Moving on from last month’s ‘back to basics’, I’m currently thinking about a torus (with zero radius hole) which duplicates when it deforms. The resulting semi-overlapping tori pair expand and contract in a similar way yet at opposite locations, creating interesting spaces in-between.
The above image is a cross-section: a grey containing sphere, one black and one white torus (both sliced-through vertically, like a doughnut halved upon a plate). These tori are thick at one place, thin at another — hence the cross-sectioned big and little circles.
The labels for the three metaphysical axioms have been tentatively added, although I don’t think the aptness of these can’t be fully assessed until demonstrated in an animated 3D version — something on the horizon for next month…
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