Description
We report on the conjectural identification of paramodular forms from Calabi-Yau motives of Hodge type (1,1,1,1) of moderately low conductor. The identifications are done by calculating Euler factors from Calabi-Yau operators from the AESZ list, seeking a match with Hecke eigenvalues provided in the paramodular forms database and checking the approximate functional equation for the Euler product numerically.
