Using the same division of the surface of a sphere, very different designs can be achieved. For both, the C10 temari division was used. Comparing this to a geometric solid, the division lines would be the same as the vertices of a Disdyakis triacontahedron (aka: hexakis icosahedron or kisrhombic triacontahedron).^{}

In temari #80, pictured above, there are two layers of stitching. The stitching on the lower layer has pointed ovals that follow the edges of the twelve pentagon faces. The upper layer has stitched lines that zigzag around the ball, that together create stars within each pentagon and hexagons between three adjoining stars.

This design appears to have much potential in changing its appearance simply by changing colors, so it is probably one I will come back to in the future to try out variations.

In temari #81, pictured above, there is only one layer since the two different stitched elements do not overlap. The idea for this temari grew from working on the previous temari. Seeing how the pointed ovals in the other one left interesting negative spaces, I decided to use that idea in this one. The pointed oval were replaced with diamonds to give the negative spaces a flower shape. Stitching was added to the negative shapes to suggest the centers of flowers.

The variegated threads used for the diamonds gave an otherwise static design more visual interest. Unfortunately, the dynamics of the color relationships do not translate well to photographs sometime.

Both took much longer to finish than I anticipated, but both were fun to make.

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