So I’ve been drying some ham and last night I sewed it together a bit, to form a sort of sheet of ham. It smelt like feet, was greasy and made me feel sick BUT it does look cool and shortly enough I’m sure I will post something with a ham prism or other. So for those that thought I wouldn’t be able to sew ham, in ya face! I knew what I was doing!
From this I have also gone on to drying Chicken roll *spew* for a variation on this look. I will later be considering how to fix it together, what thread to use etc.
I really hope it works because I am quite excited with how it all looks. It has a funny translucent quality, which is cool.
I have also decided to be even more decisive in my choice of nets.
I feel more attracted to shapes such as the typical tetrahedron mainly due to it’s consistent quality of shape. All it’s sides are the same, it is ongoing, eternal, always coming back round. This seems of great relevance to my own theories of the solvable, it doesn’t disappear, it will always come back round in some varied form of only slight change. Problems are unavoidable, solutions do not always exist, and so these such shapes represent that well. Saying this I do have a soft spot for [insert the name of that prism here] and I am considering whether that could also somehow come into play amongst the others to create some incongruency and represent the idea of the solvable versus unsolvable. There is a way for everything to fit neatly together so I shall see what I can do.
From this I have also gone on to drying Chicken roll *spew* for a variation on this look. I will later be considering how to fix it together, what thread to use etc.
I really hope it works because I am quite excited with how it all looks. It has a funny translucent quality, which is cool.
I have also decided to be even more decisive in my choice of nets.
I feel more attracted to shapes such as the typical tetrahedron mainly due to it’s consistent quality of shape. All it’s sides are the same, it is ongoing, eternal, always coming back round. This seems of great relevance to my own theories of the solvable, it doesn’t disappear, it will always come back round in some varied form of only slight change. Problems are unavoidable, solutions do not always exist, and so these such shapes represent that well. Saying this I do have a soft spot for [insert the name of that prism here] and I am considering whether that could also somehow come into play amongst the others to create some incongruency and represent the idea of the solvable versus unsolvable. There is a way for everything to fit neatly together so I shall see what I can do.
Also I found this net….. and I like it…. A LOT. Gunna use it in my experiments from now. It’s complicated but divine and could quite well be my favourite of them all.
That is all for now.
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