First stabile and other making

After initial attempts making mobiles (20-Aug-2017), I’ve moved on to a stabile. I’d never heard of them before starting Keith Lo Bue‘s Poetry in Motion: making marvelous mobiles DVD workshop. They balance just like a mobile, but instead of being suspended they pivot on a table-based stand.

So here in all its glory, full of blemishes but actually working … (drumroll) …

Galvanised wire and corrugated cardboard.

Gregory Hodge
Mime

I had some idea of making a variety of shapes and painting them, then drawing/painting the result (following Gregory Hodge – see 31-Aug-2017). Perhaps as well weights could be inserted in the cardboard, causing some apparent “impossibilities” in balancing.

The stabile isn’t right. Some clumsy connections that don’t hang well, the main balance is tilting to the side, obviously I haven’t gone on to painting, the “design” (let’s be kind) is awkward with parts hitting each other and the central support. Still, fundamentally it works!

I still think there are possibilities with the cardboard, but another idea has come up that loops around to experiments from a year or two back. More to be done 🙂

In other news, the ceramic earrings seen in progress 13-Aug-2017 are finally resolved, after multiple attempts. I’d rate them as OK, wearable, but not exciting. It was a good opportunity to play with wire, and a library of shapes is gradually building up.

Neolithic twining??

Neolithic twining? A video on Lanny Mackenzie’s instagram feed had me intrigued. I’m not sure my attempt is the same, but regardless it’s interesting. Unlike most weaving and basketry which structurally use two sets of elements – warp / rib and weft / weavers – this technique uses a single set of elements. Each length of material (yarn, wire, whatever – let’s call it “end”) follows the same pattern as every other. In her class Judy Dominic showed us that the same end can change function, a rib changing to weaver or vice versa. Neolithic twining, or whatever it is I ended up with, goes further – no differentiation. What possibilities does this bring? How could it be exploited?

Later edit: just so I remember: working end goes over 2 (a and b) and under 2. new working end is b. repeat.

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