Paper I · Visual guide
Explore the 22 visuals
Read all 22 visuals with 20 original drawings, selectable equations, descriptions, and transcripts of the drawing labels. Each worked example links to the manuscript passages it illustrates; evidence notes retain their source edition’s scope.
Choose a visual
- What can one seed actually do?PDF
- An atlas of the objectsPDF
- Two chains can stay linkedPDF
- A quotient proves two seeds are necessaryPDF
- Relations identify words, not just outputsPDF
- A reached type can still hide a directionPDF
- Exact does not mean orthogonalPDF
- A transfer block has an input and an outputPDF
- Two visible routes can cancel exactlyPDF
- Which zero patterns survive multiplication?PDF
- Move the packets with the coordinatesPDF
- Shared control and independent control differPDF
- How much row space can one seed supply?PDF
- Distinct labels let one polynomial separate chainsPDF
- Walk counts make an endpoint cyclicPDF
- Closing a path changes the seed obstructionPDF
- A relation becomes a packet product rulePDF
- Density is not finite generation of each vectorPDF
- Residue packets retain an address carryPDF
- Stop when the subspace stops growingPDF
- Tensor products require every cross termPDF
- What the pictures certifyPDF