- The frame to the left shows the weights for which we have computed in degree 3
- Click on a
*weight k display*link to display the results for that weight in this frame - The results include
- determining Fourier coefficient indices
- Hecke eigenform bases
- Eigenvalues
- Eigenform Fourier coefficients
- standard and spinor Euler factors
- eigenforms identified as lifts or conjectural lifts
- unimodularity of unidentified eigenforms
- algebraic L-values in Garrett's formula
- congruences

- Polynomial roots are given in Mathematica format; for example,
Root[-4382089113600+893191104 #1-54971 #1^2+#1^3&,1]

denotes the first root of -4382089113600+893191104x-54971x^{2}+x^{3}, the roots ordered as real numbers - Toggle below the weight table for
*weight k datafile*links to files of raw data in Mathematica format - The left frame also has links for downloading software
- The
*genus symbol*link downloads a Mathematica notebook to compute genus symbols - The
*F*link downloads a zipped folder of software that computes F_{p}polynomials_{p}polynomials - The
*Eisenstein coefficients*link downloads a Mathematica notebook to compute Eisenstein series Fourier coefficients - The
*Krieg matrix*link downloads a Maple program to compute the Krieg matrix

- The
- The
*predicted lifts*link displays a list of spinor and standard 2-Euler factors for all known and conjectured degree 3 lifts of weight 12 to weight 32 in this frame - The
*introductory text*link restores this display - The
*home page*link returns to the siegelmodularforms.org home page