# Properties

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

## Invariants

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

This isogeny class is not simple.

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

## 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 $A(\F_{q^r})$ 3 21375 1502748 24046875 2185691673 128484954000 4104434505363 179246007421875 14921014840996212 1306189834644234375

 $r$ 1 2 3 4 5 6 7 8 9 10 $C(\F_{q^r})$ -6 10 21 26 54 103 120 146 417 1150

## Decomposition and endomorphism algebra

Endomorphism algebra over $\F_{2}$
 The isogeny class factors as 1.2.ac 3 $\times$ 1.2.a $\times$ 2.2.ad_f 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}($$$\Q(\sqrt{-1})$$$)$ 1.2.a : $$\Q(\sqrt{-2})$$. 2.2.ad_f : $$\Q(\sqrt{-3}, \sqrt{5})$$.
Endomorphism algebra over $\overline{\F}_{2}$
 The base change of $A$ to $\F_{2^{24}}$ is 1.16777216.amdc 4 $\times$ 1.16777216.mbf 2 . The endomorphism algebra for each factor is: 1.16777216.amdc 4 : $\mathrm{M}_{4}(B)$, where $B$ is the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$. 1.16777216.mbf 2 : $\mathrm{M}_{2}($$$\Q(\sqrt{-15})$$$)$
All geometric endomorphisms are defined over $\F_{2^{24}}$.
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 $\times$ 1.4.e $\times$ 2.4.b_ad. The endomorphism algebra for each factor is: 1.4.a 3 : $\mathrm{M}_{3}($$$\Q(\sqrt{-1})$$$)$ 1.4.e : the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$. 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.a $\times$ 1.8.e 3 $\times$ 2.8.a_l. The endomorphism algebra for each factor is: 1.8.a : $$\Q(\sqrt{-2})$$. 1.8.e 3 : $\mathrm{M}_{3}($$$\Q(\sqrt{-1})$$$)$ 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.ai $\times$ 1.16.i 3 $\times$ 2.16.ah_bh. The endomorphism algebra for each factor is: 1.16.ai : the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$. 1.16.i 3 : $\mathrm{M}_{3}(B)$, where $B$ is the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$. 2.16.ah_bh : $$\Q(\sqrt{-3}, \sqrt{5})$$.
• Endomorphism algebra over $\F_{2^{6}}$  The base change of $A$ to $\F_{2^{6}}$ is 1.64.a 3 $\times$ 1.64.l 2 $\times$ 1.64.q. The endomorphism algebra for each factor is: 1.64.a 3 : $\mathrm{M}_{3}($$$\Q(\sqrt{-1})$$$)$ 1.64.l 2 : $\mathrm{M}_{2}($$$\Q(\sqrt{-15})$$$)$ 1.64.q : the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$.
• Endomorphism algebra over $\F_{2^{8}}$  The base change of $A$ to $\F_{2^{8}}$ is 1.256.abg 4 $\times$ 2.256.r_bh. The endomorphism algebra for each factor is: 1.256.abg 4 : $\mathrm{M}_{4}(B)$, where $B$ is the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$. 2.256.r_bh : $$\Q(\sqrt{-3}, \sqrt{5})$$.
• Endomorphism algebra over $\F_{2^{12}}$  The base change of $A$ to $\F_{2^{12}}$ is 1.4096.aey $\times$ 1.4096.h 2 $\times$ 1.4096.ey 3 . The endomorphism algebra for each factor is: 1.4096.aey : the quaternion algebra over $$\Q$$ ramified at $2$ and $\infty$. 1.4096.h 2 : $\mathrm{M}_{2}($$$\Q(\sqrt{-15})$$$)$ 1.4096.ey 3 : $\mathrm{M}_{3}(B)$, 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.af_p_abg_ce_adg_eq $2$ (not in LMFDB) 6.2.ad_h_ai_i_e_ai $2$ (not in LMFDB) 6.2.ab_d_ae_i_am_y $2$ (not in LMFDB) 6.2.b_d_e_i_m_y $2$ (not in LMFDB) 6.2.d_h_i_i_ae_ai $2$ (not in LMFDB) 6.2.f_p_bg_ce_dg_eq $2$ (not in LMFDB) 6.2.j_br_fk_ng_zs_boi $2$ (not in LMFDB) 6.2.ag_t_abm_ce_acq_dk $3$ (not in LMFDB) 6.2.ad_h_ai_c_q_abg $3$ (not in LMFDB) 6.2.a_b_e_c_e_q $3$ (not in LMFDB) 6.2.d_h_q_ba_bo_cm $3$ (not in LMFDB)
Below is a list of all twists of this isogeny class.
 Twist Extension Degree Common base change 6.2.af_p_abg_ce_adg_eq $2$ (not in LMFDB) 6.2.ad_h_ai_i_e_ai $2$ (not in LMFDB) 6.2.ab_d_ae_i_am_y $2$ (not in LMFDB) 6.2.b_d_e_i_m_y $2$ (not in LMFDB) 6.2.d_h_i_i_ae_ai $2$ (not in LMFDB) 6.2.f_p_bg_ce_dg_eq $2$ (not in LMFDB) 6.2.j_br_fk_ng_zs_boi $2$ (not in LMFDB) 6.2.ag_t_abm_ce_acq_dk $3$ (not in LMFDB) 6.2.ad_h_ai_c_q_abg $3$ (not in LMFDB) 6.2.a_b_e_c_e_q $3$ (not in LMFDB) 6.2.d_h_q_ba_bo_cm $3$ (not in LMFDB) 6.2.ah_bb_acy_go_ama_sm $6$ (not in LMFDB) 6.2.ae_j_aq_ba_abk_bw $6$ (not in LMFDB) 6.2.ad_h_aq_ba_abo_cm $6$ (not in LMFDB) 6.2.ac_d_ac_i_am_y $6$ (not in LMFDB) 6.2.ab_d_ae_c_a_a $6$ (not in LMFDB) 6.2.a_b_ae_c_ae_q $6$ (not in LMFDB) 6.2.b_d_e_c_a_a $6$ (not in LMFDB) 6.2.c_d_c_i_m_y $6$ (not in LMFDB) 6.2.d_h_i_c_aq_abg $6$ (not in LMFDB) 6.2.e_j_q_ba_bk_bw $6$ (not in LMFDB) 6.2.g_t_bm_ce_cq_dk $6$ (not in LMFDB) 6.2.h_bb_cy_go_ma_sm $6$ (not in LMFDB) 6.2.al_cj_aio_wq_abtw_cuy $8$ (not in LMFDB) 6.2.ah_v_abe_a_dk_ahc $8$ (not in LMFDB) 6.2.ah_z_acg_dw_afo_hs $8$ (not in LMFDB) 6.2.ah_bd_adi_hs_aom_wm $8$ (not in LMFDB) 6.2.af_l_am_ae_bs_adk $8$ (not in LMFDB) 6.2.af_n_as_m_i_ay $8$ (not in LMFDB) 6.2.af_t_aca_em_aie_mq $8$ (not in LMFDB) 6.2.ad_ad_s_am_ay_ce $8$ (not in LMFDB) 6.2.ad_b_g_ai_a_i $8$ (not in LMFDB) 6.2.ad_f_ag_ae_y_abo $8$ (not in LMFDB) 6.2.ad_f_ag_m_ay_bo $8$ (not in LMFDB) 6.2.ad_j_as_bg_abw_cu $8$ (not in LMFDB) 6.2.ad_n_abe_cq_aeq_hc $8$ (not in LMFDB) 6.2.ab_ad_g_a_ai_i $8$ (not in LMFDB) 6.2.ab_ab_a_ae_e_i $8$ (not in LMFDB) 6.2.ab_b_c_e_a_i $8$ (not in LMFDB) 6.2.ab_f_ac_i_i_i $8$ (not in LMFDB) 6.2.ab_h_ai_u_abc_bo $8$ (not in LMFDB) 6.2.b_ad_ag_a_i_i $8$ (not in LMFDB) 6.2.b_ab_a_ae_ae_i $8$ (not in LMFDB) 6.2.b_b_ac_e_a_i $8$ (not in LMFDB) 6.2.b_f_c_i_ai_i $8$ (not in LMFDB) 6.2.b_h_i_u_bc_bo $8$ (not in LMFDB) 6.2.d_ad_as_am_y_ce $8$ (not in LMFDB) 6.2.d_b_ag_ai_a_i $8$ (not in LMFDB) 6.2.d_f_g_ae_ay_abo $8$ (not in LMFDB) 6.2.d_f_g_m_y_bo $8$ (not in LMFDB) 6.2.d_j_s_bg_bw_cu $8$ (not in LMFDB) 6.2.d_n_be_cq_eq_hc $8$ (not in LMFDB) 6.2.f_l_m_ae_abs_adk $8$ (not in LMFDB) 6.2.f_n_s_m_ai_ay $8$ (not in LMFDB) 6.2.f_t_ca_em_ie_mq $8$ (not in LMFDB) 6.2.h_v_be_a_adk_ahc $8$ (not in LMFDB) 6.2.h_z_cg_dw_fo_hs $8$ (not in LMFDB) 6.2.h_bd_di_hs_om_wm $8$ (not in LMFDB) 6.2.l_cj_io_wq_btw_cuy $8$ (not in LMFDB) 6.2.ag_v_aby_ds_aga_iy $12$ (not in LMFDB) 6.2.ae_l_ay_bu_acy_ei $12$ (not in LMFDB) 6.2.ac_f_ag_q_au_bo $12$ (not in LMFDB) 6.2.a_d_ae_g_am_q $12$ (not in LMFDB) 6.2.a_d_e_g_m_q $12$ (not in LMFDB) 6.2.c_f_g_q_u_bo $12$ (not in LMFDB) 6.2.e_l_y_bu_cy_ei $12$ (not in LMFDB) 6.2.g_v_by_ds_ga_iy $12$ (not in LMFDB) 6.2.ad_f_ag_e_a_a $16$ (not in LMFDB) 6.2.d_f_g_e_a_a $16$ (not in LMFDB) 6.2.aj_bp_aew_li_avg_bgy $24$ (not in LMFDB) 6.2.ai_bf_acu_ee_aei_eq $24$ (not in LMFDB) 6.2.ai_bh_adk_gq_akm_pc $24$ (not in LMFDB) 6.2.ah_x_abs_by_abc_i $24$ (not in LMFDB) 6.2.ah_z_aco_fo_aka_pg $24$ (not in LMFDB) 6.2.ah_bb_acu_fu_aka_pc $24$ (not in LMFDB) 6.2.ag_r_abe_bq_aci_dk $24$ (not in LMFDB) 6.2.ag_t_abq_da_afc_hs $24$ (not in LMFDB) 6.2.af_j_ag_ag_bg_acm $24$ (not in LMFDB) 6.2.af_l_aq_u_au_u $24$ (not in LMFDB) 6.2.af_n_aba_bu_acu_ea $24$ (not in LMFDB) 6.2.af_n_aw_ba_au_q $24$ (not in LMFDB) 6.2.af_n_as_g_bg_acu $24$ (not in LMFDB) 6.2.af_p_abk_cu_aeu_hg $24$ (not in LMFDB) 6.2.af_r_abu_du_agu_km $24$ (not in LMFDB) 6.2.af_r_abq_di_afs_iq $24$ (not in LMFDB) 6.2.ae_d_m_ay_ai_ce $24$ (not in LMFDB) 6.2.ae_f_e_aq_i_i $24$ (not in LMFDB) 6.2.ae_f_e_ak_aq_ce $24$ (not in LMFDB) 6.2.ae_h_am_y_abg_bk $24$ (not in LMFDB) 6.2.ae_h_ae_c_aq_bo $24$ (not in LMFDB) 6.2.ae_h_ae_e_ay_ce $24$ (not in LMFDB) 6.2.ae_j_au_bo_acm_do $24$ (not in LMFDB) 6.2.ae_j_am_s_abg_ce $24$ (not in LMFDB) 6.2.ae_j_am_u_abo_cu $24$ (not in LMFDB) 6.2.ae_l_au_bg_abo_ce $24$ (not in LMFDB) 6.2.ae_l_au_bm_acm_ea $24$ (not in LMFDB) 6.2.ae_n_abc_ce_adk_fg $24$ (not in LMFDB) 6.2.ad_ab_m_ak_am_bg $24$ (not in LMFDB) 6.2.ad_b_g_ae_am_bc $24$ (not in LMFDB) 6.2.ad_d_a_ag_m_aq $24$ (not in LMFDB) 6.2.ad_d_a_c_am_y $24$ (not in LMFDB) 6.2.ad_f_ag_a_m_au $24$ (not in LMFDB) 6.2.ad_f_ag_g_a_ai $24$ (not in LMFDB) 6.2.ad_f_ag_i_am_u $24$ (not in LMFDB) 6.2.ad_h_am_o_am_q $24$ (not in LMFDB) 6.2.ad_h_am_w_abk_ce $24$ (not in LMFDB) 6.2.ad_j_as_bk_aci_do $24$ (not in LMFDB) 6.2.ad_l_ay_by_adg_ey $24$ (not in LMFDB) 6.2.ac_ad_g_g_ae_aq $24$ (not in LMFDB) 6.2.ac_ab_c_c_e_aq $24$ (not in LMFDB) 6.2.ac_ab_c_i_ai_ae $24$ (not in LMFDB) 6.2.ac_ab_g_ae_ae_i $24$ (not in LMFDB) 6.2.ac_b_ac_i_ai_e $24$ (not in LMFDB) 6.2.ac_b_ac_k_am_i $24$ (not in LMFDB) 6.2.ac_b_c_ae_e_ai $24$ (not in LMFDB) 6.2.ac_b_c_c_ai_q $24$ (not in LMFDB) 6.2.ac_b_g_ag_ae_y $24$ (not in LMFDB) 6.2.ac_d_ag_m_aq_u $24$ (not in LMFDB) 6.2.ac_d_ag_o_au_y $24$ (not in LMFDB) 6.2.ac_d_ac_g_ai_q $24$ (not in LMFDB) 6.2.ac_d_c_ac_e_i $24$ (not in LMFDB) 6.2.ac_f_ak_o_au_bg $24$ (not in LMFDB) 6.2.ac_f_ak_u_abg_bs $24$ (not in LMFDB) 6.2.ac_f_ag_o_aq_bg $24$ (not in LMFDB) 6.2.ac_h_ao_ba_abs_cm $24$ (not in LMFDB) 6.2.ac_h_ak_u_au_bo $24$ (not in LMFDB) 6.2.ac_h_ak_ba_abg_cm $24$ (not in LMFDB) 6.2.ac_j_ao_bk_abs_dk $24$ (not in LMFDB) 6.2.ab_ad_g_ag_ai_bg $24$ (not in LMFDB) 6.2.ab_ab_e_ae_ae_u $24$ (not in LMFDB) 6.2.ab_ab_e_c_ae_i $24$ (not in LMFDB) 6.2.ab_b_ag_a_e_m $24$ (not in LMFDB) 6.2.ab_b_ag_g_ai_y $24$ (not in LMFDB) 6.2.ab_b_ac_c_ae_q $24$ (not in LMFDB) 6.2.ab_b_c_ac_a_i $24$ (not in LMFDB) 6.2.ab_d_a_a_e_ae $24$ (not in LMFDB) 6.2.ab_d_a_g_e_i $24$ (not in LMFDB) 6.2.ab_f_ag_o_au_bg $24$ (not in LMFDB) 6.2.ab_f_ac_c_i_aq $24$ (not in LMFDB) 6.2.a_aj_a_bk_a_adk $24$ (not in LMFDB) 6.2.a_ah_a_u_a_abo $24$ (not in LMFDB) 6.2.a_ah_a_ba_a_acm $24$ (not in LMFDB) 6.2.a_af_a_o_a_abg $24$ (not in LMFDB) 6.2.a_af_a_q_a_abo $24$ (not in LMFDB) 6.2.a_af_a_u_a_abs $24$ (not in LMFDB) 6.2.a_ad_a_g_a_aq $24$ (not in LMFDB) 6.2.a_ad_a_i_a_ay $24$ (not in LMFDB) 6.2.a_ad_a_m_a_au $24$ (not in LMFDB) 6.2.a_ad_a_o_a_ay $24$ (not in LMFDB) 6.2.a_ab_a_ae_a_i $24$ (not in LMFDB) 6.2.a_ab_a_a_a_e $24$ (not in LMFDB) 6.2.a_ab_a_c_a_aq $24$ (not in LMFDB) 6.2.a_ab_a_i_a_ae $24$ (not in LMFDB) 6.2.a_ab_a_k_a_ai $24$ (not in LMFDB) 6.2.a_ab_a_m_a_ai $24$ (not in LMFDB) 6.2.a_b_a_ae_a_ai $24$ (not in LMFDB) 6.2.a_b_a_a_a_ae $24$ (not in LMFDB) 6.2.a_b_a_c_a_q $24$ (not in LMFDB) 6.2.a_b_a_i_a_e $24$ (not in LMFDB) 6.2.a_b_a_k_a_i $24$ (not in LMFDB) 6.2.a_b_a_m_a_i $24$ (not in LMFDB) 6.2.a_d_a_g_a_q $24$ (not in LMFDB) 6.2.a_d_a_i_a_y $24$ (not in LMFDB) 6.2.a_d_a_m_a_u $24$ (not in LMFDB) 6.2.a_d_a_o_a_y $24$ (not in LMFDB) 6.2.a_f_a_o_a_bg $24$ (not in LMFDB) 6.2.a_f_a_q_a_bo $24$ (not in LMFDB) 6.2.a_f_a_u_a_bs $24$ (not in LMFDB) 6.2.a_h_a_u_a_bo $24$ (not in LMFDB) 6.2.a_h_a_ba_a_cm $24$ (not in LMFDB) 6.2.a_j_a_bk_a_dk $24$ (not in LMFDB) 6.2.b_ad_ag_ag_i_bg $24$ (not in LMFDB) 6.2.b_ab_ae_ae_e_u $24$ (not in LMFDB) 6.2.b_ab_ae_c_e_i $24$ (not in LMFDB) 6.2.b_b_ac_ac_a_i $24$ (not in LMFDB) 6.2.b_b_c_c_e_q $24$ (not in LMFDB) 6.2.b_b_g_a_ae_m $24$ (not in LMFDB) 6.2.b_b_g_g_i_y $24$ (not in LMFDB) 6.2.b_d_a_a_ae_ae $24$ (not in LMFDB) 6.2.b_d_a_g_ae_i $24$ (not in LMFDB) 6.2.b_f_c_c_ai_aq $24$ (not in LMFDB) 6.2.b_f_g_o_u_bg $24$ (not in LMFDB) 6.2.c_ad_ag_g_e_aq $24$ (not in LMFDB) 6.2.c_ab_ag_ae_e_i $24$ (not in LMFDB) 6.2.c_ab_ac_c_ae_aq $24$ (not in LMFDB) 6.2.c_ab_ac_i_i_ae $24$ (not in LMFDB) 6.2.c_b_ag_ag_e_y $24$ (not in LMFDB) 6.2.c_b_ac_ae_ae_ai $24$ (not in LMFDB) 6.2.c_b_ac_c_i_q $24$ (not in LMFDB) 6.2.c_b_c_i_i_e $24$ (not in LMFDB) 6.2.c_b_c_k_m_i $24$ (not in LMFDB) 6.2.c_d_ac_ac_ae_i $24$ (not in LMFDB) 6.2.c_d_c_g_i_q $24$ (not in LMFDB) 6.2.c_d_g_m_q_u $24$ (not in LMFDB) 6.2.c_d_g_o_u_y $24$ (not in LMFDB) 6.2.c_f_g_o_q_bg $24$ (not in LMFDB) 6.2.c_f_k_o_u_bg $24$ (not in LMFDB) 6.2.c_f_k_u_bg_bs $24$ (not in LMFDB) 6.2.c_h_k_u_u_bo $24$ (not in LMFDB) 6.2.c_h_k_ba_bg_cm $24$ (not in LMFDB) 6.2.c_h_o_ba_bs_cm $24$ (not in LMFDB) 6.2.c_j_o_bk_bs_dk $24$ (not in LMFDB) 6.2.d_ab_am_ak_m_bg $24$ (not in LMFDB) 6.2.d_b_ag_ae_m_bc $24$ (not in LMFDB) 6.2.d_d_a_ag_am_aq $24$ (not in LMFDB) 6.2.d_d_a_c_m_y $24$ (not in LMFDB) 6.2.d_f_g_a_am_au $24$ (not in LMFDB) 6.2.d_f_g_g_a_ai $24$ (not in LMFDB) 6.2.d_f_g_i_m_u $24$ (not in LMFDB) 6.2.d_h_m_o_m_q $24$ (not in LMFDB) 6.2.d_h_m_w_bk_ce $24$ (not in LMFDB) 6.2.d_j_s_bk_ci_do $24$ (not in LMFDB) 6.2.d_l_y_by_dg_ey $24$ (not in LMFDB) 6.2.e_d_am_ay_i_ce $24$ (not in LMFDB) 6.2.e_f_ae_aq_ai_i $24$ (not in LMFDB) 6.2.e_f_ae_ak_q_ce $24$ (not in LMFDB) 6.2.e_h_e_c_q_bo $24$ (not in LMFDB) 6.2.e_h_e_e_y_ce $24$ (not in LMFDB) 6.2.e_h_m_y_bg_bk $24$ (not in LMFDB) 6.2.e_j_m_s_bg_ce $24$ (not in LMFDB) 6.2.e_j_m_u_bo_cu $24$ (not in LMFDB) 6.2.e_j_u_bo_cm_do $24$ (not in LMFDB) 6.2.e_l_u_bg_bo_ce $24$ (not in LMFDB) 6.2.e_l_u_bm_cm_ea $24$ (not in LMFDB) 6.2.e_n_bc_ce_dk_fg $24$ (not in LMFDB) 6.2.f_j_g_ag_abg_acm $24$ (not in LMFDB) 6.2.f_l_q_u_u_u $24$ (not in LMFDB) 6.2.f_n_s_g_abg_acu $24$ (not in LMFDB) 6.2.f_n_w_ba_u_q $24$ (not in LMFDB) 6.2.f_n_ba_bu_cu_ea $24$ (not in LMFDB) 6.2.f_p_bk_cu_eu_hg $24$ (not in LMFDB) 6.2.f_r_bq_di_fs_iq $24$ (not in LMFDB) 6.2.f_r_bu_du_gu_km $24$ (not in LMFDB) 6.2.g_r_be_bq_ci_dk $24$ (not in LMFDB) 6.2.g_t_bq_da_fc_hs $24$ (not in LMFDB) 6.2.h_x_bs_by_bc_i $24$ (not in LMFDB) 6.2.h_z_co_fo_ka_pg $24$ (not in LMFDB) 6.2.h_bb_cu_fu_ka_pc $24$ (not in LMFDB) 6.2.i_bf_cu_ee_ei_eq $24$ (not in LMFDB) 6.2.i_bh_dk_gq_km_pc $24$ (not in LMFDB) 6.2.j_bp_ew_li_vg_bgy $24$ (not in LMFDB) 6.2.af_n_aw_w_ai_ae $40$ (not in LMFDB) 6.2.ad_d_a_ac_a_e $40$ (not in LMFDB) 6.2.ad_h_am_s_ay_bk $40$ (not in LMFDB) 6.2.ab_b_ac_ac_i_ae $40$ (not in LMFDB) 6.2.b_b_c_ac_ai_ae $40$ (not in LMFDB) 6.2.d_d_a_ac_a_e $40$ (not in LMFDB) 6.2.d_h_m_s_y_bk $40$ (not in LMFDB) 6.2.f_n_w_w_i_ae $40$ (not in LMFDB) 6.2.a_ab_a_e_a_a $48$ (not in LMFDB) 6.2.a_b_a_e_a_a $48$ (not in LMFDB) 6.2.ac_b_c_ac_ai_u $120$ (not in LMFDB) 6.2.ac_d_ac_c_ai_m $120$ (not in LMFDB) 6.2.a_ad_a_k_a_au $120$ (not in LMFDB) 6.2.a_ab_a_g_a_am $120$ (not in LMFDB) 6.2.a_b_a_g_a_m $120$ (not in LMFDB) 6.2.a_d_a_k_a_u $120$ (not in LMFDB) 6.2.c_b_ac_ac_i_u $120$ (not in LMFDB) 6.2.c_d_c_c_i_m $120$ (not in LMFDB)