In this Appendix to Chapter 17 I will discuss various observations on restricted partitions of the Rogers- Ramanujan Identities. An integer N can be partitioned into parts 2 mod 5 and 3 mod 5 according to the second identity. The number of parts of length or depth k is found to depend on both the modulus of k and the modulus of N. Some congruences are also given. Generating functions for each basis representation can be derived based on simple rules.

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