Here are some of the forms that I am working with for my modules project.
In the spring I was exploring time as perceptional. I am very interested in the phenomenon of how time seems to slow down during an accident or traumatic event.
In a previous blog post there are photos of this show in which I broke pottery and filmed it. I also reassembled it on fishing line and glued objects that appeared to be spilling out of various vessels.
I hope that the viewer experience this phenomenon and reports their feelings about it instead of simulating these experiences for the them. This is why I have been making these forms to be stacked by the viewer that will possibly topple and break in the gallery.
I began to think more about the forms and what they looked like this weekend. I began to ask myself why. I think that it is important that I think about the aesthetic of the project. So it lead me to break it down.
![](data:image/png;base64,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)
My time project has begun to incorporate my interest in gravity and balance.
Last year and again this year I have had problems with my balance. Shortly after going to the doctor having them tell me that nothing is wrong I listened to a Radio Lab podcast about a lady with severe Vertigo. A problem in the inner ear causes problems with balance, vision and a sense that gravity isn't functioning in a normal way. I'm not sure that I have this but many of the things that she talked about had also happened to me but not so severely. I was intrigued about the part where she mentioned that the floor seemed to come up to meet her. For about two weeks the floor seemed to curve up to my feet. I felt as if I were always standing on a gently sloping hill, even in my kitchen.
I started to research centers of gravity. The aesthetic of these objects need a deeper meaning. So far my idea is to calculate the center of gravity on these objects and mark them with glaze. I'm not sure on the technique that I am going to use. Also, their shapes need to be such that their center of gravities change from one object to the next.
Gravity and time have more in common than it may seem. When we learn to walk as babies, the timing is more difficult to master than the mechanics. We have to time our steps in order to work with gravity. Our steps are timed with how our feet meet the ground. As we move our brains have learned to time our motions as well as factor in gravity. I plan to explore more of these links and similarities.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjesw4aDMfzf_Ycnonb7ZlSsiHviohyfqMaKpMsJRIcSLnKWmaGvB811lpRpegSlC0qLJvhb99MKo6tFlrzaGXeysWa5FWqVsT6jqbsrVWhp37n04p7wbEgf5OUO3y6W1x_aOfBWT8EX1bu/s320/photo-52.JPG)
A new glaze! This one should be a semi-transparent, glossy red violet.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-uxBGMjrKp6vwVviUHwITnFk3wIUOC0VshNE79DVJUBx5yOTIi8Z2sL7fkP_-2XtWfjezTh0_2-uH3IvFLpj28esFpPJlbjmWllkf4ZymTB1YP5UH9gjkYPf2T5BQpQ53oiuE630VcwER/s320/photo-48.JPG) |
Here are a few progress shots of my paintings so far. They
still need more paint and some corrections in the drawing of the faces
but they are getting much closer. |
I have also cut out two new ones.