- In the side panel table All cusp Borcherds products, each weight and level pair (k,N) links to an overview table of all Borcherds product paramodular cusp forms of that weight and level, i.e., in Sk(K(N)), and the overview then links to detailed descriptions of these Borcherds products
- Each (c,t) cell in a (k,N) table shows the basic theta blocks φ=qc+t⋯ in Jk,cNcusp, these being the possible leading theta blocks of Borcherds products ξcNqc+t⋯ in Mk(K(N)), with each theta block followed by links to all such cusp Borcherds products
- Links are shown as S unless a theta block gives rise both to symmetric and antisymmetric Borcherds products, shown as Ss and Sa
- A (k,N) table may show unlinked Borcherds product noncusp forms M having a given leading theta block φ, but our program isn't guaranteed to find all noncusp Borcherds products
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A (c,t) cell shows ∅ if there are no appropriate basic theta blocks, and it shows a basic theta block symbol followed by ∅ if the theta block doesn't give rise to any cusp Borcherds products and our program didn't find that it gave rise to any noncusp Borcherds products
- The introductory text link restores this text
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