data:
- - abvar_count: 353
    abvar_counts:
    - 353
    - 381593
    - 244558400
    - 152301779753
    - 95279834032353
    - 59594808715289600
    - 37252769609748663953
    - 23283167891337444355913
    - 14551926648770383513217600
    - 9094946798978095397586825753
    abvar_counts_str: '353 381593 244558400 152301779753 95279834032353 59594808715289600
      37252769609748663953 23283167891337444355913 14551926648770383513217600 9094946798978095397586825753 '
    angle_rank: 2
    angles:
    - 0.059048972536464
    - 0.36302641773318
    center_dim: 4
    curve_count: 12
    curve_counts:
    - 12
    - 612
    - 15654
    - 389892
    - 9756652
    - 244100334
    - 6103493772
    - 152588569092
    - 3814700259414
    - 95367429346852
    curve_counts_str: '12 612 15654 389892 9756652 244100334 6103493772 152588569092
      3814700259414 95367429346852 '
    curves:
    - y^2=(3*a+2)*x^6+2*a*x^5+(4*a+2)*x^4+x^3+(4*a+3)*x^2+4*x+4*a+4
    - y^2=2*x^6+(4*a+3)*x^5+(4*a+4)*x^4+2*a*x^3+(a+4)*x^2+(3*a+4)*x+a+4
    - y^2=3*a*x^6+(a+4)*x^5+(3*a+1)*x^4+(4*a+4)*x^3+(4*a+1)*x^2+(a+2)*x+2*a+4
    dim1_distinct: 0
    dim1_factors: 0
    dim2_distinct: 1
    dim2_factors: 1
    dim3_distinct: 0
    dim3_factors: 0
    dim4_distinct: 0
    dim4_factors: 0
    dim5_distinct: 0
    dim5_factors: 0
    g: 2
    galois_groups:
    - 4T3
    geom_dim1_distinct: 0
    geom_dim1_factors: 0
    geom_dim2_distinct: 1
    geom_dim2_factors: 1
    geom_dim3_distinct: 0
    geom_dim3_factors: 0
    geom_dim4_distinct: 0
    geom_dim4_factors: 0
    geom_dim5_distinct: 0
    geom_dim5_factors: 0
    geometric_center_dim: 4
    geometric_extension_degree: 1
    geometric_galois_groups:
    - 4T3
    geometric_number_fields:
    - 4.0.17984.1
    geometric_splitting_field: 4.0.17984.1
    geometric_splitting_polynomials:
    - - 23
      - -6
      - 9
      - -2
      - 1
    has_geom_ss_factor: false
    has_jacobian: 1
    has_principal_polarization: 1
    hyp_count: 3
    id: 11406
    is_geometrically_simple: true
    is_geometrically_squarefree: true
    is_primitive: true
    is_simple: true
    is_squarefree: true
    jacobian_count: 3
    label: 2.25.ao_dn
    max_divalg_dim: 1
    max_geom_divalg_dim: 1
    max_twist_degree: 2
    number_fields:
    - 4.0.17984.1
    p: 5
    p_rank: 2
    p_rank_deficit: 0
    pic_prime_gens:
    - - 1
      - 23
      - 1
      - 2
    poly:
    - 1
    - -14
    - 91
    - -350
    - 625
    poly_str: '1 -14 91 -350 625 '
    primitive_models: []
    principal_polarization_count: 3
    q: 25
    real_poly:
    - 1
    - -14
    - 41
    simple_distinct:
    - 2.25.ao_dn
    simple_factors:
    - 2.25.ao_dnA
    simple_multiplicities:
    - 1
    size: 3
    slopes:
    - 0A
    - 0B
    - 1A
    - 1B
    splitting_field: 4.0.17984.1
    splitting_polynomials:
    - - 23
      - -6
      - 9
      - -2
      - 1
    twist_count: 2
    twists:
    - - 2.25.o_dn
      - 2.625.ao_akj
      - 2
    zfv_index: 4
    zfv_index_factorization:
    - - 2
      - 2
    zfv_is_bass: true
    zfv_is_maximal: false
    zfv_plus_index: 2
    zfv_plus_index_factorization:
    - - 2
      - 1
    zfv_plus_norm: 281
- - base_label: 2.25.ao_dn
    extension_degree: 1
    extension_label: 2.25.ao_dn
    id: 15454
    multiplicity: 1
- - brauer_invariants:
    - '0'
    - '0'
    center: 4.0.17984.1
    center_dim: 4
    divalg_dim: 1
    extension_label: 2.25.ao_dn
    galois_group: 4T3
    id: 10752
    places:
    - - 2/5
      - 8/5
      - 24/5
      - 1/5
    - - '4'
      - '1'
      - '0'
      - '0'
label_cols:
- label
- base_label
- extension_label
labels:
- 2.25.ao_dn
- 2.25.ao_dn
- 2.25.ao_dn
tables:
- av_fq_isog
- av_fq_endalg_factors
- av_fq_endalg_data
timestamp: '2024-05-16T05:59:43.102391'