  We compute modular forms known to arise from the order 5 generators of the
5-local Adams-Novikov spectral sequence 2-line, generalizing and
contextualizing previous computations of M. Behrens and G. Laures. We exhibit
analogous computations at other primes and conjecture formulas for some of the
modular forms arising in this way at arbitrary primes greater than or equal to
5.
