I have had an idea for a piece that I may do next semester, and also links into the ideas of individuality that I am working from. the idea is casts of foot prints. This would involve finding some suitable locations where foot prints would have been left and casting the with plaster. I will also research the best materials and techniques to use.
![](data:image/jpeg;base64,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)
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