# Properties

 Label 6.2.ai_bf_ada_fr_aiy_my Base Field $\F_{2}$ Dimension $6$ Ordinary No $p$-rank $4$ Principally polarizable Yes Contains a Jacobian No

## Invariants

 Base field: $\F_{2}$ Dimension: $6$ L-polynomial: $( 1 - 2 x + 2 x^{2} )^{2}( 1 - 3 x + 5 x^{2} - 6 x^{3} + 4 x^{4} )( 1 - x - x^{2} - 2 x^{3} + 4 x^{4} )$ Frobenius angles: $\pm0.0516399385854$, $\pm0.123548644961$, $\pm0.250000000000$, $\pm0.250000000000$, $\pm0.456881978294$, $\pm0.718306605252$ Angle rank: $2$ (numerical)

This isogeny class is not simple.

## Newton polygon

 $p$-rank: $4$ Slopes: $[0, 0, 0, 0, 1/2, 1/2, 1/2, 1/2, 1, 1, 1, 1]$

## Point counts

This isogeny class is principally polarizable, but does not contain a Jacobian.

 $r$ 1 2 3 4 5 6 7 8 9 10 $A(\F_{q^r})$ 1 3325 205504 27680625 1213196191 76529689600 5097247571557 206332070765625 15604984636161856 1298000879493758125

 $r$ 1 2 3 4 5 6 7 8 9 10 $C(\F_{q^r})$ -5 3 7 27 35 69 149 179 439 1143

## Decomposition and endomorphism algebra

Endomorphism algebra over $\F_{2}$
 The isogeny class factors as 1.2.ac 2 $\times$ 2.2.ad_f $\times$ 2.2.ab_ab and its endomorphism algebra is a direct product of the endomorphism algebras for each isotypic factor. The endomorphism algebra for each factor is: 1.2.ac 2 : $\mathrm{M}_{2}($$$\Q(\sqrt{-1})$$$)$ 2.2.ad_f : $$\Q(\sqrt{-3}, \sqrt{5})$$. 2.2.ab_ab : $$\Q(\sqrt{-3}, \sqrt{-7})$$.
Endomorphism algebra over $\overline{\F}_{2}$
 The base change of $A$ to $\F_{2^{12}}$ is 1.4096.h 2 $\times$ 1.4096.bv 2 $\times$ 1.4096.ey 2 . The endomorphism algebra for each factor is: 1.4096.h 2 : $\mathrm{M}_{2}($$$\Q(\sqrt{-15})$$$)$ 1.4096.bv 2 : $\mathrm{M}_{2}($$$\Q(\sqrt{-7})$$$)$ 1.4096.ey 2 : $\mathrm{M}_{2}(B)$, where $B$ is the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$.
All geometric endomorphisms are defined over $\F_{2^{12}}$.
Remainder of endomorphism lattice by field
• Endomorphism algebra over $\F_{2^{2}}$  The base change of $A$ to $\F_{2^{2}}$ is 1.4.a 2 $\times$ 2.4.ad_f $\times$ 2.4.b_ad. The endomorphism algebra for each factor is: 1.4.a 2 : $\mathrm{M}_{2}($$$\Q(\sqrt{-1})$$$)$ 2.4.ad_f : $$\Q(\sqrt{-3}, \sqrt{-7})$$. 2.4.b_ad : $$\Q(\sqrt{-3}, \sqrt{5})$$.
• Endomorphism algebra over $\F_{2^{3}}$  The base change of $A$ to $\F_{2^{3}}$ is 1.8.af 2 $\times$ 1.8.e 2 $\times$ 2.8.a_l. The endomorphism algebra for each factor is: 1.8.af 2 : $\mathrm{M}_{2}($$$\Q(\sqrt{-7})$$$)$ 1.8.e 2 : $\mathrm{M}_{2}($$$\Q(\sqrt{-1})$$$)$ 2.8.a_l : $$\Q(\sqrt{-3}, \sqrt{5})$$.
• Endomorphism algebra over $\F_{2^{4}}$  The base change of $A$ to $\F_{2^{4}}$ is 1.16.i 2 $\times$ 2.16.ah_bh $\times$ 2.16.b_ap. The endomorphism algebra for each factor is: 1.16.i 2 : $\mathrm{M}_{2}(B)$, where $B$ is the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$. 2.16.ah_bh : $$\Q(\sqrt{-3}, \sqrt{5})$$. 2.16.b_ap : $$\Q(\sqrt{-3}, \sqrt{-7})$$.
• Endomorphism algebra over $\F_{2^{6}}$  The base change of $A$ to $\F_{2^{6}}$ is 1.64.aj 2 $\times$ 1.64.a 2 $\times$ 1.64.l 2 . The endomorphism algebra for each factor is: 1.64.aj 2 : $\mathrm{M}_{2}($$$\Q(\sqrt{-7})$$$)$ 1.64.a 2 : $\mathrm{M}_{2}($$$\Q(\sqrt{-1})$$$)$ 1.64.l 2 : $\mathrm{M}_{2}($$$\Q(\sqrt{-15})$$$)$

## Base change

This is a primitive isogeny class.

## Twists

Below are some of the twists of this isogeny class.
 Twist Extension Degree Common base change 6.2.ag_r_ay_d_ci_aey $2$ (not in LMFDB) 6.2.ae_h_ak_t_abk_ce $2$ (not in LMFDB) 6.2.ac_b_a_d_ae_a $2$ (not in LMFDB) 6.2.ac_b_e_af_a_i $2$ (not in LMFDB) 6.2.a_ab_ag_d_a_q $2$ (not in LMFDB) 6.2.a_ab_g_d_a_q $2$ (not in LMFDB) 6.2.c_b_ae_af_a_i $2$ (not in LMFDB) 6.2.c_b_a_d_e_a $2$ (not in LMFDB) 6.2.e_h_k_t_bk_ce $2$ (not in LMFDB) 6.2.g_r_y_d_aci_aey $2$ (not in LMFDB) 6.2.i_bf_da_fr_iy_my $2$ (not in LMFDB) 6.2.af_k_aj_j_abi_cu $3$ (not in LMFDB) 6.2.af_q_abn_dd_afm_ii $3$ (not in LMFDB) 6.2.ac_b_a_ad_c_g $3$ (not in LMFDB) 6.2.ac_b_a_d_ae_a $3$ (not in LMFDB) 6.2.ac_e_ag_p_aq_y $3$ (not in LMFDB) 6.2.b_ac_ad_d_c_ag $3$ (not in LMFDB) 6.2.b_e_d_d_c_ag $3$ (not in LMFDB) 6.2.b_e_d_j_o_y $3$ (not in LMFDB) 6.2.e_h_g_ad_aw_abq $3$ (not in LMFDB) 6.2.e_k_s_bb_bm_cc $3$ (not in LMFDB) 6.2.h_bc_dd_hb_na_uc $3$ (not in LMFDB)
Below is a list of all twists of this isogeny class.
 Twist Extension Degree Common base change 6.2.ag_r_ay_d_ci_aey $2$ (not in LMFDB) 6.2.ae_h_ak_t_abk_ce $2$ (not in LMFDB) 6.2.ac_b_a_d_ae_a $2$ (not in LMFDB) 6.2.ac_b_e_af_a_i $2$ (not in LMFDB) 6.2.a_ab_ag_d_a_q $2$ (not in LMFDB) 6.2.a_ab_g_d_a_q $2$ (not in LMFDB) 6.2.c_b_ae_af_a_i $2$ (not in LMFDB) 6.2.c_b_a_d_e_a $2$ (not in LMFDB) 6.2.e_h_k_t_bk_ce $2$ (not in LMFDB) 6.2.g_r_y_d_aci_aey $2$ (not in LMFDB) 6.2.i_bf_da_fr_iy_my $2$ (not in LMFDB) 6.2.af_k_aj_j_abi_cu $3$ (not in LMFDB) 6.2.af_q_abn_dd_afm_ii $3$ (not in LMFDB) 6.2.ac_b_a_ad_c_g $3$ (not in LMFDB) 6.2.ac_b_a_d_ae_a $3$ (not in LMFDB) 6.2.ac_e_ag_p_aq_y $3$ (not in LMFDB) 6.2.b_ac_ad_d_c_ag $3$ (not in LMFDB) 6.2.b_e_d_d_c_ag $3$ (not in LMFDB) 6.2.b_e_d_j_o_y $3$ (not in LMFDB) 6.2.e_h_g_ad_aw_abq $3$ (not in LMFDB) 6.2.e_k_s_bb_bm_cc $3$ (not in LMFDB) 6.2.h_bc_dd_hb_na_uc $3$ (not in LMFDB) 6.2.aj_bs_afr_of_abby_bsa $6$ (not in LMFDB) 6.2.ah_bc_add_hb_ana_uc $6$ (not in LMFDB) 6.2.ah_bc_adb_gt_amg_su $6$ (not in LMFDB) 6.2.ag_r_abk_cr_aek_gk $6$ (not in LMFDB) 6.2.ag_u_abq_cl_acu_dk $6$ (not in LMFDB) 6.2.af_q_abp_dh_afu_iw $6$ (not in LMFDB) 6.2.af_q_abj_cj_adm_ey $6$ (not in LMFDB) 6.2.ae_h_ag_ad_w_abq $6$ (not in LMFDB) 6.2.ae_k_as_bb_abm_cc $6$ (not in LMFDB) 6.2.ae_k_aq_z_abk_ce $6$ (not in LMFDB) 6.2.ad_c_ad_p_as_k $6$ (not in LMFDB) 6.2.ad_c_j_ap_ag_bo $6$ (not in LMFDB) 6.2.ad_i_av_bn_aco_ec $6$ (not in LMFDB) 6.2.ad_i_ap_bb_abq_cm $6$ (not in LMFDB) 6.2.ad_i_aj_d_s_abm $6$ (not in LMFDB) 6.2.ad_i_aj_j_g_ai $6$ (not in LMFDB) 6.2.ac_e_ai_n_as_ba $6$ (not in LMFDB) 6.2.ac_e_ac_h_am_bg $6$ (not in LMFDB) 6.2.ab_ac_ab_n_ag_aq $6$ (not in LMFDB) 6.2.ab_ac_d_d_ac_ag $6$ (not in LMFDB) 6.2.ab_e_ah_n_as_bg $6$ (not in LMFDB) 6.2.ab_e_ad_d_ac_ag $6$ (not in LMFDB) 6.2.ab_e_ad_j_ao_y $6$ (not in LMFDB) 6.2.ab_e_ab_b_g_ak $6$ (not in LMFDB) 6.2.ab_e_ab_h_g_i $6$ (not in LMFDB) 6.2.a_ab_ag_ad_g_w $6$ (not in LMFDB) 6.2.a_ab_g_ad_ag_w $6$ (not in LMFDB) 6.2.a_c_ag_d_ag_w $6$ (not in LMFDB) 6.2.a_c_a_j_a_q $6$ (not in LMFDB) 6.2.a_c_g_d_g_w $6$ (not in LMFDB) 6.2.b_ac_b_n_g_aq $6$ (not in LMFDB) 6.2.b_e_b_b_ag_ak $6$ (not in LMFDB) 6.2.b_e_b_h_ag_i $6$ (not in LMFDB) 6.2.b_e_h_n_s_bg $6$ (not in LMFDB) 6.2.c_b_a_ad_ac_g $6$ (not in LMFDB) 6.2.c_e_c_h_m_bg $6$ (not in LMFDB) 6.2.c_e_g_p_q_y $6$ (not in LMFDB) 6.2.c_e_i_n_s_ba $6$ (not in LMFDB) 6.2.d_c_aj_ap_g_bo $6$ (not in LMFDB) 6.2.d_c_d_p_s_k $6$ (not in LMFDB) 6.2.d_i_j_d_as_abm $6$ (not in LMFDB) 6.2.d_i_j_j_ag_ai $6$ (not in LMFDB) 6.2.d_i_p_bb_bq_cm $6$ (not in LMFDB) 6.2.d_i_v_bn_co_ec $6$ (not in LMFDB) 6.2.e_k_q_z_bk_ce $6$ (not in LMFDB) 6.2.f_k_j_j_bi_cu $6$ (not in LMFDB) 6.2.f_q_bj_cj_dm_ey $6$ (not in LMFDB) 6.2.f_q_bn_dd_fm_ii $6$ (not in LMFDB) 6.2.f_q_bp_dh_fu_iw $6$ (not in LMFDB) 6.2.g_r_bk_cr_ek_gk $6$ (not in LMFDB) 6.2.g_u_bq_cl_cu_dk $6$ (not in LMFDB) 6.2.h_bc_db_gt_mg_su $6$ (not in LMFDB) 6.2.j_bs_fr_of_bby_bsa $6$ (not in LMFDB) 6.2.ag_t_abs_df_afe_ho $8$ (not in LMFDB) 6.2.ae_d_g_aj_e_ae $8$ (not in LMFDB) 6.2.ae_j_ak_ab_be_aci $8$ (not in LMFDB) 6.2.ae_l_aba_bv_acy_em $8$ (not in LMFDB) 6.2.ac_ad_m_aj_aq_bs $8$ (not in LMFDB) 6.2.ac_d_ai_l_as_bk $8$ (not in LMFDB) 6.2.ac_f_ae_ab_q_abc $8$ (not in LMFDB) 6.2.a_b_ac_ab_ac_e $8$ (not in LMFDB) 6.2.a_b_c_ab_c_e $8$ (not in LMFDB) 6.2.c_ad_am_aj_q_bs $8$ (not in LMFDB) 6.2.c_d_i_l_s_bk $8$ (not in LMFDB) 6.2.c_f_e_ab_aq_abc $8$ (not in LMFDB) 6.2.e_d_ag_aj_ae_ae $8$ (not in LMFDB) 6.2.e_j_k_ab_abe_aci $8$ (not in LMFDB) 6.2.e_l_ba_bv_cy_em $8$ (not in LMFDB) 6.2.g_t_bs_df_fe_ho $8$ (not in LMFDB) 6.2.ah_w_abl_z_be_adk $12$ (not in LMFDB) 6.2.ag_w_acc_eb_agm_jo $12$ (not in LMFDB) 6.2.af_k_al_h_g_aw $12$ (not in LMFDB) 6.2.af_m_at_bf_ack_ea $12$ (not in LMFDB) 6.2.ae_e_i_ar_am_ce $12$ (not in LMFDB) 6.2.ae_g_a_ah_ae_y $12$ (not in LMFDB) 6.2.ae_m_aba_bx_ade_es $12$ (not in LMFDB) 6.2.ae_m_ay_bv_acy_eq $12$ (not in LMFDB) 6.2.ad_c_d_ad_ag_q $12$ (not in LMFDB) 6.2.ad_e_aj_v_abe_bm $12$ (not in LMFDB) 6.2.ad_e_d_aj_g_i $12$ (not in LMFDB) 6.2.ac_ac_e_h_ag_ak $12$ (not in LMFDB) 6.2.ac_a_a_f_ac_ag $12$ (not in LMFDB) 6.2.ac_g_am_x_abm_cc $12$ (not in LMFDB) 6.2.ac_g_ak_z_abg_ce $12$ (not in LMFDB) 6.2.ac_g_ag_r_au_bw $12$ (not in LMFDB) 6.2.ab_ac_f_af_ag_ba $12$ (not in LMFDB) 6.2.ab_ac_f_b_ag_i $12$ (not in LMFDB) 6.2.ab_a_ad_l_ak_a $12$ (not in LMFDB) 6.2.ab_a_b_b_c_ak $12$ (not in LMFDB) 6.2.a_ae_a_p_a_abg $12$ (not in LMFDB) 6.2.a_ac_a_j_a_aq $12$ (not in LMFDB) 6.2.a_ab_g_ad_ag_w $12$ (not in LMFDB) 6.2.a_e_ag_j_as_ba $12$ (not in LMFDB) 6.2.a_e_a_p_a_bg $12$ (not in LMFDB) 6.2.a_e_g_j_s_ba $12$ (not in LMFDB) 6.2.b_ac_af_af_g_ba $12$ (not in LMFDB) 6.2.b_ac_af_b_g_i $12$ (not in LMFDB) 6.2.b_a_ab_b_ac_ak $12$ (not in LMFDB) 6.2.b_a_d_l_k_a $12$ (not in LMFDB) 6.2.c_ac_ae_h_g_ak $12$ (not in LMFDB) 6.2.c_a_a_f_c_ag $12$ (not in LMFDB) 6.2.c_g_g_r_u_bw $12$ (not in LMFDB) 6.2.c_g_k_z_bg_ce $12$ (not in LMFDB) 6.2.c_g_m_x_bm_cc $12$ (not in LMFDB) 6.2.d_c_ad_ad_g_q $12$ (not in LMFDB) 6.2.d_e_ad_aj_ag_i $12$ (not in LMFDB) 6.2.d_e_j_v_be_bm $12$ (not in LMFDB) 6.2.e_e_ai_ar_m_ce $12$ (not in LMFDB) 6.2.e_g_a_ah_e_y $12$ (not in LMFDB) 6.2.e_m_y_bv_cy_eq $12$ (not in LMFDB) 6.2.e_m_ba_bx_de_es $12$ (not in LMFDB) 6.2.f_k_l_h_ag_aw $12$ (not in LMFDB) 6.2.f_m_t_bf_ck_ea $12$ (not in LMFDB) 6.2.g_w_cc_eb_gm_jo $12$ (not in LMFDB) 6.2.h_w_bl_z_abe_adk $12$ (not in LMFDB) 6.2.ah_be_adn_ih_aps_ym $24$ (not in LMFDB) 6.2.af_m_ar_l_m_abk $24$ (not in LMFDB) 6.2.af_m_ap_ad_by_adw $24$ (not in LMFDB) 6.2.af_o_az_bd_au_o $24$ (not in LMFDB) 6.2.af_s_abv_dx_agy_kq $24$ (not in LMFDB) 6.2.af_s_abt_dp_age_ji $24$ (not in LMFDB) 6.2.af_u_acd_ev_aiw_ns $24$ (not in LMFDB) 6.2.ae_f_ac_f_aq_ba $24$ (not in LMFDB) 6.2.ae_j_as_bh_ace_di $24$ (not in LMFDB) 6.2.ae_m_aw_bj_abq_ci $24$ (not in LMFDB) 6.2.ae_o_abe_cj_adq_fs $24$ (not in LMFDB) 6.2.ad_ac_p_al_as_bs $24$ (not in LMFDB) 6.2.ad_a_j_ah_am_be $24$ (not in LMFDB) 6.2.ad_e_af_l_au_bc $24$ (not in LMFDB) 6.2.ad_e_ad_af_s_abc $24$ (not in LMFDB) 6.2.ad_e_ad_b_a_c $24$ (not in LMFDB) 6.2.ad_g_al_v_abk_ca $24$ (not in LMFDB) 6.2.ad_g_aj_f_g_am $24$ (not in LMFDB) 6.2.ad_g_aj_l_am_s $24$ (not in LMFDB) 6.2.ad_k_ax_bv_adc_eu $24$ (not in LMFDB) 6.2.ad_k_av_br_acu_eg $24$ (not in LMFDB) 6.2.ad_k_at_bj_aca_cy $24$ (not in LMFDB) 6.2.ad_m_abb_ch_ady_ga $24$ (not in LMFDB) 6.2.ac_ab_i_ah_ai_ba $24$ (not in LMFDB) 6.2.ac_a_e_ab_ag_m $24$ (not in LMFDB) 6.2.ac_a_g_aj_ae_u $24$ (not in LMFDB) 6.2.ac_c_a_b_ac_e $24$ (not in LMFDB) 6.2.ac_c_c_ah_e_ae $24$ (not in LMFDB) 6.2.ac_c_c_ab_ai_ba $24$ (not in LMFDB) 6.2.ac_d_a_ad_i_ak $24$ (not in LMFDB) 6.2.ac_e_ac_f_ai_w $24$ (not in LMFDB) 6.2.ac_g_ai_r_as_bk $24$ (not in LMFDB) 6.2.ac_g_ag_p_aq_bm $24$ (not in LMFDB) 6.2.ac_i_am_bf_abm_cy $24$ (not in LMFDB) 6.2.ac_i_ak_x_au_bs $24$ (not in LMFDB) 6.2.ac_i_ak_bd_abg_cw $24$ (not in LMFDB) 6.2.ac_k_ao_bp_abs_dw $24$ (not in LMFDB) 6.2.ab_ag_d_v_ac_aca $24$ (not in LMFDB) 6.2.ab_ae_b_l_c_abc $24$ (not in LMFDB) 6.2.ab_ae_b_r_ae_abi $24$ (not in LMFDB) 6.2.ab_ac_ab_l_ae_ao $24$ (not in LMFDB) 6.2.ab_a_ad_ad_k_ae $24$ (not in LMFDB) 6.2.ab_a_ad_j_ai_c $24$ (not in LMFDB) 6.2.ab_a_ab_ab_a_m $24$ (not in LMFDB) 6.2.ab_a_f_ab_a_m $24$ (not in LMFDB) 6.2.ab_c_af_f_ak_u $24$ (not in LMFDB) 6.2.ab_c_af_f_ae_o $24$ (not in LMFDB) 6.2.ab_c_af_l_aq_o $24$ (not in LMFDB) 6.2.ab_c_d_b_i_e $24$ (not in LMFDB) 6.2.ab_e_ah_l_aw_bc $24$ (not in LMFDB) 6.2.ab_g_aj_v_abg_by $24$ (not in LMFDB) 6.2.ab_g_ah_r_ay_bk $24$ (not in LMFDB) 6.2.ab_g_ab_l_m_m $24$ (not in LMFDB) 6.2.ab_i_al_bd_abu_cq $24$ (not in LMFDB) 6.2.a_ai_a_bf_a_acy $24$ (not in LMFDB) 6.2.a_ag_a_r_a_abk $24$ (not in LMFDB) 6.2.a_ag_a_x_a_acc $24$ (not in LMFDB) 6.2.a_ae_a_n_a_aba $24$ (not in LMFDB) 6.2.a_ac_a_b_a_ae $24$ (not in LMFDB) 6.2.a_ac_a_h_a_ak $24$ (not in LMFDB) 6.2.a_a_a_ab_a_am $24$ (not in LMFDB) 6.2.a_a_a_ab_a_m $24$ (not in LMFDB) 6.2.a_a_a_f_a_ag $24$ (not in LMFDB) 6.2.a_a_a_f_a_g $24$ (not in LMFDB) 6.2.a_c_a_b_a_e $24$ (not in LMFDB) 6.2.a_c_a_h_a_k $24$ (not in LMFDB) 6.2.a_e_ac_l_ac_bc $24$ (not in LMFDB) 6.2.a_e_a_n_a_ba $24$ (not in LMFDB) 6.2.a_e_c_l_c_bc $24$ (not in LMFDB) 6.2.a_g_ac_v_ag_ca $24$ (not in LMFDB) 6.2.a_g_a_r_a_bk $24$ (not in LMFDB) 6.2.a_g_a_x_a_cc $24$ (not in LMFDB) 6.2.a_g_c_v_g_ca $24$ (not in LMFDB) 6.2.a_i_a_bf_a_cy $24$ (not in LMFDB) 6.2.b_ag_ad_v_c_aca $24$ (not in LMFDB) 6.2.b_ae_ab_l_ac_abc $24$ (not in LMFDB) 6.2.b_ae_ab_r_e_abi $24$ (not in LMFDB) 6.2.b_ac_b_l_e_ao $24$ (not in LMFDB) 6.2.b_a_af_ab_a_m $24$ (not in LMFDB) 6.2.b_a_b_ab_a_m $24$ (not in LMFDB) 6.2.b_a_d_ad_ak_ae $24$ (not in LMFDB) 6.2.b_a_d_j_i_c $24$ (not in LMFDB) 6.2.b_c_ad_b_ai_e $24$ (not in LMFDB) 6.2.b_c_f_f_e_o $24$ (not in LMFDB) 6.2.b_c_f_f_k_u $24$ (not in LMFDB) 6.2.b_c_f_l_q_o $24$ (not in LMFDB) 6.2.b_e_h_l_w_bc $24$ (not in LMFDB) 6.2.b_g_b_l_am_m $24$ (not in LMFDB) 6.2.b_g_h_r_y_bk $24$ (not in LMFDB) 6.2.b_g_j_v_bg_by $24$ (not in LMFDB) 6.2.b_i_l_bd_bu_cq $24$ (not in LMFDB) 6.2.c_ab_ai_ah_i_ba $24$ (not in LMFDB) 6.2.c_a_ag_aj_e_u $24$ (not in LMFDB) 6.2.c_a_ae_ab_g_m $24$ (not in LMFDB) 6.2.c_c_ac_ah_ae_ae $24$ (not in LMFDB) 6.2.c_c_ac_ab_i_ba $24$ (not in LMFDB) 6.2.c_c_a_b_c_e $24$ (not in LMFDB) 6.2.c_d_a_ad_ai_ak $24$ (not in LMFDB) 6.2.c_e_c_f_i_w $24$ (not in LMFDB) 6.2.c_g_g_p_q_bm $24$ (not in LMFDB) 6.2.c_g_i_r_s_bk $24$ (not in LMFDB) 6.2.c_i_k_x_u_bs $24$ (not in LMFDB) 6.2.c_i_k_bd_bg_cw $24$ (not in LMFDB) 6.2.c_i_m_bf_bm_cy $24$ (not in LMFDB) 6.2.c_k_o_bp_bs_dw $24$ (not in LMFDB) 6.2.d_ac_ap_al_s_bs $24$ (not in LMFDB) 6.2.d_a_aj_ah_m_be $24$ (not in LMFDB) 6.2.d_e_d_af_as_abc $24$ (not in LMFDB) 6.2.d_e_d_b_a_c $24$ (not in LMFDB) 6.2.d_e_f_l_u_bc $24$ (not in LMFDB) 6.2.d_g_j_f_ag_am $24$ (not in LMFDB) 6.2.d_g_j_l_m_s $24$ (not in LMFDB) 6.2.d_g_l_v_bk_ca $24$ (not in LMFDB) 6.2.d_k_t_bj_ca_cy $24$ (not in LMFDB) 6.2.d_k_v_br_cu_eg $24$ (not in LMFDB) 6.2.d_k_x_bv_dc_eu $24$ (not in LMFDB) 6.2.d_m_bb_ch_dy_ga $24$ (not in LMFDB) 6.2.e_f_c_f_q_ba $24$ (not in LMFDB) 6.2.e_j_s_bh_ce_di $24$ (not in LMFDB) 6.2.e_m_w_bj_bq_ci $24$ (not in LMFDB) 6.2.e_o_be_cj_dq_fs $24$ (not in LMFDB) 6.2.f_m_p_ad_aby_adw $24$ (not in LMFDB) 6.2.f_m_r_l_am_abk $24$ (not in LMFDB) 6.2.f_o_z_bd_u_o $24$ (not in LMFDB) 6.2.f_s_bt_dp_ge_ji $24$ (not in LMFDB) 6.2.f_s_bv_dx_gy_kq $24$ (not in LMFDB) 6.2.f_u_cd_ev_iw_ns $24$ (not in LMFDB) 6.2.h_be_dn_ih_ps_ym $24$ (not in LMFDB)