Cubism Horse by Caroline Nay
Cubism is essentially a box that has been flattened to see all sides. So, in an art piece, Cubism looks three-dimensional and two-dimensional at the same time. It also uses a lot of gradation. We work a lot on gradation. For colored pencil, they start with a base color and then fade with a second different color. For example, a section is filled with one flat color of yellow and then shows a fade with orange going into the yellow. This layering helps with eliminating the white undertone of the paper and gives a more finished look.
For this unit of study, students start with a sketchbook assignment on animals that look strong and have more interesting parts to them then say a bear or a dolphin. Then when the students draw their own rough draft, I tell them to look for an animal that is similar to the sketchbook assignment. If I see that they picked something too simple, I ask them to look for a different animal that is more unique and interesting in shape. It makes it easier to transform it into Cubism but still is recognizable. A bear is blocky to begin with and may end up just looking like a square. The rough draft also needs a background that is Cubism. It can be simple like my example.
Teaching wise, there are a few challenges. I tell students they cannot look up a Cubism animal and copy it. The point of art is to develop innovative thinking. They need to draw a real animal and then change it to Cubism. Gradation is a challenge in every assignment. So, I have one-on-one feedback for every class session to help with this. I also recommend trying alternative color choices. Such as the red cross hatching we see in the blue sections of the background in my example.
This is the sketch book assignment for this project and has a demonstration video below.
This is the sketch book assignment for this project and has a demonstration video below.
Sketchbook: Strong Animals Part 1
Sketchbook: Strong Animals Part 2
Rough Drafts
This video demonstrates how to transform a simple animal drawing into Cubism.
Demonstration Video on Gradations
This video is for another assignment but reviews gradation