An Infinity of Traces
What follows is an assignment for a college-level course working with The Knotted Line. This was created with Professor Victoria Robinson for her Introduction to Ethnic Studies “Abolition Pedagogy” course at UC Berkeley with over 60 students. The following was given to students as their final project for the course and can be done in groups or as an individual project. The percentages refer to the grading scheme used by Professor Robinson.
“The starting-point of critical elaboration is the consciousness of what one really is, and is ‘knowing thyself’ as a product of the historical processes to date, which has deposited in you an infinity of traces, without leaving an inventory.”
-Antonio Gramsci, Prison Notebooks (1929-1935)
In his famous book Orientalism, Edward Said (1978) shares that, “The only available translation inexplicably leaves Gramsci’s comment at that, whereas in fact Gramsci’s text concludes by saying, ‘therefore it is imperative at the outset to compile such an inventory.’” With its 50 paintings, The Knotted Line depicts the history of colonization, Christian hegemony, slavery, the birth and growth of the prison system, criminalization and immigration. When you dig deeper, each painting reveals lists of historical facts. There are both acts of oppression—for example, the imprisonment of 19 Hopi men on Alcatraz in 1895 for refusing to send their children to boarding school—and self-determination, such as the occupation of Alcatraz by over fifty Native American tribes over seventy years later.
The work attempts to create a “web” of history, a “mosaic-like history” which entangles around itself, creating an intimacy through time, asking for us to understand our relationships to history, others and ourselves. This assignment will require you to add to this interactive online project. The steps for this assignment are as follows:
Step One
Establish a Google Doc for your Knotted Line assignment.
Review the following slideshow:
View the following video:
Write a one-page reflection on these, sharing what comments, analysis, philosophy, or approach will inform your contribution to The Knotted Line. (5%)
Step Two (X-axis)
Choose a moment from the paintings on The Knotted Line (the paintings and silhouettes comprise the X-axis of The Knotted Line). Choose a thematic lens for your work, for example: the environment, gender, sexuality, economics, or class. In your Google Doc, explain the moment you chose in no more than one page, analyzing it through your thematic lens. (5%)
Step Three (Y-axis)
Using your thematic analysis as a lens, conduct research on four moments that have a conceptual relationship (Y-axis) to your chosen moment (X-axis). When researching and choosing these moments, note: 1. The moments should not already be in The Knotted Line; 2. Two should be moments of “Actions of Self-Determination” (when have people fought for things central to your X-axis?) and two should be moments of the “Redesign of Oppression” (how have the same forms of oppression present in your X-axis moment shown up at other times in history?). In your Google Doc, explain/create a “conceptual relationship” based on your chosen thematic lens between your Y-axis and your chosen X-axis moment. (15%)
Step Four (Z-axis)
Create an original media piece about your X- and Y-axis. The work should demonstrate a clear analysis of the conceptual relationship of these moments and illuminate new angles of connection and understanding. The media piece can be:
-Audio (2-5 minutes total): Poems, edits of found audio, music, etc.
-Video (2-5 minutes total): Short doc, creative piece, interviews, found footage, etc.
-Photo essay or artwork (5-10 original pieces) embedded in a Prezi (see prezi.com)
(65%)
Step Five (Z-axis continued)
In light of Gramsci’s quote above, how has this process impacted how you view your relationship to the history of the PIC? To history in general? What “traces” did you uncover for yourself? (10%)
![](data:image/png;base64,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)
Discussion of "An Infinity of Traces"
Add your voice to this discussion.
Checking your signed in status ...