# Stored data for abelian variety isogeny class 6.2.ai_bf_acx_ex_ago_iq, downloaded from the LMFDB on 20 September 2025. {"abvar_count": 2, "abvar_counts": [2, 5800, 712166, 81490000, 1289229502, 88807100200, 5191708075024, 239644651140000, 17953739580228998, 1080596714765095000], "abvar_counts_str": "2 5800 712166 81490000 1289229502 88807100200 5191708075024 239644651140000 17953739580228998 1080596714765095000 ", "angle_corank": 5, "angle_rank": 1, "angles": [0.0992589862044063, 0.186455299509879, 0.25, 0.25, 0.384973271918692, 0.757883870938451], "center_dim": 10, "curve_count": -5, "curve_counts": [-5, 3, 16, 43, 40, 78, 149, 219, 511, 958], "curve_counts_str": "-5 3 16 43 40 78 149 219 511 958 ", "curves": [], "dim1_distinct": 2, "dim1_factors": 3, "dim2_distinct": 0, "dim2_factors": 0, "dim3_distinct": 1, "dim3_factors": 1, "dim4_distinct": 0, "dim4_factors": 0, "dim5_distinct": 0, "dim5_factors": 0, "g": 6, "galois_groups": ["2T1", "2T1", "6T1"], "geom_dim1_distinct": 2, "geom_dim1_factors": 6, "geom_dim2_distinct": 0, "geom_dim2_factors": 0, "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": 3, "geometric_extension_degree": 28, "geometric_galois_groups": ["1T1", "2T1"], "geometric_number_fields": ["1.1.1.1", "2.0.7.1"], "geometric_splitting_field": "12.0.1157018619904.1", "geometric_splitting_polynomials": [[2, -1, 1]], "has_geom_ss_factor": true, "has_jacobian": -1, "has_principal_polarization": 1, "hyp_count": 0, "is_geometrically_simple": false, "is_geometrically_squarefree": false, "is_primitive": true, "is_simple": false, "is_squarefree": false, "is_supersingular": false, "jacobian_count": 0, "label": "6.2.ai_bf_acx_ex_ago_iq", "max_divalg_dim": 1, "max_geom_divalg_dim": 4, "max_twist_degree": 840, "newton_coelevation": 10, "newton_elevation": 2, "number_fields": ["2.0.4.1", "2.0.7.1", "6.0.16807.1"], "p": 2, "p_rank": 4, "p_rank_deficit": 2, "poly": [1, -8, 31, -75, 127, -170, 224, -340, 508, -600, 496, -256, 64], "poly_str": "1 -8 31 -75 127 -170 224 -340 508 -600 496 -256 64 ", "primitive_models": [], "q": 2, "real_poly": [1, -8, 19, 5, -85, 120, -52], "simple_distinct": ["1.2.ac", "1.2.ab", "3.2.ad_c_b"], "simple_factors": ["1.2.acA", "1.2.acB", "1.2.abA", "3.2.ad_c_bA"], "simple_multiplicities": [2, 1, 1], "slopes": ["0A", "0B", "0C", "0D", "1/2A", "1/2B", "1/2C", "1/2D", "1A", "1B", "1C", "1D"], "splitting_field": "12.0.1157018619904.1", "splitting_polynomials": [[1, 0, -1, 0, 1, 0, -1, 0, 1, 0, -1, 0, 1]], "twist_count": 352, "twists": [["6.2.ag_r_abf_bx_ade_ey", "6.4.ac_p_ax_dp_aem_pc", 2], ["6.2.ae_h_ah_l_abe_ce", "6.4.ac_p_ax_dp_aem_pc", 2], ["6.2.ac_b_ad_n_ao_i", "6.4.ac_p_ax_dp_aem_pc", 2], ["6.2.ac_b_h_ah_ag_bg", "6.4.ac_p_ax_dp_aem_pc", 2], ["6.2.a_ab_ad_h_ac_a", "6.4.ac_p_ax_dp_aem_pc", 2], ["6.2.a_ab_d_h_c_a", "6.4.ac_p_ax_dp_aem_pc", 2], ["6.2.c_b_ah_ah_g_bg", "6.4.ac_p_ax_dp_aem_pc", 2], ["6.2.c_b_d_n_o_i", "6.4.ac_p_ax_dp_aem_pc", 2], ["6.2.e_h_h_l_be_ce", "6.4.ac_p_ax_dp_aem_pc", 2], ["6.2.g_r_bf_bx_de_ey", "6.4.ac_p_ax_dp_aem_pc", 2], ["6.2.i_bf_cx_ex_go_iq", "6.4.ac_p_ax_dp_aem_pc", 2], ["6.2.ac_b_d_af_ac_o", "6.8.h_bf_dy_ov_bzk_ghs", 3], ["6.2.ag_r_abh_cd_adi_ew", "6.64.n_lr_evy_cfzt_uqbg_gscke", 6], ["6.2.ae_h_an_bd_abq_by", "6.64.n_lr_evy_cfzt_uqbg_gscke", 6], ["6.2.a_ab_ab_b_c_c", "6.64.n_lr_evy_cfzt_uqbg_gscke", 6], ["6.2.a_ab_b_b_ac_c", "6.64.n_lr_evy_cfzt_uqbg_gscke", 6], ["6.2.c_b_ad_af_c_o", "6.64.n_lr_evy_cfzt_uqbg_gscke", 6], ["6.2.e_h_n_bd_bq_by", "6.64.n_lr_evy_cfzt_uqbg_gscke", 6], ["6.2.g_r_bh_cd_di_ew", "6.64.n_lr_evy_cfzt_uqbg_gscke", 6], ["6.2.ai_bm_aeu_lx_axg_bkq", "6.128.u_ok_dqi_cxkb_bkjeu_baxqke", 7], ["6.2.ab_d_c_b_m_a", "6.128.u_ok_dqi_cxkb_bkjeu_baxqke", 7], ["6.2.ag_t_abp_cr_adw_fk", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.ae_d_j_ar_ac_bc", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.ae_j_ar_bf_abw_cq", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.ae_l_ax_bn_acg_dg", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.ac_ad_f_j_ac_abc", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.ac_d_af_j_aq_bc", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.ac_f_al_r_aba_bs", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.a_b_af_d_ae_u", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.a_b_f_d_e_u", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.c_ad_af_j_c_abc", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.c_d_f_j_q_bc", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.c_f_l_r_ba_bs", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.e_d_aj_ar_c_bc", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.e_j_r_bf_bw_cq", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.e_l_x_bn_cg_dg", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.g_t_bp_cr_dw_fk", "6.256.abm_acn_ulx_abchz_aecfym_xwxxo", 8], ["6.2.aj_br_afk_nf_azo_boa", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.ah_bb_acw_gf_alg_rg", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.ag_y_aco_fr_ake_ps", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.af_p_abg_cd_adg_eq", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.ae_o_abg_cr_aem_hc", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.ae_o_abc_cb_acu_ei", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.ad_h_ao_z_abo_ce", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.ac_i_ao_bj_abw_dk", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.ac_i_ak_bb_abc_cm", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.ab_d_ae_h_aq_q", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.a_g_ae_v_am_ce", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.a_g_a_v_a_bw", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.a_g_e_v_m_ce", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.b_d_ac_b_am_a", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.b_d_e_h_q_q", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.c_i_k_bb_bc_cm", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.c_i_o_bj_bw_dk", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.d_h_o_z_bo_ce", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.e_o_bc_cb_cu_ei", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.e_o_bg_cr_em_hc", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.f_p_bg_cd_dg_eq", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.g_y_co_fr_ke_ps", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.h_bb_cw_gf_lg_rg", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.i_bm_eu_lx_xg_bkq", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.j_br_fk_nf_zo_boa", "6.16384.nk_iepq_cqdwhw_wwfohsr_fclcdlbjk_beamdmofdqm", 14], ["6.2.af_o_at_d_by_aea", "6.2097152.akmm_bnbyio_acbmsmjro_bwijhgkald_arpdozsdkfqtk_cmjghyplrcxwdlw", 21], ["6.2.ac_ab_o_ap_aq_cm", "6.2097152.akmm_bnbyio_acbmsmjro_bwijhgkald_arpdozsdkfqtk_cmjghyplrcxwdlw", 21], ["6.2.ac_i_ae_j_ba_ao", "6.2097152.akmm_bnbyio_acbmsmjro_bwijhgkald_arpdozsdkfqtk_cmjghyplrcxwdlw", 21], ["6.2.b_c_l_j_o_bu", "6.2097152.akmm_bnbyio_acbmsmjro_bwijhgkald_arpdozsdkfqtk_cmjghyplrcxwdlw", 21], ["6.2.e_f_i_bb_bm_bi", "6.2097152.akmm_bnbyio_acbmsmjro_bwijhgkald_arpdozsdkfqtk_cmjghyplrcxwdlw", 21], ["6.2.f_p_bm_db_fi_ic", "6.2097152.akmm_bnbyio_acbmsmjro_bwijhgkald_arpdozsdkfqtk_cmjghyplrcxwdlw", 21], ["6.2.ae_f_b_ad_aq_bq", "6.16777216.abetv_reyspr_aggzkwihwo_bstvlaxkrosn_akimoerwwqygfsi_cikebpussubbikxwy", 24], ["6.2.ae_j_ap_z_abs_cs", "6.16777216.abetv_reyspr_aggzkwihwo_bstvlaxkrosn_akimoerwwqygfsi_cikebpussubbikxwy", 24], ["6.2.ac_ab_b_l_ai_ak", "6.16777216.abetv_reyspr_aggzkwihwo_bstvlaxkrosn_akimoerwwqygfsi_cikebpussubbikxwy", 24], ["6.2.ac_d_ah_p_au_ba", "6.16777216.abetv_reyspr_aggzkwihwo_bstvlaxkrosn_akimoerwwqygfsi_cikebpussubbikxwy", 24], ["6.2.c_ab_ab_l_i_ak", "6.16777216.abetv_reyspr_aggzkwihwo_bstvlaxkrosn_akimoerwwqygfsi_cikebpussubbikxwy", 24], ["6.2.c_d_h_p_u_ba", "6.16777216.abetv_reyspr_aggzkwihwo_bstvlaxkrosn_akimoerwwqygfsi_cikebpussubbikxwy", 24], ["6.2.e_f_ab_ad_q_bq", "6.16777216.abetv_reyspr_aggzkwihwo_bstvlaxkrosn_akimoerwwqygfsi_cikebpussubbikxwy", 24], ["6.2.e_j_p_z_bs_cs", "6.16777216.abetv_reyspr_aggzkwihwo_bstvlaxkrosn_akimoerwwqygfsi_cikebpussubbikxwy", 24], ["6.2.ag_s_abe_v_y_acu", "6.268435456.jmbk_bqkovxgg_eovmqwounbo_ixqykawtkfuhnd_mstxqjjrnmmexdouy_nqogwrygccakoyplazjc", 28], ["6.2.ae_c_q_abb_au_dk", "6.268435456.jmbk_bqkovxgg_eovmqwounbo_ixqykawtkfuhnd_mstxqjjrnmmexdouy_nqogwrygccakoyplazjc", 28], ["6.2.ae_i_ai_d_e_ai", "6.268435456.jmbk_bqkovxgg_eovmqwounbo_ixqykawtkfuhnd_mstxqjjrnmmexdouy_nqogwrygccakoyplazjc", 28], ["6.2.ac_c_ac_f_a_ai", "6.268435456.jmbk_bqkovxgg_eovmqwounbo_ixqykawtkfuhnd_mstxqjjrnmmexdouy_nqogwrygccakoyplazjc", 28], ["6.2.ac_c_c_ad_ae_q", "6.268435456.jmbk_bqkovxgg_eovmqwounbo_ixqykawtkfuhnd_mstxqjjrnmmexdouy_nqogwrygccakoyplazjc", 28], ["6.2.a_ag_a_v_a_abw", "6.268435456.jmbk_bqkovxgg_eovmqwounbo_ixqykawtkfuhnd_mstxqjjrnmmexdouy_nqogwrygccakoyplazjc", 28], ["6.2.a_a_a_d_a_a", "6.268435456.jmbk_bqkovxgg_eovmqwounbo_ixqykawtkfuhnd_mstxqjjrnmmexdouy_nqogwrygccakoyplazjc", 28], ["6.2.c_c_ac_ad_e_q", "6.268435456.jmbk_bqkovxgg_eovmqwounbo_ixqykawtkfuhnd_mstxqjjrnmmexdouy_nqogwrygccakoyplazjc", 28], ["6.2.c_c_c_f_a_ai", "6.268435456.jmbk_bqkovxgg_eovmqwounbo_ixqykawtkfuhnd_mstxqjjrnmmexdouy_nqogwrygccakoyplazjc", 28], ["6.2.e_c_aq_abb_u_dk", "6.268435456.jmbk_bqkovxgg_eovmqwounbo_ixqykawtkfuhnd_mstxqjjrnmmexdouy_nqogwrygccakoyplazjc", 28], ["6.2.e_i_i_d_ae_ai", "6.268435456.jmbk_bqkovxgg_eovmqwounbo_ixqykawtkfuhnd_mstxqjjrnmmexdouy_nqogwrygccakoyplazjc", 28], ["6.2.g_s_be_v_ay_acu", "6.268435456.jmbk_bqkovxgg_eovmqwounbo_ixqykawtkfuhnd_mstxqjjrnmmexdouy_nqogwrygccakoyplazjc", 28], ["6.2.ad_d_b_ab_ao_bg", "6.34359738368.bkscy_bquisgnde_bhgtnsgnfwgsi_wccngjhugqgwlkuj_llzgdrvcyaxeqvspbbwi_fesskqgfxoszhduxhljfinme", 35], ["6.2.ah_ba_acn_et_ahm_ku", "6.4398046511104.abfriqm_tiknpzwuqw_ahwpgvkhirjeplzw_cknjzncrruasyaootmfx_apdhdduyiyzcazpyzhedjeaoe_cyzogujzkalcgcyzumdwvecffvzmm", 42], ["6.2.ah_bb_acy_gn_aly_sk", "6.4398046511104.abfriqm_tiknpzwuqw_ahwpgvkhirjeplzw_cknjzncrruasyaootmfx_apdhdduyiyzcazpyzhedjeaoe_cyzogujzkalcgcyzumdwvecffvzmm", 42], ["6.2.ag_p_aw_bh_acu_ey", "6.4398046511104.abfriqm_tiknpzwuqw_ahwpgvkhirjeplzw_cknjzncrruasyaootmfx_apdhdduyiyzcazpyzhedjeaoe_cyzogujzkalcgcyzumdwvecffvzmm", 42], ["6.2.ag_y_acq_fx_akw_qs", "6.4398046511104.abfriqm_tiknpzwuqw_ahwpgvkhirjeplzw_cknjzncrruasyaootmfx_apdhdduyiyzcazpyzhedjeaoe_cyzogujzkalcgcyzumdwvecffvzmm", 42], ["6.2.af_o_abf_cf_adq_fm", "6.4398046511104.abfriqm_tiknpzwuqw_ahwpgvkhirjeplzw_cknjzncrruasyaootmfx_apdhdduyiyzcazpyzhedjeaoe_cyzogujzkalcgcyzumdwvecffvzmm", 42], ["6.2.af_o_abd_cb_adm_fg", "6.4398046511104.abfriqm_tiknpzwuqw_ahwpgvkhirjeplzw_cknjzncrruasyaootmfx_apdhdduyiyzcazpyzhedjeaoe_cyzogujzkalcgcyzumdwvecffvzmm", 42], ["6.2.af_p_abm_db_afi_ic", "6.4398046511104.abfriqm_tiknpzwuqw_ahwpgvkhirjeplzw_cknjzncrruasyaootmfx_apdhdduyiyzcazpyzhedjeaoe_cyzogujzkalcgcyzumdwvecffvzmm", 42], ["6.2.ae_f_ai_bb_abm_bi", "6.4398046511104.abfriqm_tiknpzwuqw_ahwpgvkhirjeplzw_cknjzncrruasyaootmfx_apdhdduyiyzcazpyzhedjeaoe_cyzogujzkalcgcyzumdwvecffvzmm", 42], ["6.2.ae_f_e_ap_e_q", "6.4398046511104.abfriqm_tiknpzwuqw_ahwpgvkhirjeplzw_cknjzncrruasyaootmfx_apdhdduyiyzcazpyzhedjeaoe_cyzogujzkalcgcyzumdwvecffvzmm", 42], 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