this – who said geometric sequences were not beautiful (it is just mathematicians that wring the joy out of them :P)