Properties

 Label 6.2.ai_bc_abw_m_ey_alc Base Field $\F_{2}$ Dimension $6$ Ordinary No $p$-rank $0$ Principally polarizable Yes Contains a Jacobian No

Invariants

 Base field: $\F_{2}$ Dimension: $6$ L-polynomial: $( 1 - 2 x^{2} )^{2}( 1 - 2 x + 2 x^{2} )^{4}$ Frobenius angles: $0$, $0$, $\pm0.250000000000$, $\pm0.250000000000$, $\pm0.250000000000$, $\pm0.250000000000$, $1$, $1$ Angle rank: $0$ (numerical)

This isogeny class is not simple.

Newton polygon

This isogeny class is supersingular.

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

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 $A(\F_{q^r})$ 1 625 1399489 31640625 2715556321 42859350625 2629790885569 129746337890625 13977261993171841 1019394384562890625

 $r$ 1 2 3 4 5 6 7 8 9 10 $C(\F_{q^r})$ -5 -3 25 33 65 33 65 65 385 897

Decomposition and endomorphism algebra

Endomorphism algebra over $\F_{2}$
 The isogeny class factors as 1.2.ac 4 $\times$ 2.2.a_ae 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 4 : $\mathrm{M}_{4}($$$\Q(\sqrt{-1})$$$)$ 2.2.a_ae : the quaternion algebra over $$\Q(\sqrt{2})$$ ramified at both real infinite places.
Endomorphism algebra over $\overline{\F}_{2}$
 The base change of $A$ to $\F_{2^{8}}$ is 1.256.abg 6 and its endomorphism algebra is $\mathrm{M}_{6}(B)$, where $B$ is the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$.
All geometric endomorphisms are defined over $\F_{2^{8}}$.
Remainder of endomorphism lattice by field
• Endomorphism algebra over $\F_{2^{2}}$  The base change of $A$ to $\F_{2^{2}}$ is 1.4.ae 2 $\times$ 1.4.a 4 . The endomorphism algebra for each factor is: 1.4.ae 2 : $\mathrm{M}_{2}(B)$, where $B$ is the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$. 1.4.a 4 : $\mathrm{M}_{4}($$$\Q(\sqrt{-1})$$$)$
• Endomorphism algebra over $\F_{2^{4}}$  The base change of $A$ to $\F_{2^{4}}$ is 1.16.ai 2 $\times$ 1.16.i 4 . The endomorphism algebra for each factor is: 1.16.ai 2 : $\mathrm{M}_{2}(B)$, where $B$ is the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$. 1.16.i 4 : $\mathrm{M}_{4}(B)$, where $B$ is the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$.

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.ae_e_i_au_a_bg $2$ (not in LMFDB) 6.2.a_ae_a_m_a_abg $2$ (not in LMFDB) 6.2.e_e_ai_au_a_bg $2$ (not in LMFDB) 6.2.i_bc_bw_m_aey_alc $2$ (not in LMFDB) 6.2.ai_bi_ads_hw_ano_ui $3$ (not in LMFDB) 6.2.ac_ac_m_am_aq_bw $3$ (not in LMFDB) 6.2.ac_e_a_a_i_a $3$ (not in LMFDB) 6.2.e_e_a_a_aq_abw $3$ (not in LMFDB) 6.2.e_k_y_bw_dc_eq $3$ (not in LMFDB)
Below is a list of all twists of this isogeny class.
 Twist Extension Degree Common base change 6.2.ae_e_i_au_a_bg $2$ (not in LMFDB) 6.2.a_ae_a_m_a_abg $2$ (not in LMFDB) 6.2.e_e_ai_au_a_bg $2$ (not in LMFDB) 6.2.i_bc_bw_m_aey_alc $2$ (not in LMFDB) 6.2.ai_bi_ads_hw_ano_ui $3$ (not in LMFDB) 6.2.ac_ac_m_am_aq_bw $3$ (not in LMFDB) 6.2.ac_e_a_a_i_a $3$ (not in LMFDB) 6.2.e_e_a_a_aq_abw $3$ (not in LMFDB) 6.2.e_k_y_bw_dc_eq $3$ (not in LMFDB) 6.2.ai_bk_aei_ki_ats_beu $4$ (not in LMFDB) 6.2.ae_m_ay_bs_acm_ds $4$ (not in LMFDB) 6.2.a_e_a_m_a_bg $4$ (not in LMFDB) 6.2.e_m_y_bs_cm_ds $4$ (not in LMFDB) 6.2.i_bk_ei_ki_ts_beu $4$ (not in LMFDB) 6.2.c_ac_ai_ai_i_bg $5$ (not in LMFDB) 6.2.ag_o_am_am_bw_adc $6$ (not in LMFDB) 6.2.ag_u_abw_ds_agm_jw $6$ (not in LMFDB) 6.2.ae_e_a_a_q_abw $6$ (not in LMFDB) 6.2.ae_k_ay_bw_adc_eq $6$ (not in LMFDB) 6.2.ae_k_aq_bc_abw_dc $6$ (not in LMFDB) 6.2.ac_ac_e_e_a_aq $6$ (not in LMFDB) 6.2.ac_e_ai_q_ay_bg $6$ (not in LMFDB) 6.2.a_ae_a_a_a_q $6$ (not in LMFDB) 6.2.a_c_a_a_a_ai $6$ (not in LMFDB) 6.2.a_c_a_m_a_q $6$ (not in LMFDB) 6.2.c_ac_am_am_q_bw $6$ (not in LMFDB) 6.2.c_ac_ae_e_a_aq $6$ (not in LMFDB) 6.2.c_e_a_a_ai_a $6$ (not in LMFDB) 6.2.c_e_i_q_y_bg $6$ (not in LMFDB) 6.2.e_k_q_bc_bw_dc $6$ (not in LMFDB) 6.2.g_o_m_am_abw_adc $6$ (not in LMFDB) 6.2.g_u_bw_ds_gm_jw $6$ (not in LMFDB) 6.2.i_bi_ds_hw_no_ui $6$ (not in LMFDB) 6.2.am_cu_aku_bea_acku_dwy $8$ (not in LMFDB) 6.2.ak_ca_agy_rs_abjc_cdk $8$ (not in LMFDB) 6.2.ai_bg_adc_fk_ahk_jw $8$ (not in LMFDB) 6.2.ag_q_au_ae_cm_aey $8$ (not in LMFDB) 6.2.ag_u_abs_cy_aei_ge $8$ (not in LMFDB) 6.2.ag_y_acq_ga_alc_rg $8$ (not in LMFDB) 6.2.ae_a_y_abk_abg_ey $8$ (not in LMFDB) 6.2.ae_i_ai_ae_bg_acm $8$ (not in LMFDB) 6.2.ae_i_ai_m_abg_cm $8$ (not in LMFDB) 6.2.ae_q_abo_do_age_jw $8$ (not in LMFDB) 6.2.ac_ae_m_ae_aq_bg $8$ (not in LMFDB) 6.2.ac_a_e_ae_a_a $8$ (not in LMFDB) 6.2.ac_e_ae_ae_q_abg $8$ (not in LMFDB) 6.2.ac_e_ae_m_aq_bg $8$ (not in LMFDB) 6.2.ac_i_am_bc_abg_cm $8$ (not in LMFDB) 6.2.ac_m_au_ci_adc_ge $8$ (not in LMFDB) 6.2.a_am_a_ci_a_age $8$ (not in LMFDB) 6.2.a_ai_a_bc_a_acm $8$ (not in LMFDB) 6.2.a_ae_a_ae_a_bg $8$ (not in LMFDB) 6.2.a_a_a_ae_a_a $8$ (not in LMFDB) 6.2.a_a_a_m_a_a $8$ (not in LMFDB) 6.2.a_e_a_ae_a_abg $8$ (not in LMFDB) 6.2.a_i_a_bc_a_cm $8$ (not in LMFDB) 6.2.a_m_a_ci_a_ge $8$ (not in LMFDB) 6.2.c_ae_am_ae_q_bg $8$ (not in LMFDB) 6.2.c_a_ae_ae_a_a $8$ (not in LMFDB) 6.2.c_e_e_ae_aq_abg $8$ (not in LMFDB) 6.2.c_e_e_m_q_bg $8$ (not in LMFDB) 6.2.c_i_m_bc_bg_cm $8$ (not in LMFDB) 6.2.c_m_u_ci_dc_ge $8$ (not in LMFDB) 6.2.e_a_ay_abk_bg_ey $8$ (not in LMFDB) 6.2.e_i_i_ae_abg_acm $8$ (not in LMFDB) 6.2.e_i_i_m_bg_cm $8$ (not in LMFDB) 6.2.e_q_bo_do_ge_jw $8$ (not in LMFDB) 6.2.g_q_u_ae_acm_aey $8$ (not in LMFDB) 6.2.g_u_bs_cy_ei_ge $8$ (not in LMFDB) 6.2.g_y_cq_ga_lc_rg $8$ (not in LMFDB) 6.2.i_bg_dc_fk_hk_jw $8$ (not in LMFDB) 6.2.k_ca_gy_rs_bjc_cdk $8$ (not in LMFDB) 6.2.m_cu_ku_bea_cku_dwy $8$ (not in LMFDB) 6.2.ac_ac_i_ai_ai_bg $10$ (not in LMFDB) 6.2.ai_be_acm_cy_abg_aq $12$ (not in LMFDB) 6.2.ag_q_ay_y_ay_bg $12$ (not in LMFDB) 6.2.ag_w_aci_fc_ajg_oe $12$ (not in LMFDB) 6.2.ae_g_ai_q_aq_i $12$ (not in LMFDB) 6.2.ae_g_a_ae_aq_bw $12$ (not in LMFDB) 6.2.ae_m_abg_cm_aei_gu $12$ (not in LMFDB) 6.2.ac_a_a_i_ai_a $12$ (not in LMFDB) 6.2.ac_a_i_ai_ai_bg $12$ (not in LMFDB) 6.2.ac_g_am_u_abg_bw $12$ (not in LMFDB) 6.2.ac_g_ae_e_q_aq $12$ (not in LMFDB) 6.2.a_ac_a_a_a_i $12$ (not in LMFDB) 6.2.a_ac_a_m_a_aq $12$ (not in LMFDB) 6.2.a_e_a_a_a_aq $12$ (not in LMFDB) 6.2.c_a_ai_ai_i_bg $12$ (not in LMFDB) 6.2.c_a_a_i_i_a $12$ (not in LMFDB) 6.2.c_g_e_e_aq_aq $12$ (not in LMFDB) 6.2.c_g_m_u_bg_bw $12$ (not in LMFDB) 6.2.e_g_a_ae_q_bw $12$ (not in LMFDB) 6.2.e_g_i_q_q_i $12$ (not in LMFDB) 6.2.e_m_bg_cm_ei_gu $12$ (not in LMFDB) 6.2.g_q_y_y_y_bg $12$ (not in LMFDB) 6.2.g_w_ci_fc_jg_oe $12$ (not in LMFDB) 6.2.i_be_cm_cy_bg_aq $12$ (not in LMFDB) 6.2.c_e_e_e_i_i $15$ (not in LMFDB) 6.2.ae_i_ai_e_a_a $16$ (not in LMFDB) 6.2.ac_e_ae_e_a_a $16$ (not in LMFDB) 6.2.a_ae_a_e_a_a $16$ (not in LMFDB) 6.2.a_a_a_e_a_a $16$ (not in LMFDB) 6.2.a_e_a_e_a_a $16$ (not in LMFDB) 6.2.c_e_e_e_a_a $16$ (not in LMFDB) 6.2.e_i_i_e_a_a $16$ (not in LMFDB) 6.2.ac_g_ai_i_ai_a $20$ (not in LMFDB) 6.2.c_g_i_i_i_a $20$ (not in LMFDB) 6.2.ak_by_agi_pg_abcy_bsy $24$ (not in LMFDB) 6.2.ai_bg_adk_hk_ano_uy $24$ (not in LMFDB) 6.2.ai_bi_adw_iu_aqi_zg $24$ (not in LMFDB) 6.2.ag_s_abs_ds_agm_jo $24$ (not in LMFDB) 6.2.ag_s_abk_ci_ads_fo $24$ (not in LMFDB) 6.2.ag_s_abg_bk_ay_q $24$ (not in LMFDB) 6.2.ag_s_abc_m_bw_aei $24$ (not in LMFDB) 6.2.ag_u_aca_ei_ahs_ls $24$ (not in LMFDB) 6.2.ag_w_ace_em_ahs_ls $24$ (not in LMFDB) 6.2.ae_c_q_abc_aq_dc $24$ (not in LMFDB) 6.2.ae_e_i_aq_aq_cm $24$ (not in LMFDB) 6.2.ae_g_ae_ae_y_abw $24$ (not in LMFDB) 6.2.ae_g_a_am_q_aq $24$ (not in LMFDB) 6.2.ae_i_aq_bg_abw_cm $24$ (not in LMFDB) 6.2.ae_i_am_q_aq_q $24$ (not in LMFDB) 6.2.ae_i_ai_a_q_abg $24$ (not in LMFDB) 6.2.ae_i_ai_i_aq_bg $24$ (not in LMFDB) 6.2.ae_k_au_bk_ace_dc $24$ (not in LMFDB) 6.2.ae_k_aq_u_aq_q $24$ (not in LMFDB) 6.2.ae_k_am_e_y_abw $24$ (not in LMFDB) 6.2.ae_m_abc_ce_ads_fo $24$ (not in LMFDB) 6.2.ae_m_ay_bw_adc_ey $24$ (not in LMFDB) 6.2.ae_o_abk_cy_afg_ia $24$ (not in LMFDB) 6.2.ae_o_abg_cq_aei_gu $24$ (not in LMFDB) 6.2.ac_ag_m_m_aq_aq $24$ (not in LMFDB) 6.2.ac_ae_i_i_ai_aq $24$ (not in LMFDB) 6.2.ac_ac_e_i_ai_ai $24$ (not in LMFDB) 6.2.ac_ac_i_ae_ai_q $24$ (not in LMFDB) 6.2.ac_a_a_a_i_aq $24$ (not in LMFDB) 6.2.ac_a_e_a_ai_q $24$ (not in LMFDB) 6.2.ac_a_i_ai_ai_bg $24$ (not in LMFDB) 6.2.ac_c_ae_ae_q_aq $24$ (not in LMFDB) 6.2.ac_c_ae_a_i_ai $24$ (not in LMFDB) 6.2.ac_c_ae_i_ai_i $24$ (not in LMFDB) 6.2.ac_c_ae_m_aq_q $24$ (not in LMFDB) 6.2.ac_c_a_ae_i_aq $24$ (not in LMFDB) 6.2.ac_c_a_e_ai_q $24$ (not in LMFDB) 6.2.ac_c_e_ae_a_q $24$ (not in LMFDB) 6.2.ac_e_am_q_ay_bw $24$ (not in LMFDB) 6.2.ac_e_ai_i_ai_q $24$ (not in LMFDB) 6.2.ac_e_ae_a_i_aq $24$ (not in LMFDB) 6.2.ac_e_ae_i_ai_q $24$ (not in LMFDB) 6.2.ac_g_am_y_abo_ce $24$ (not in LMFDB) 6.2.ac_g_ai_m_ai_q $24$ (not in LMFDB) 6.2.ac_g_ai_u_ay_bw $24$ (not in LMFDB) 6.2.ac_i_aq_bg_ace_dc $24$ (not in LMFDB) 6.2.ac_i_am_bg_abo_dc $24$ (not in LMFDB) 6.2.ac_k_au_bs_adc_ei $24$ (not in LMFDB) 6.2.ac_k_aq_bs_ace_ei $24$ (not in LMFDB) 6.2.a_ak_a_bs_a_aei $24$ (not in LMFDB) 6.2.a_ai_a_bg_a_adc $24$ (not in LMFDB) 6.2.a_ag_a_m_a_aq $24$ (not in LMFDB) 6.2.a_ag_a_u_a_abw $24$ (not in LMFDB) 6.2.a_ag_a_y_a_ace $24$ (not in LMFDB) 6.2.a_ae_a_i_a_aq $24$ (not in LMFDB) 6.2.a_ae_a_q_a_abg $24$ (not in LMFDB) 6.2.a_ac_ae_ae_i_q $24$ (not in LMFDB) 6.2.a_ac_a_ae_a_q $24$ (not in LMFDB) 6.2.a_ac_a_e_a_aq $24$ (not in LMFDB) 6.2.a_ac_a_i_a_ai $24$ (not in LMFDB) 6.2.a_ac_e_ae_ai_q $24$ (not in LMFDB) 6.2.a_a_ai_a_a_bg $24$ (not in LMFDB) 6.2.a_a_ae_a_a_q $24$ (not in LMFDB) 6.2.a_a_a_a_a_aq $24$ (not in LMFDB) 6.2.a_a_a_a_a_a $24$ (not in LMFDB) 6.2.a_a_a_a_a_q $24$ (not in LMFDB) 6.2.a_a_a_i_a_a $24$ (not in LMFDB) 6.2.a_a_e_a_a_q $24$ (not in LMFDB) 6.2.a_a_i_a_a_bg $24$ (not in LMFDB) 6.2.a_c_ae_e_ai_q $24$ (not in LMFDB) 6.2.a_c_a_ae_a_aq $24$ (not in LMFDB) 6.2.a_c_a_e_a_q $24$ (not in LMFDB) 6.2.a_c_a_i_a_i $24$ (not in LMFDB) 6.2.a_c_e_e_i_q $24$ (not in LMFDB) 6.2.a_e_ae_i_aq_q $24$ (not in LMFDB) 6.2.a_e_a_i_a_q $24$ (not in LMFDB) 6.2.a_e_a_q_a_bg $24$ (not in LMFDB) 6.2.a_e_e_i_q_q $24$ (not in LMFDB) 6.2.a_g_ae_m_ay_q $24$ (not in LMFDB) 6.2.a_g_a_m_a_q $24$ (not in LMFDB) 6.2.a_g_a_u_a_bw $24$ (not in LMFDB) 6.2.a_g_a_y_a_ce $24$ (not in LMFDB) 6.2.a_g_e_m_y_q $24$ (not in LMFDB) 6.2.a_i_a_bg_a_dc $24$ (not in LMFDB) 6.2.a_k_a_bs_a_ei $24$ (not in LMFDB) 6.2.c_ag_am_m_q_aq $24$ (not in LMFDB) 6.2.c_ae_ai_i_i_aq $24$ (not in LMFDB) 6.2.c_ac_ai_ae_i_q $24$ (not in LMFDB) 6.2.c_ac_ae_i_i_ai $24$ (not in LMFDB) 6.2.c_a_ae_a_i_q $24$ (not in LMFDB) 6.2.c_a_a_a_ai_aq $24$ (not in LMFDB) 6.2.c_c_ae_ae_a_q $24$ (not in LMFDB) 6.2.c_c_a_ae_ai_aq $24$ (not in LMFDB) 6.2.c_c_a_e_i_q $24$ (not in LMFDB) 6.2.c_c_e_ae_aq_aq $24$ (not in LMFDB) 6.2.c_c_e_a_ai_ai $24$ (not in LMFDB) 6.2.c_c_e_i_i_i $24$ (not in LMFDB) 6.2.c_c_e_m_q_q $24$ (not in LMFDB) 6.2.c_e_e_a_ai_aq $24$ (not in LMFDB) 6.2.c_e_e_i_i_q $24$ (not in LMFDB) 6.2.c_e_i_i_i_q $24$ (not in LMFDB) 6.2.c_e_m_q_y_bw $24$ (not in LMFDB) 6.2.c_g_i_m_i_q $24$ (not in LMFDB) 6.2.c_g_i_u_y_bw $24$ (not in LMFDB) 6.2.c_g_m_y_bo_ce $24$ (not in LMFDB) 6.2.c_i_m_bg_bo_dc $24$ (not in LMFDB) 6.2.c_i_q_bg_ce_dc $24$ (not in LMFDB) 6.2.c_k_q_bs_ce_ei $24$ (not in LMFDB) 6.2.c_k_u_bs_dc_ei $24$ (not in LMFDB) 6.2.e_c_aq_abc_q_dc $24$ (not in LMFDB) 6.2.e_e_ai_aq_q_cm $24$ (not in LMFDB) 6.2.e_g_a_am_aq_aq $24$ (not in LMFDB) 6.2.e_g_e_ae_ay_abw $24$ (not in LMFDB) 6.2.e_i_i_a_aq_abg $24$ (not in LMFDB) 6.2.e_i_i_i_q_bg $24$ (not in LMFDB) 6.2.e_i_m_q_q_q $24$ (not in LMFDB) 6.2.e_i_q_bg_bw_cm $24$ (not in LMFDB) 6.2.e_k_m_e_ay_abw $24$ (not in LMFDB) 6.2.e_k_q_u_q_q $24$ (not in LMFDB) 6.2.e_k_u_bk_ce_dc $24$ (not in LMFDB) 6.2.e_m_y_bw_dc_ey $24$ (not in LMFDB) 6.2.e_m_bc_ce_ds_fo $24$ (not in LMFDB) 6.2.e_o_bg_cq_ei_gu $24$ (not in LMFDB) 6.2.e_o_bk_cy_fg_ia $24$ (not in LMFDB) 6.2.g_s_bc_m_abw_aei $24$ (not in LMFDB) 6.2.g_s_bg_bk_y_q $24$ (not in LMFDB) 6.2.g_s_bk_ci_ds_fo $24$ (not in LMFDB) 6.2.g_s_bs_ds_gm_jo $24$ (not in LMFDB) 6.2.g_u_ca_ei_hs_ls $24$ (not in LMFDB) 6.2.g_w_ce_em_hs_ls $24$ (not in LMFDB) 6.2.i_bg_dk_hk_no_uy $24$ (not in LMFDB) 6.2.i_bi_dw_iu_qi_zg $24$ (not in LMFDB) 6.2.k_by_gi_pg_bcy_bsy $24$ (not in LMFDB) 6.2.ac_e_ae_e_ai_i $30$ (not in LMFDB) 6.2.ag_s_abg_bg_ai_aq $40$ (not in LMFDB) 6.2.ae_g_a_ai_a_q $40$ (not in LMFDB) 6.2.ae_k_aq_q_ai_a $40$ (not in LMFDB) 6.2.ae_k_aq_y_abg_bw $40$ (not in LMFDB) 6.2.ac_c_a_a_ai_q $40$ (not in LMFDB) 6.2.ac_c_a_a_a_a $40$ (not in LMFDB) 6.2.ac_c_a_a_i_aq $40$ (not in LMFDB) 6.2.ac_g_ai_q_aq_bg $40$ (not in LMFDB) 6.2.a_ag_a_q_a_abg $40$ (not in LMFDB) 6.2.a_ac_a_a_a_a $40$ (not in LMFDB) 6.2.a_ac_a_i_a_aq $40$ (not in LMFDB) 6.2.a_c_a_a_ai_a $40$ (not in LMFDB) 6.2.a_c_a_a_a_a $40$ (not in LMFDB) 6.2.a_c_a_a_i_a $40$ (not in LMFDB) 6.2.a_c_a_i_a_q $40$ (not in LMFDB) 6.2.a_g_a_q_a_bg $40$ (not in LMFDB) 6.2.c_c_a_a_ai_aq $40$ (not in LMFDB) 6.2.c_c_a_a_a_a $40$ (not in LMFDB) 6.2.c_c_a_a_i_q $40$ (not in LMFDB) 6.2.c_g_i_q_q_bg $40$ (not in LMFDB) 6.2.e_g_a_ai_a_q $40$ (not in LMFDB) 6.2.e_k_q_q_i_a $40$ (not in LMFDB) 6.2.e_k_q_y_bg_bw $40$ (not in LMFDB) 6.2.g_s_bg_bg_i_aq $40$ (not in LMFDB) 6.2.ac_c_ae_e_a_a $48$ (not in LMFDB) 6.2.a_ac_a_e_a_a $48$ (not in LMFDB) 6.2.a_c_a_e_a_a $48$ (not in LMFDB) 6.2.c_c_e_e_a_a $48$ (not in LMFDB) 6.2.ac_c_a_ae_i_ai $56$ (not in LMFDB) 6.2.a_ac_a_e_a_ai $56$ (not in LMFDB) 6.2.a_c_a_e_a_i $56$ (not in LMFDB) 6.2.c_c_a_ae_ai_ai $56$ (not in LMFDB) 6.2.ac_a_e_ae_ai_y $60$ (not in LMFDB) 6.2.c_a_ae_ae_i_y $60$ (not in LMFDB) 6.2.a_a_ae_a_a_i $72$ (not in LMFDB) 6.2.a_a_a_a_a_ai $72$ (not in LMFDB) 6.2.a_a_a_a_a_i $72$ (not in LMFDB) 6.2.a_a_e_a_a_i $72$ (not in LMFDB) 6.2.ae_i_am_m_ai_i $120$ (not in LMFDB) 6.2.ac_a_a_e_a_ai $120$ (not in LMFDB) 6.2.ac_e_ai_m_aq_y $120$ (not in LMFDB) 6.2.a_ae_a_m_a_ay $120$ (not in LMFDB) 6.2.a_a_ae_ae_i_i $120$ (not in LMFDB) 6.2.a_a_a_e_a_ai $120$ (not in LMFDB) 6.2.a_a_a_e_a_i $120$ (not in LMFDB) 6.2.a_a_e_ae_ai_i $120$ (not in LMFDB) 6.2.a_e_a_m_a_y $120$ (not in LMFDB) 6.2.c_a_a_e_a_ai $120$ (not in LMFDB) 6.2.c_e_i_m_q_y $120$ (not in LMFDB) 6.2.e_i_m_m_i_i $120$ (not in LMFDB)