# Properties

 Label 6.2.aj_bm_adt_gk_aig_km Base Field $\F_{2}$ Dimension $6$ Ordinary No $p$-rank $3$ Principally polarizable Yes Contains a Jacobian No

## Invariants

 Base field: $\F_{2}$ Dimension: $6$ L-polynomial: $( 1 - 2 x + 2 x^{2} )^{3}( 1 - 3 x + 2 x^{2} + x^{3} + 4 x^{4} - 12 x^{5} + 8 x^{6} )$ Frobenius angles: $\pm0.0992589862044$, $\pm0.186455299510$, $\pm0.250000000000$, $\pm0.250000000000$, $\pm0.250000000000$, $\pm0.757883870938$ Angle rank: $1$ (numerical)

This isogeny class is not simple.

## Newton polygon $p$-rank: $3$ Slopes: $[0, 0, 0, 1/2, 1/2, 1/2, 1/2, 1/2, 1/2, 1, 1, 1]$

## 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 3625 661297 127328125 2402654981 103079669875 4131429665336 187222383703125 16671329610212641 1144226893217171875

 $r$ 1 2 3 4 5 6 7 8 9 10 $C(\F_{q^r})$ -6 0 15 52 59 87 120 156 474 1015

## Decomposition and endomorphism algebra

Endomorphism algebra over $\F_{2}$
 The isogeny class factors as 1.2.ac 3 $\times$ 3.2.ad_c_b 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 3 : $\mathrm{M}_{3}($$$\Q(\sqrt{-1})$$$)$ 3.2.ad_c_b : $$\Q(\zeta_{7})$$.
Endomorphism algebra over $\overline{\F}_{2}$
 The base change of $A$ to $\F_{2^{28}}$ is 1.268435456.blhf 3 $\times$ 1.268435456.bwmi 3 . The endomorphism algebra for each factor is: 1.268435456.blhf 3 : $\mathrm{M}_{3}($$$\Q(\sqrt{-7})$$$)$ 1.268435456.bwmi 3 : $\mathrm{M}_{3}(B)$, where $B$ is the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$.
All geometric endomorphisms are defined over $\F_{2^{28}}$.
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 3 $\times$ 3.4.af_s_abp. The endomorphism algebra for each factor is: 1.4.a 3 : $\mathrm{M}_{3}($$$\Q(\sqrt{-1})$$$)$ 3.4.af_s_abp : $$\Q(\zeta_{7})$$.
• Endomorphism algebra over $\F_{2^{4}}$  The base change of $A$ to $\F_{2^{4}}$ is 1.16.i 3 $\times$ 3.16.l_cg_jf. The endomorphism algebra for each factor is: 1.16.i 3 : $\mathrm{M}_{3}(B)$, where $B$ is the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$. 3.16.l_cg_jf : $$\Q(\zeta_{7})$$.
• Endomorphism algebra over $\F_{2^{7}}$  The base change of $A$ to $\F_{2^{7}}$ is 1.128.aq 3 $\times$ 1.128.n 3 . The endomorphism algebra for each factor is: 1.128.aq 3 : $\mathrm{M}_{3}($$$\Q(\sqrt{-1})$$$)$ 1.128.n 3 : $\mathrm{M}_{3}($$$\Q(\sqrt{-7})$$$)$
• Endomorphism algebra over $\F_{2^{14}}$  The base change of $A$ to $\F_{2^{14}}$ is 1.16384.a 3 $\times$ 1.16384.dj 3 . The endomorphism algebra for each factor is: 1.16384.a 3 : $\mathrm{M}_{3}($$$\Q(\sqrt{-1})$$$)$ 1.16384.dj 3 : $\mathrm{M}_{3}($$$\Q(\sqrt{-7})$$$)$

## 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.af_k_aj_k_abm_dc $2$ (not in LMFDB) 6.2.ad_c_j_ao_ak_bw $2$ (not in LMFDB) 6.2.ab_ac_ab_o_ag_aq $2$ (not in LMFDB) 6.2.b_ac_b_o_g_aq $2$ (not in LMFDB) 6.2.d_c_aj_ao_k_bw $2$ (not in LMFDB) 6.2.f_k_j_k_bm_dc $2$ (not in LMFDB) 6.2.j_bm_dt_gk_ig_km $2$ (not in LMFDB) 6.2.ad_c_f_ai_ae_u $3$ (not in LMFDB)
Below is a list of all twists of this isogeny class.
 Twist Extension Degree Common base change 6.2.af_k_aj_k_abm_dc $2$ (not in LMFDB) 6.2.ad_c_j_ao_ak_bw $2$ (not in LMFDB) 6.2.ab_ac_ab_o_ag_aq $2$ (not in LMFDB) 6.2.b_ac_b_o_g_aq $2$ (not in LMFDB) 6.2.d_c_aj_ao_k_bw $2$ (not in LMFDB) 6.2.f_k_j_k_bm_dc $2$ (not in LMFDB) 6.2.j_bm_dt_gk_ig_km $2$ (not in LMFDB) 6.2.ad_c_f_ai_ae_u $3$ (not in LMFDB) 6.2.ah_w_abr_cq_aee_gi $6$ (not in LMFDB) 6.2.ad_c_ad_q_au_m $6$ (not in LMFDB) 6.2.ab_ac_d_e_ae_ae $6$ (not in LMFDB) 6.2.b_ac_ad_e_e_ae $6$ (not in LMFDB) 6.2.d_c_af_ai_e_u $6$ (not in LMFDB) 6.2.d_c_d_q_u_m $6$ (not in LMFDB) 6.2.h_w_br_cq_ee_gi $6$ (not in LMFDB) 6.2.aj_bt_afx_pa_abdu_bvc $7$ (not in LMFDB) 6.2.ac_d_b_ac_k_ai $7$ (not in LMFDB) 6.2.ah_y_acb_dk_aew_gu $8$ (not in LMFDB) 6.2.af_g_l_abe_ac_ce $8$ (not in LMFDB) 6.2.af_o_abd_by_acw_ea $8$ (not in LMFDB) 6.2.ad_a_h_ae_ac_a $8$ (not in LMFDB) 6.2.ad_e_af_m_aw_bg $8$ (not in LMFDB) 6.2.ad_i_ar_bc_abq_cm $8$ (not in LMFDB) 6.2.ab_ag_d_w_ac_ace $8$ (not in LMFDB) 6.2.ab_a_f_a_ac_q $8$ (not in LMFDB) 6.2.ab_c_af_g_ak_y $8$ (not in LMFDB) 6.2.b_ag_ad_w_c_ace $8$ (not in LMFDB) 6.2.b_a_af_a_c_q $8$ (not in LMFDB) 6.2.b_c_f_g_k_y $8$ (not in LMFDB) 6.2.d_a_ah_ae_c_a $8$ (not in LMFDB) 6.2.d_e_f_m_w_bg $8$ (not in LMFDB) 6.2.d_i_r_bc_bq_cm $8$ (not in LMFDB) 6.2.f_g_al_abe_c_ce $8$ (not in LMFDB) 6.2.f_o_bd_by_cw_ea $8$ (not in LMFDB) 6.2.h_y_cb_dk_ew_gu $8$ (not in LMFDB) 6.2.ak_bz_agr_qs_abgs_bzk $14$ (not in LMFDB) 6.2.ah_bd_adf_he_ana_ua $14$ (not in LMFDB) 6.2.ag_t_abp_cs_aec_fw $14$ (not in LMFDB) 6.2.af_r_abp_di_afu_iy $14$ (not in LMFDB) 6.2.af_r_abl_co_adq_fg $14$ (not in LMFDB) 6.2.ad_j_at_bq_aco_ea $14$ (not in LMFDB) 6.2.ad_j_ap_be_abq_cu $14$ (not in LMFDB) 6.2.ac_d_af_k_as_y $14$ (not in LMFDB) 6.2.ab_f_af_s_ao_bo $14$ (not in LMFDB) 6.2.ab_f_ab_o_ag_bo $14$ (not in LMFDB) 6.2.b_f_b_o_g_bo $14$ (not in LMFDB) 6.2.b_f_f_s_o_bo $14$ (not in LMFDB) 6.2.c_d_ab_ac_ak_ai $14$ (not in LMFDB) 6.2.c_d_f_k_s_y $14$ (not in LMFDB) 6.2.d_j_p_be_bq_cu $14$ (not in LMFDB) 6.2.d_j_t_bq_co_ea $14$ (not in LMFDB) 6.2.f_r_bl_co_dq_fg $14$ (not in LMFDB) 6.2.f_r_bp_di_fu_iy $14$ (not in LMFDB) 6.2.g_t_bp_cs_ec_fw $14$ (not in LMFDB) 6.2.h_bd_df_he_na_ua $14$ (not in LMFDB) 6.2.j_bt_fx_pa_bdu_bvc $14$ (not in LMFDB) 6.2.k_bz_gr_qs_bgs_bzk $14$ (not in LMFDB) 6.2.ag_s_abb_g_co_afo $21$ (not in LMFDB) 6.2.ad_j_aj_g_y_abk $21$ (not in LMFDB) 6.2.a_a_j_a_a_bk $21$ (not in LMFDB) 6.2.e_j_t_bi_ca_cy $21$ (not in LMFDB) 6.2.af_i_b_ak_au_cq $24$ (not in LMFDB) 6.2.af_m_ax_bq_acm_dk $24$ (not in LMFDB) 6.2.af_m_at_be_ace_do $24$ (not in LMFDB) 6.2.ad_c_b_e_am_q $24$ (not in LMFDB) 6.2.ad_g_al_u_abg_bw $24$ (not in LMFDB) 6.2.ab_ae_b_s_ae_abk $24$ (not in LMFDB) 6.2.ab_a_ad_k_ai_e $24$ (not in LMFDB) 6.2.ab_a_b_ac_a_i $24$ (not in LMFDB) 6.2.b_ae_ab_s_e_abk $24$ (not in LMFDB) 6.2.b_a_ab_ac_a_i $24$ (not in LMFDB) 6.2.b_a_d_k_i_e $24$ (not in LMFDB) 6.2.d_c_ab_e_m_q $24$ (not in LMFDB) 6.2.d_g_l_u_bg_bw $24$ (not in LMFDB) 6.2.f_i_ab_ak_u_cq $24$ (not in LMFDB) 6.2.f_m_t_be_ce_do $24$ (not in LMFDB) 6.2.f_m_x_bq_cm_dk $24$ (not in LMFDB) 6.2.ah_x_abp_be_bi_aea $28$ (not in LMFDB) 6.2.af_l_al_c_g_ai $28$ (not in LMFDB) 6.2.ad_d_d_ag_ag_y $28$ (not in LMFDB) 6.2.ab_ab_b_g_ac_ai $28$ (not in LMFDB) 6.2.b_ab_ab_g_c_ai $28$ (not in LMFDB) 6.2.d_d_ad_ag_g_y $28$ (not in LMFDB) 6.2.f_l_l_c_ag_ai $28$ (not in LMFDB) 6.2.h_x_bp_be_abi_aea $28$ (not in LMFDB) 6.2.ai_bg_adf_gc_ajm_no $42$ (not in LMFDB) 6.2.ai_bh_adr_ig_apg_xo $42$ (not in LMFDB) 6.2.ah_bd_adh_hm_anw_vk $42$ (not in LMFDB) 6.2.ag_s_abn_cu_aeq_gy $42$ (not in LMFDB) 6.2.ag_s_abl_co_aek_gu $42$ (not in LMFDB) 6.2.af_r_abr_dm_age_jk $42$ (not in LMFDB) 6.2.ae_i_ar_bk_ace_cy $42$ (not in LMFDB) 6.2.ae_i_al_s_abm_cm $42$ (not in LMFDB) 6.2.ae_i_ah_ae_y_abs $42$ (not in LMFDB) 6.2.ae_i_af_ag_w_abg $42$ (not in LMFDB) 6.2.ae_j_at_bi_aca_cy $42$ (not in LMFDB) 6.2.ae_j_al_c_u_abs $42$ (not in LMFDB) 6.2.ad_j_av_bq_acu_ee $42$ (not in LMFDB) 6.2.ad_j_ar_be_abw_cq $42$ (not in LMFDB) 6.2.ac_c_ah_m_aq_bc $42$ (not in LMFDB) 6.2.ac_c_af_o_as_q $42$ (not in LMFDB) 6.2.ac_c_ab_a_i_au $42$ (not in LMFDB) 6.2.ac_c_b_ae_a_e $42$ (not in LMFDB) 6.2.ac_c_f_ag_c_q $42$ (not in LMFDB) 6.2.ab_f_al_s_abg_ca $42$ (not in LMFDB) 6.2.ab_f_ah_o_ay_bc $42$ (not in LMFDB) 6.2.ab_f_b_g_q_e $42$ (not in LMFDB) 6.2.a_a_aj_a_a_bk $42$ (not in LMFDB) 6.2.a_a_ad_g_ag_a $42$ (not in LMFDB) 6.2.a_a_ab_a_a_ae $42$ (not in LMFDB) 6.2.a_a_b_a_a_ae $42$ (not in LMFDB) 6.2.a_a_d_g_g_a $42$ (not in LMFDB) 6.2.a_b_ab_ac_e_ae $42$ (not in LMFDB) 6.2.a_b_b_ac_ae_ae $42$ (not in LMFDB) 6.2.b_f_ab_g_aq_e $42$ (not in LMFDB) 6.2.b_f_h_o_y_bc $42$ (not in LMFDB) 6.2.b_f_l_s_bg_ca $42$ (not in LMFDB) 6.2.c_c_af_ag_ac_q $42$ (not in LMFDB) 6.2.c_c_ab_ae_a_e $42$ (not in LMFDB) 6.2.c_c_b_a_ai_au $42$ (not in LMFDB) 6.2.c_c_f_o_s_q $42$ (not in LMFDB) 6.2.c_c_h_m_q_bc $42$ (not in LMFDB) 6.2.d_j_j_g_ay_abk $42$ (not in LMFDB) 6.2.d_j_r_be_bw_cq $42$ (not in LMFDB) 6.2.d_j_v_bq_cu_ee $42$ (not in LMFDB) 6.2.e_i_f_ag_aw_abg $42$ (not in LMFDB) 6.2.e_i_h_ae_ay_abs $42$ (not in LMFDB) 6.2.e_i_l_s_bm_cm $42$ (not in LMFDB) 6.2.e_i_r_bk_ce_cy $42$ (not in LMFDB) 6.2.e_j_l_c_au_abs $42$ (not in LMFDB) 6.2.f_r_br_dm_ge_jk $42$ (not in LMFDB) 6.2.g_s_bb_g_aco_afo $42$ (not in LMFDB) 6.2.g_s_bl_co_ek_gu $42$ (not in LMFDB) 6.2.g_s_bn_cu_eq_gy $42$ (not in LMFDB) 6.2.h_bd_dh_hm_nw_vk $42$ (not in LMFDB) 6.2.i_bg_df_gc_jm_no $42$ (not in LMFDB) 6.2.i_bh_dr_ig_pg_xo $42$ (not in LMFDB) 6.2.ai_bj_aed_js_ask_bcq $56$ (not in LMFDB) 6.2.ah_bf_adr_iu_aqs_bae $56$ (not in LMFDB) 6.2.ag_p_ar_ag_cg_aei $56$ (not in LMFDB) 6.2.ag_x_acn_fq_akk_qa $56$ (not in LMFDB) 6.2.af_n_at_m_o_abo $56$ (not in LMFDB) 6.2.af_n_ar_ac_cc_aei $56$ (not in LMFDB) 6.2.af_t_abx_ee_ahi_lk $56$ (not in LMFDB) 6.2.af_v_acf_fe_aji_ou $56$ (not in LMFDB) 6.2.ae_h_ah_ae_be_ace $56$ (not in LMFDB) 6.2.ae_l_ax_bo_ack_dk $56$ (not in LMFDB) 6.2.ae_p_abn_dg_afy_iy $56$ (not in LMFDB) 6.2.ad_ab_p_as_as_cm $56$ (not in LMFDB) 6.2.ad_f_af_e_c_ai $56$ (not in LMFDB) 6.2.ad_f_ad_ag_s_abg $56$ (not in LMFDB) 6.2.ad_h_aj_g_g_aq $56$ (not in LMFDB) 6.2.ad_h_ah_ae_ba_ace $56$ (not in LMFDB) 6.2.ad_l_ax_ca_ade_fg $56$ (not in LMFDB) 6.2.ad_l_at_bo_aby_dk $56$ (not in LMFDB) 6.2.ad_n_abb_co_ady_gu $56$ (not in LMFDB) 6.2.ad_p_abf_dg_aew_iy $56$ (not in LMFDB) 6.2.ac_ab_d_ac_c_a $56$ (not in LMFDB) 6.2.ac_h_an_w_abm_bw $56$ (not in LMFDB) 6.2.ab_af_f_k_ag_aq $56$ (not in LMFDB) 6.2.ab_ad_f_ae_ag_y $56$ (not in LMFDB) 6.2.ab_b_ab_ac_g_aq $56$ (not in LMFDB) 6.2.ab_b_b_a_ac_i $56$ (not in LMFDB) 6.2.ab_b_d_ag_ac_a $56$ (not in LMFDB) 6.2.ab_d_ad_c_c_a $56$ (not in LMFDB) 6.2.ab_d_ab_ae_g_ay $56$ (not in LMFDB) 6.2.ab_f_ad_e_c_ai $56$ (not in LMFDB) 6.2.ab_h_aj_bc_abe_cu $56$ (not in LMFDB) 6.2.ab_h_af_y_ao_ce $56$ (not in LMFDB) 6.2.ab_j_aj_bm_abi_ds $56$ (not in LMFDB) 6.2.ab_j_af_bi_ak_dc $56$ (not in LMFDB) 6.2.ab_l_aj_ca_abi_fg $56$ (not in LMFDB) 6.2.a_d_ad_e_ao_i $56$ (not in LMFDB) 6.2.a_d_d_e_o_i $56$ (not in LMFDB) 6.2.b_af_af_k_g_aq $56$ (not in LMFDB) 6.2.b_ad_af_ae_g_y $56$ (not in LMFDB) 6.2.b_b_ad_ag_c_a $56$ (not in LMFDB) 6.2.b_b_ab_a_c_i $56$ (not in LMFDB) 6.2.b_b_b_ac_ag_aq $56$ (not in LMFDB) 6.2.b_d_b_ae_ag_ay $56$ (not in LMFDB) 6.2.b_d_d_c_ac_a $56$ (not in LMFDB) 6.2.b_f_d_e_ac_ai $56$ (not in LMFDB) 6.2.b_h_f_y_o_ce $56$ (not in LMFDB) 6.2.b_h_j_bc_be_cu $56$ (not in LMFDB) 6.2.b_j_f_bi_k_dc $56$ (not in LMFDB) 6.2.b_j_j_bm_bi_ds $56$ (not in LMFDB) 6.2.b_l_j_ca_bi_fg $56$ (not in LMFDB) 6.2.c_ab_ad_ac_ac_a $56$ (not in LMFDB) 6.2.c_h_n_w_bm_bw $56$ (not in LMFDB) 6.2.d_ab_ap_as_s_cm $56$ (not in LMFDB) 6.2.d_f_d_ag_as_abg $56$ (not in LMFDB) 6.2.d_f_f_e_ac_ai $56$ (not in LMFDB) 6.2.d_h_h_ae_aba_ace $56$ (not in LMFDB) 6.2.d_h_j_g_ag_aq $56$ (not in LMFDB) 6.2.d_l_t_bo_by_dk $56$ (not in LMFDB) 6.2.d_l_x_ca_de_fg $56$ (not in LMFDB) 6.2.d_n_bb_co_dy_gu $56$ (not in LMFDB) 6.2.d_p_bf_dg_ew_iy $56$ (not in LMFDB) 6.2.e_h_h_ae_abe_ace $56$ (not in LMFDB) 6.2.e_l_x_bo_ck_dk $56$ (not in LMFDB) 6.2.e_p_bn_dg_fy_iy $56$ (not in LMFDB) 6.2.f_n_r_ac_acc_aei $56$ (not in LMFDB) 6.2.f_n_t_m_ao_abo $56$ (not in LMFDB) 6.2.f_t_bx_ee_hi_lk $56$ (not in LMFDB) 6.2.f_v_cf_fe_ji_ou $56$ (not in LMFDB) 6.2.g_p_r_ag_acg_aei $56$ (not in LMFDB) 6.2.g_x_cn_fq_kk_qa $56$ (not in LMFDB) 6.2.h_bf_dr_iu_qs_bae $56$ (not in LMFDB) 6.2.i_bj_ed_js_sk_bcq $56$ (not in LMFDB) 6.2.af_l_an_g_i_au $84$ (not in LMFDB) 6.2.ad_d_ad_g_a_am $84$ (not in LMFDB) 6.2.ab_ab_ab_c_a_e $84$ (not in LMFDB) 6.2.ab_ab_h_ag_ai_bc $84$ (not in LMFDB) 6.2.b_ab_ah_ag_i_bc $84$ (not in LMFDB) 6.2.b_ab_b_c_a_e $84$ (not in LMFDB) 6.2.d_d_d_g_a_am $84$ (not in LMFDB) 6.2.f_l_n_g_ai_au $84$ (not in LMFDB) 6.2.ag_r_abd_bg_ay_u $168$ (not in LMFDB) 6.2.ag_u_abv_dk_afm_ia $168$ (not in LMFDB) 6.2.ag_v_acf_eu_aiq_ng $168$ (not in LMFDB) 6.2.ag_v_acb_ee_ahg_ky $168$ (not in LMFDB) 6.2.af_p_abb_bg_au_m $168$ (not in LMFDB) 6.2.af_t_abz_ei_ahw_ma $168$ (not in LMFDB) 6.2.af_t_abv_dw_agm_ka $168$ (not in LMFDB) 6.2.ae_e_f_ao_g_i $168$ (not in LMFDB) 6.2.ae_g_ad_c_aq_bk $168$ (not in LMFDB) 6.2.ae_j_ap_s_aq_q $168$ (not in LMFDB) 6.2.ae_k_ax_bq_acq_ea $168$ (not in LMFDB) 6.2.ae_k_av_bo_aco_ds $168$ (not in LMFDB) 6.2.ae_k_at_bi_aci_do $168$ (not in LMFDB) 6.2.ae_k_al_a_bi_acm $168$ (not in LMFDB) 6.2.ae_m_abb_by_ade_eq $168$ (not in LMFDB) 6.2.ae_n_abf_ck_aee_ge $168$ (not in LMFDB) 6.2.ad_b_j_am_am_bs $168$ (not in LMFDB) 6.2.ad_f_ah_e_e_ai $168$ (not in LMFDB) 6.2.ad_f_ad_a_a_e $168$ (not in LMFDB) 6.2.ad_h_aj_m_am_u $168$ (not in LMFDB) 6.2.ad_j_an_s_am_q $168$ (not in LMFDB) 6.2.ad_l_az_ca_ado_fg $168$ (not in LMFDB) 6.2.ad_l_av_bw_acu_eu $168$ (not in LMFDB) 6.2.ad_n_az_ck_adk_ge $168$ (not in LMFDB) 6.2.ac_ac_d_g_c_ay $168$ (not in LMFDB) 6.2.ac_ac_n_ao_as_ce $168$ (not in LMFDB) 6.2.ac_a_ab_k_ai_ae $168$ (not in LMFDB) 6.2.ac_a_b_ae_g_a $168$ (not in LMFDB) 6.2.ac_a_j_ak_ai_bk $168$ (not in LMFDB) 6.2.ac_b_ab_e_ai_m $168$ (not in LMFDB) 6.2.ac_c_ad_e_ai_q $168$ (not in LMFDB) 6.2.ac_e_an_s_abc_ce $168$ (not in LMFDB) 6.2.ac_e_aj_s_abc_bk $168$ (not in LMFDB) 6.2.ac_e_ah_m_aw_bg $168$ (not in LMFDB) 6.2.ac_e_ad_ac_m_ay $168$ (not in LMFDB) 6.2.ac_e_ab_a_o_aq $168$ (not in LMFDB) 6.2.ac_e_b_ac_m_ae $168$ (not in LMFDB) 6.2.ac_f_aj_q_abc_bk $168$ (not in LMFDB) 6.2.ac_f_af_a_i_ay $168$ (not in LMFDB) 6.2.ac_g_an_w_abm_ce $168$ (not in LMFDB) 6.2.ac_g_al_u_abk_bw $168$ (not in LMFDB) 6.2.ac_g_ad_c_w_ay $168$ (not in LMFDB) 6.2.ac_i_ap_bc_aby_cm $168$ (not in LMFDB) 6.2.ab_ad_d_i_ae_am $168$ (not in LMFDB) 6.2.ab_ab_d_ac_ae_q $168$ (not in LMFDB) 6.2.ab_b_af_a_e_i $168$ (not in LMFDB) 6.2.ab_b_ab_e_a_ae $168$ (not in LMFDB) 6.2.ab_d_ad_i_ae_m $168$ (not in LMFDB) 6.2.ab_d_ab_c_a_a $168$ (not in LMFDB) 6.2.ab_d_b_e_ae_u $168$ (not in LMFDB) 6.2.ab_f_ad_k_ae_q $168$ (not in LMFDB) 6.2.ab_h_al_y_abs_ce $168$ (not in LMFDB) 6.2.ab_h_ah_bc_ay_cq $168$ (not in LMFDB) 6.2.ab_h_ad_y_ai_ci $168$ (not in LMFDB) 6.2.ab_h_b_m_bc_i $168$ (not in LMFDB) 6.2.ab_j_ah_bm_ay_ds $168$ (not in LMFDB) 6.2.a_ae_ad_g_g_ai $168$ (not in LMFDB) 6.2.a_ae_d_g_ag_ai $168$ (not in LMFDB) 6.2.a_ac_af_ae_k_q $168$ (not in LMFDB) 6.2.a_ac_ad_g_a_ae $168$ (not in LMFDB) 6.2.a_ac_d_g_a_ae $168$ (not in LMFDB) 6.2.a_ac_f_ae_ak_q $168$ (not in LMFDB) 6.2.a_a_af_a_a_q $168$ (not in LMFDB) 6.2.a_a_f_a_a_q $168$ (not in LMFDB) 6.2.a_c_af_e_ak_q $168$ (not in LMFDB) 6.2.a_c_ad_g_am_e $168$ (not in LMFDB) 6.2.a_c_ab_ac_e_ai $168$ (not in LMFDB) 6.2.a_c_b_ac_ae_ai $168$ (not in LMFDB) 6.2.a_c_d_g_m_e $168$ (not in LMFDB) 6.2.a_c_f_e_k_q $168$ (not in LMFDB) 6.2.a_e_af_i_au_q $168$ (not in LMFDB) 6.2.a_e_ad_g_as_i $168$ (not in LMFDB) 6.2.a_e_d_g_s_i $168$ (not in LMFDB) 6.2.a_e_f_i_u_q $168$ (not in LMFDB) 6.2.a_g_af_m_abe_q $168$ (not in LMFDB) 6.2.a_g_f_m_be_q $168$ (not in LMFDB) 6.2.b_ad_ad_i_e_am $168$ (not in LMFDB) 6.2.b_ab_ad_ac_e_q $168$ (not in LMFDB) 6.2.b_b_b_e_a_ae $168$ (not in LMFDB) 6.2.b_b_f_a_ae_i $168$ (not in LMFDB) 6.2.b_d_ab_e_e_u $168$ (not in LMFDB) 6.2.b_d_b_c_a_a $168$ (not in LMFDB) 6.2.b_d_d_i_e_m $168$ (not in LMFDB) 6.2.b_f_d_k_e_q $168$ (not in LMFDB) 6.2.b_h_ab_m_abc_i $168$ (not in LMFDB) 6.2.b_h_d_y_i_ci $168$ (not in LMFDB) 6.2.b_h_h_bc_y_cq $168$ (not in LMFDB) 6.2.b_h_l_y_bs_ce $168$ (not in LMFDB) 6.2.b_j_h_bm_y_ds $168$ (not in LMFDB) 6.2.c_ac_an_ao_s_ce $168$ (not in LMFDB) 6.2.c_ac_ad_g_ac_ay $168$ (not in LMFDB) 6.2.c_a_aj_ak_i_bk $168$ (not in LMFDB) 6.2.c_a_ab_ae_ag_a $168$ (not in LMFDB) 6.2.c_a_b_k_i_ae $168$ (not in LMFDB) 6.2.c_b_b_e_i_m $168$ (not in LMFDB) 6.2.c_c_d_e_i_q $168$ (not in LMFDB) 6.2.c_e_ab_ac_am_ae $168$ (not in LMFDB) 6.2.c_e_b_a_ao_aq $168$ (not in LMFDB) 6.2.c_e_d_ac_am_ay $168$ (not in LMFDB) 6.2.c_e_h_m_w_bg $168$ (not in LMFDB) 6.2.c_e_j_s_bc_bk $168$ (not in LMFDB) 6.2.c_e_n_s_bc_ce $168$ (not in LMFDB) 6.2.c_f_f_a_ai_ay $168$ (not in LMFDB) 6.2.c_f_j_q_bc_bk $168$ (not in LMFDB) 6.2.c_g_d_c_aw_ay $168$ (not in LMFDB) 6.2.c_g_l_u_bk_bw $168$ (not in LMFDB) 6.2.c_g_n_w_bm_ce $168$ (not in LMFDB) 6.2.c_i_p_bc_by_cm $168$ (not in LMFDB) 6.2.d_b_aj_am_m_bs $168$ (not in LMFDB) 6.2.d_f_d_a_a_e $168$ (not in LMFDB) 6.2.d_f_h_e_ae_ai $168$ (not in LMFDB) 6.2.d_h_j_m_m_u $168$ (not in LMFDB) 6.2.d_j_n_s_m_q $168$ (not in LMFDB) 6.2.d_l_v_bw_cu_eu $168$ (not in LMFDB) 6.2.d_l_z_ca_do_fg $168$ (not in LMFDB) 6.2.d_n_z_ck_dk_ge $168$ (not in LMFDB) 6.2.e_e_af_ao_ag_i $168$ (not in LMFDB) 6.2.e_g_d_c_q_bk $168$ (not in LMFDB) 6.2.e_j_p_s_q_q $168$ (not in LMFDB) 6.2.e_k_l_a_abi_acm $168$ (not in LMFDB) 6.2.e_k_t_bi_ci_do $168$ (not in LMFDB) 6.2.e_k_v_bo_co_ds $168$ (not in LMFDB) 6.2.e_k_x_bq_cq_ea $168$ (not in LMFDB) 6.2.e_m_bb_by_de_eq $168$ (not in LMFDB) 6.2.e_n_bf_ck_ee_ge $168$ (not in LMFDB) 6.2.f_p_bb_bg_u_m $168$ (not in LMFDB) 6.2.f_t_bv_dw_gm_ka $168$ (not in LMFDB) 6.2.f_t_bz_ei_hw_ma $168$ (not in LMFDB) 6.2.g_r_bd_bg_y_u $168$ (not in LMFDB) 6.2.g_u_bv_dk_fm_ia $168$ (not in LMFDB) 6.2.g_v_cb_ee_hg_ky $168$ (not in LMFDB) 6.2.g_v_cf_eu_iq_ng $168$ (not in LMFDB)