Newform data - 15.11.d.a

Formats: - HTML - YAML - JSON - 2026-08-14T13:12:14.465178

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 1815, 'analytic_conductor': 9.530358790105861, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 15, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [15, 2, [11, 7], [1, 1]], 'cm_discs': [-15], 'conrey_index': 14, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [61, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206342979599, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 15, 4, -1, 2, -15]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '15.11.d.a', 'level': 15, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.11.d.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 4, 'qexp_display': 'q-61q^{2}+3^{5}q^{3}+2697q^{4}-5^{5}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '10.2.1.d2', 'self_twist_discs': [-15], 'self_twist_type': 1, 'space_label': '15.11.d', 'trace_display': [-61, 243, -3125, 0], 'trace_hash': 565815478897435088, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.979', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '2.886', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '9.511', 'prec': 14}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 10}, 'traces': [1, -61, 243, 2697, -3125, -14823, 0, -102053, 59049, 190625, 0, 655371, 0, 0, -759375, 3463505, 2419214, -3601989, -269302, -8428125, 0, 0, 10950686, -24798879, 9765625, 0, 14348907, 0, 0, 46321875, 9196802, -106771533, 0, -147572054, 0, 159255153, 0, 16427422, 0, 318915625, 0, 0, 0, 0, -184528125, -667991846, 311808014, 841631715, 282475249, -595703125, 587869002, 0, -836229514, -875283327, 0, 0, -65440386, 0, 0, -2048034375, -478013398, -561004922, 0, 2966434393, 0, 0, 0, 6524620158, 2661016698, 0, 0, -6026127597, 0, 0, 2373046875, -726307494, 0, 0, -1245148702, -10823453125, 3486784401, 0, 2642233286, 0, -7560043750, 0, 0, 0, 0, 11256215625, 0, 29534000142, 2234822886, -19020288854, 841568750, -25945482519, 0, -17230990189, 0, 26337890625, 0, -35860009122, 0, 0, 0, 51010000354, -14674733386, 38699002179, -14900006902, 0, 0, 0, -19214756914, 3991863546, -34220893750, 0, 0, 0, 0, 77496496875, 25937424601, 29158817278, 0, 24803774994, -30517578125, 0, 0, -71618448181, 0, 0, 0, 0, 0, 0, -44840334375, -246888046342, 95618936414, -162322018578, 13846615898, 0, 75769347402, 0, 0, 204516506745, 0, 0, 68641485507, 0, 0, -144755859375, 154635378002, 27483077006, 142852167486, 0, -28740006250, 0, 0, 75954070822, -203203771902, 333661040625, 0, -212693848461, 0, 0, 0, -161176230446, -240064990786, 0, 137858491849, 461162668750, -15902013798, 0, -229797728314, 0, 0, 0, 0, 0, 0, -497672353125, 384284803802, 0, -116157255714, -1117550358358, 0, -136324196046, 0, 840946213758, 0, -51335693750, 0, 720843557499, 0, 0, 0, 761835746553, -17297738986, 0, -604239831502, -996611328125, 0, 0, 0, 1585482698394, 0, 0, 646627057614, 0, 0, 0, -755827937398, -2255310999258, 0, 895158736546, 0, -1464349006071, 0, 908900421022, 0, 0, 0, 0, 0, 0, 576650390625, 1172100171754, 1202292691814, -176492721042, 773418778298, 2087474518750, 0, 0, -490416799714, 0, -974400043750, 0, -302571134586, 0, 0, -2630099109375, -1299708309598, -1582182900661, 847288609443, -1289202134406, -882735153125, 0, 0, -938561234506, 642062688498, 1861572265625, 0, 0, 0, 0, -1837090631250, 1331096520609, 1279450941614, 0, 0, 0, 0, 0, -2365930166914, 0, 2613217231250, 0, 0, 0, 0, 2735260396875, -2105468080798, 8378959785070, 0, -5832755121254, 0, 7176762034506, 0, -844643569778, 543061961298, 0, 0, -4621930191522, 0, 0, 204501206250, 0, 0, -6304752252117, 3836602477347, 0, 0, 0, 2240208004886, -4187130615927, 0, 0, 0, 0, 0, 6400107421875, 0, -9432758058122, 0, -932728823510, 1493791868750, -8713982216646, 0, 0, 0, 1753140381250, 0, 0, 0, 0, 0, -3358166049294, 5599955290214, 12395430086022, 0, -9270107478125, -3565960212798, 0, -651499168628, 9403857529497, 0, 0, -3620701677186, 0, 0, 0, 6354500227802, 7126103172342, 0, 14643964437946, 0, 0, 0, -8409368002789, -4669185930102, -20389437993750, 0, 970022841678, 0, 0, -8315677181250, 14017661427154, 9567853821014, 0, -4382588772502, 0, 0, 0, -10000368090514, 0, 0, 0, 0, 0, 0, 18831648740625, -6058542690597, -23441373031922, 6302794178043, 0, 0, 7085592598554, 0, 37927755714430, 0, 0, 0, 6027317323542, 0, 0, -7415771484375, -31820943252742, 0, 0, -8063005981702, 2269710918750, 0, 0, -11049658837714, -17403282907983, 0, 0, 0, 0, 0, 0, 26492052880804, -28827446586197, 0, 1055162078146, 3891089693750, 0, 0, 36858629721622, 0, 33823291015625, 0, 0, 0, 0, -10896201253125, 0, 0, -59993795261106, -17530749341902, 0, 23235401548602, 0, 0, -39444250514454, -8256979018750, 0, 3364727663214, 0, 0, 0, -19718941753798, 46105504181278, 18411951418686, 85339730592242, 23625136718750, 0, 0, -39577755942042, 0, 0, 0, 49697511139035, 0, 0, 0, -40185318614694, -2949041641172, 0, 23273503474898, 0, 16679880978201, 0, -10839696067114, 0, 0, 0, 0, 0, 0, -35175673828125, 0, -51822199397058, 37576396854486, -73339854200654, 0, 6678387712458, 0, -47178545476178, 34713076699098, -92293750443750, 0, 0, 0, 0, -6983821518750, 29915424782554, -42074384257786, 0, 0, 59438402668750, 0, 0, 0, 18456839209746, -2629902343750, 0, -49378516572186, 0, 0, 81079632871875, 0, 79282206885478, 0, 69953234148897, 0, -51684605176023, 0, 48782701306094, 0, 53846844340625, 0, 0, 0, 0, 0, 31853169711010, 0, -39165823998378, -10578036936502, -82305908203125, -58335792760998, 0, -46094668644514, 0, 0, 0, 33499613519307, 0, 0, 112062528506250, 0, -7859596819805, -3864189352914, -78046507438454, 0, 0, 0, 0, -55840847980302, 0, 0, 0, 0, 0, 0, 144321740181754, 22249032153628, 0, 78491012656947, -159406251106250, 0, 0, 0, 0, 45858541831250, 0, 0, 0, 0, -120934381809375, -84246266856598, 128433552928678, 93381207323886, -258303187435062, 46562521568750, 0, 0, 257884271508558, -28226213138502, 0, 0, -271564737080994, 0, 0, 0, 37344323076906, 23691210876614, -33126779639178, 0, 0, 0, 0, -71659741913914, 204349929943194, 60046115356250, 0, 0, 0, 0, -12474573581250, -121364178673798, 0, 0, 0, 106940292968750, 175164984472257, 0, -234032751118167, 0, 0, 0, 0, 0, 0, 0, -136652688298046, -111837805224586, 185126086412379, -2476717172204, 0, -4203350573598, 0, 88901756191886, 0, 0, 0, -146830279054986, 0, 0, -242176552734375, 133098469902002, 0, 0, 417051614471394, -81054451878125, 0, 0, 28753787379966, 0, -91121303993750, 0, 385272295709742, 0, 0, 0, 0, -30545142514786, 0, 26553063324698, -77511796856250, 157130375000202, 0, 0, 0, 95367431640625, 0, 0, 0, 0, 0, -162578345953198, 127071160485206, -183666188787714, -341597272703054, 0, -548040572819694, 0, 0, 0, 223807650565625, 0, 217523572980678, 0, 0, 0, 39741449286308, -57438001673986, -355836808475253, 0, 0, 0, 0, 219084886196486, 220862802308346, 0, 0, 0, 0, 0, 0, 72469667544602, -387624513895922, 0, -269647833536158, 0, 0, 0, -647455280149842, 0, 0, 0, 0, 0, 0, 140126044921875, 371804352516753, 280255598689814, 284820341736222, 0, 771525144818750, 292157124110802, 0, 92094293095286, -42887731213206, -298809176293750, 0, 187940763126414, 0, 0, 507256308056250, 28965509987402, -619764473262858, 0, -583639083081854, -43270674681250, 0, 0, 267337915122622, -119171282330502, 0, 0, 0, 0, 0, -236779210631250, 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-76071149506198, -1322654108828658, 0, 2566537439724946, 0, 0, 0, 0, 0, -2627956917993750, 0, 0, 0, 0, 0, 0, -1495134143588986, -816034349978442, 0, 160424042968750, 1360789135522002, 0, 1505662326335486, 3012089510903346, 0, 0, 0, 0, 0, -2252636117184375, -735047119953597, 0, -866528331709914, -3505313310985806, 0, 0, 0, -2646991992805853, -158314297976604, 0, 0, 2285137379667771, 0, 0, 0, -1655601794039990, 1343162428156814, 0, 0, -2380736707978125, -879830507556198, 0, -1562349012367714, 0, 54055434331250, 0, 0, 0, 0, 0, -1109472520401598, -981956648237466, 1544143555355886, 0, 1888249473443750, 1731643070879106, 0, 645260253126622, 0, 3114410400390625], 'weight': 11, 'weight_parity': -1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [-61], [243], [2697], [-3125], [-14823], [0], [-102053], [59049], [190625], [0], [655371], [0], [0], [-759375], [3463505], [2419214], [-3601989], [-269302], [-8428125], [0], [0], [10950686], [-24798879], [9765625], [0], [14348907], [0], [0], [46321875], [9196802], [-106771533], [0], [-147572054], [0], [159255153], [0], [16427422], [0], [318915625], [0], [0], [0], [0], [-184528125], [-667991846], [311808014], [841631715], [282475249], [-595703125], [587869002], [0], [-836229514], [-875283327], [0], [0], [-65440386], [0], [0], [-2048034375], [-478013398], [-561004922], [0], [2966434393], [0], [0], [0], [6524620158], [2661016698], [0], [0], [-6026127597], [0], [0], [2373046875], [-726307494], [0], [0], [-1245148702], [-10823453125], [3486784401], [0], [2642233286], [0], [-7560043750], [0], [0], [0], [0], [11256215625], [0], [29534000142], [2234822886], [-19020288854], [841568750], [-25945482519], [0], [-17230990189], [0], [26337890625]], 'ap': [[-61], [243], [-3125], [0], [0], [0], [2419214], [-269302], [10950686], [0], [9196802], [0], [0], [0], [311808014], [-836229514], [0], [-478013398], [0], [0], [0], [-1245148702], [2642233286], [0], [0], [0], [0], [-14674733386], [-14900006902], [-19214756914], [0], [0], [95618936414], [13846615898], [0], [154635378002], [0], [0], [-240064990786], [-229797728314], [0], [384284803802], [0], [0], [-17297738986], [-604239831502], [-755827937398], [0], [1202292691814], [773418778298], [-490416799714], [0], [-1299708309598], [0], [1279450941614], [-2365930166914], [0], [-2105468080798], [0], [0], [0], [2240208004886], [0], [0], [0], [5599955290214], [6354500227802], [0], [9567853821014], [-4382588772502], [-10000368090514], [0], [0], [0], [-8063005981702], [-11049658837714], [0], [0], [0], [-17530749341902], [0], [-19718941753798], [0], [0], [23273503474898], [-10839696067114], [0], [0], [0], [0], [-42074384257786], [0], [0], [0], [-10578036936502], [-46094668644514], [0], [0], [0], [-84246266856598], [0], [23691210876614], [-71659741913914], [0], [-121364178673798], [0], [-111837805224586], [88901756191886], [0], [133098469902002], [0], [0], [-30545142514786], [26553063324698], [-162578345953198], [0], [0], [-57438001673986], [219084886196486], [0], [72469667544602], [0], [280255598689814], [92094293095286], [28965509987402], [0], [-135616339088902], [0], [0], [0], [-326599561198102], [-444272985826114], [-50522733875998], [0], [0], [504206762565698], [382536511329686], [0], [-261027258512986], [0], [-342420049463398], [0], [0], [703132497793814], [-782652924943702], [0], [0], [-346971379112386], [555739791399098], [-684854597888914], [0], [0], [0], [69682417064414], [0], [0], [-921083934512302], [0], [0], [0], [-1495134143588986], [1505662326335486], [0], [0], [1343162428156814], [-1562349012367714], [-1109472520401598], [0]], 'char_orbit_index': 4, 'field_poly': [0, 1], 'hecke_orbit_code': 206342979599, 'hecke_ring_character_values': [[11, [-1]], [7, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '15.11.d.a', 'level': 15, 'maxp': 997, 'weight': 11}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 1815, 'analytic_conductor': 9.530358790105861, 'char_conductor': 15, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [15, 2, [11, 7], [1, 1]], 'conrey_index': 14, 'cusp_dim': 18, 'dim': 18, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206342979599, 'hecke_orbit_dims': [1, 1, 16], 'label': '15.11.d', 'level': 15, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 22, 'mf_new_dim': 22, 'num_forms': 3, 'prim_orbit_index': 4, 'relative_dim': 18, 'sturm_bound': 22, 'trace_bound': 2, 'trace_display': [0, 0, 0, 0], 'traces': [18, 0, 0, 7578, 0, -8130, 0, 0, 55098, 159570, 0, 0, 0, 0, -787110, 2708658, 0, 0, 948996, 0, 2444616, 0, 0, -21576390, 10206450, 0, 0, 0, 0, -35678700, -59273964, 0, 0, -43261740, 0, 296165538, 0, 0, -70953984, 457865010, 0, 0, 0, 0, -484245000, -1408002660, 0, 0, 654049314, 0, 1862294820, 0, 0, -1309470570, 1424671200, 0, 0, 0, 0, -3485977470, -2627395164, 0, 0, 1760137938, 0, 2368350000, 0, 0, 2415438780, 2838634200, 0, 0, 0, 0, -1285884000, 2626752276, 0, 0, -6395297004, 0, -4403113182, 0, 0, 13119851016, -7022493180, 0, 0, 0, 0, 7290143730, 19275224832, 0, 0, -47407059540, 0, -57890902590, 0, 0, 42957756000, 25413982650, 0, 0, 0, 0, -9337555800, 104724974340, 0, 0, -78753061404, 0, -59787185184, 0, 0, 132190081860, 19749963780, 0, 0, 0, 0, -108968254200, 69036807618, 0, 0, -217302151644, 0, -60315359400, 0, 0, 202567266216, 238185792000, 0, 0, 0, 0, -280050716790, -108391406220, 0, 0, -359135907804, 0, 22936595820, 0, 0, 775396902258, 455984424000, 0, 0, 0, 0, -795922739850, 167289224436, 0, 0, -992640981600, 0, -240438633984, 0, 0, 760356664980, 1203516143010, 0, 0, 0, 0, -852489345600, 459223196940, 0, 0, -1206833125086, 0, -552589322364, 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1905772428000, 1669134859632, 0, 0, 3060616535316, 0, -9627382534860, 0, 0, -4825986990984, -1227920073660, 0, 0, 0, 0, 5636526933600, -3014383282524, 0, 0, -2345222246400, 0, -2562119032980, 0, 0, -9357846008022, -15115482144000, 0, 0, 0, 0, 24570389329200, 843657076836, 0, 0, 45290189672460, 0, 1124476313616, 0, 0, -28481487092220, -49363576546860, 0, 0, 0, 0, 21698037023400, 19165718889540, 0, 0, 37430807128596, 0, 15124201410816, 0, 0, -47467251349200, -11196470073600, 0, 0, 0, 0, 59316442893090, -34030195397946, 0, 0, 38110006213632, 0, 17486263609140, 0, 0, -58270302342000, -70193690013600, 0, 0, 0, 0, 24148970690250, -58395528190620, 0, 0, 88156920908196, 0, 42188686207416, 0, 0, -109927576432830, -36389122819200, 0, 0, 0, 0, 64735567948800, -25415026196760, 0, 0, 126349749625860, 0, 50778552218400, 0, 0, -95417468643168, -11986398186750, 0, 0, 0, 0, 27405517060800, -49348718035200, 0, 0, 42759422822196, 0, 96067278346020, 0, 0, -150182624624940, -56027310710220, 0, 0, 0, 0, 77940578824200, -116856659397564, 0, 0, 232926444898020, 0, 28067524531200, 0, 0, -111461758560000, -108054180397800, 0, 0, 0, 0, 24685262668800, -27463907608524, 0, 0, 153472761340596, 0, 98781475417434, 0, 0, -108303135593184, 32105756160000, 0, 0, 0, 0, 103412830788000, -90562838788800, 0, 0, -93377371905540, 0, -6569177807820, 0, 0, -56198740633020, -195292021698540, 0, 0, 0, 0, 2407413156180, 74689798037940, 0, 0, 118050209071632, 0, 59916551301216, 0, 0, 19053161277060, -13969087191900, 0, 0, 0, 0, 76528561136400, 14916188351232, 0, 0, 56470712346378, 0, -218608086443130, 0, 0, 4204081353816, 22338832600530, 0, 0, 0, 0, -52897341600000, 142607167368516, 0, 0, -168374421620604, 0, -11036733672180, 0, 0, 161838528822000, 22385955528000, 0, 0, 0, 0, 128924565555540, -60998739864768, 0, 0, -182185726345740, 0, -205192067734584, 0, 0, 76864503501780, 37205463628800, 0, 0, 0, 0, -198296452773000, 506379189470940, 0, 0, -31972071179322, 0, 49100868597600, 0, 0, 407909726798400, 371148645601620, 0, 0, 0, 0, -236841882500430, -231722534300364, 0, 0, -842537138810220, 0, -366957222566400, 0, 0, 172580707222596, 30896801136000, 0, 0, 0, 0, -413855846186400, 260577905124276, 0, 0, -142572869203968, 0, 184479812697600, 0, 0, 738970479094140, 495024333138180, 0, 0, 0, 0, -194385916429200, -212884899163164, 0, 0, -587044854788400, 0, -215672655626622, 0, 0, 313952703669216, 450174743020800, 0, 0, 0, 0, -568501508102400, 472767511019940, 0, 0, -524869032631608, 0, 323450006454420, 0, 0, 909967527226800, 567836989545600, 0, 0, 0, 0, -549460200380550, -251035876796364, 0, 0, -499395629832444, 0, -809249261644800, 0, 0, 314537274964800, 112901338337940, 0, 0, 0, 0, -672913099706400, 642677845147200, 0, 0, -288446185391004, 0, 503481412231020, 0, 0, 808760020386816, 818076993851250, 0, 0, 0, 0, -9580108852800, -439855551701964, 0, 0, -1419647188507740, 0, -1179005492520540, 0, 0, 346010328806400, 247963599757170, 0, 0, 0, 0, -673722265591800, 1001066838427080, 0, 0, -128668731120000, 0, 347436908428032, 0, 0, 1250115779743860, 693824188989600, 0, 0, 0, 0, 100974094862400, -196755066122364, 0, 0, -859539300737580, 0, -1401829156087200, 0, 0, 178230869276616, -713946853085400, 0, 0, 0, 0, -523346372892000, 1433613730533354, 0, 0, -79800748959168, 0, 721379225461020, 0, 0, 422809024889556, 214049478907620, 0, 0, 0, 0, 1296641761139460, -1153344308839164, 0, 0, -1158647253928740, 0, -740101825209600, 0, 0, -636820095485820, -473309683992000, 0, 0, 0, 0, -436948624290600, 2375781743021940, 0, 0, 721593634041396, 0, 1015666321698036, 0, 0, 183521740881600, 211981511980800, 0, 0, 0, 0, 1013093101321200, -1347496802632368, 0, 0, 1550135582658756, 0, -1770924892986930, 0, 0, -929275160424102, -1678884147309600, 0, 0, 0, 0, -606344730218790, -729084722124780, 0, 0, 941422873376196, 0, 2084520312306432, 0, 0, -1125452642521980, 809372955078000, 0, 0, 0, 0, 2094139095007500, -2243269476925164, 0, 0, 603064078848000, 0, -462193320444984, 0, 0, -2296018932300000, -2340006694214220, 0, 0, 0, 0, -722301850371420, 1859709287567340, 0, 0, 3209037994337796, 0, 3383116470583620, 0, 0, -1824144234589800, 696897015894900, 0, 0, 0, 0, 2165471442086400, -3404443093747200, 0, 0, 2451876876169074, 0, -1277033862783600, 0, 0, -3402707452087620, -2408647476521340, 0, 0, 0, 0, -384233630544000, -1279370910008124, 0, 0, 4032675465969960, 0, 3586917829996800, 0, 0, -2191143129976584, -718522321798800, 0, 0, 0, 0, 4055882499447570, -2958221687140764, 0, 0, 3172430117520000, 0, 1705282383350100, 0, 0, -3057540444845568, -2746277054578800, 0, 0, 0, 0, -200197819728000, 759435648631200, 0, 0, 1361427649637796, 0, 3095488965990816, 0, 0, -2394139586006940, 1747513406143620, 0, 0, 0, 0, 3239677228773600, -3668466344641182, 0, 0, 808371790179156, 0, -3048966699733260, 0, 0, -4126030833786984, -7517615632404300, 0, 0, 0, 0, -366828310807200, 3844545605870580, 0, 0, 5319008118423396, 0, 3234773195895600, 0, 0, -3232478687855310, 1025164683151380, 0, 0, 0, 0, 5012708397033600, -5142293263392768, 0, 0, 247617746012520, 0, -2274525933938784, 0, 0, -1560356295340620, -1784432194430400, 0, 0, 0, 0, -416677283150400, 6448005151301340, 0, 0, 3059992069006032, 0, 3970348606713600, 0, 0, 692404806018600, -1107773427636000, 0, 0, 0, 0, 4294713928856850, -3466382106359160, 0, 0, 2014072998532020, 0, -8236165909341660, 0, 0, -2909250915969600, -3864727325030400, 0, 0, 0, 0, -1227183354094620, 713909368621476, 0, 0, -1465624919856204, 0, 4470682832010216, 0, 0, -39054932071200, 4069390726080000, 0, 0, 0, 0, 3574989858441600, -1126153975524732, 0, 0, 572827346072460, 0, -3771671512089600, 0, 0, -490145833833984, -6379700430651660, 0, 0, 0, 0, -3037248566879400, 7363809247831200, 0, 0, 2614414995205632, 0, 4354880774692020, 0, 0, 7804097107098660, 3919479649012800, 0, 0, 0, 0, -1794579929619630, -7045510758314346, 0, 0, -8728999849500444, 0, -5419107384010200, 0, 0, 1268175589277160, 3056699049256800, 0, 0, 0, 0, -5185185186528000, 5423652989581716, 0, 0, -2870716651660800, 0, 1822908383013636, 0, 0, 5069489801554800, 2477002327122420, 0, 0, 0, 0, -516358166472000, -4454500763609964, 0, 0, -8530518049228800, 0, -1262752434628740, 0, 0, 579674387579616, 4832117268617250], 'weight': 11, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 10563
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.d.a', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.11.d.a', 'target_level': 15, 'twist_class_label': '15.11.d.a', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 10564
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -15, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.d.a', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.11.d.a', 'target_level': 15, 'twist_class_label': '15.11.d.a', 'twist_class_level': 15, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 11}
  • id: 10565
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.d.a', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '15.11.d.b', 'target_level': 15, 'twist_class_label': '15.11.d.a', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 10566
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.d.a', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '15.11.d.b', 'target_level': 15, 'twist_class_label': '15.11.d.a', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 10567
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.d.a', 'source_level': 15, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.11.c.c', 'target_level': 75, 'twist_class_label': '15.11.d.a', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 10568
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.d.a', 'source_level': 15, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.11.c.c', 'target_level': 75, 'twist_class_label': '15.11.d.a', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 61500
    {'charpoly_factorization': [[[61, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 2}
  • id: 61501
    {'charpoly_factorization': [[[-243, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 3}
  • id: 61502
    {'charpoly_factorization': [[[3125, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 5}
  • id: 61503
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 7}
  • id: 61504
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 11}
  • id: 61505
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 13}
  • id: 61506
    {'charpoly_factorization': [[[-2419214, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 17}
  • id: 61507
    {'charpoly_factorization': [[[269302, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 19}
  • id: 61508
    {'charpoly_factorization': [[[-10950686, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 23}
  • id: 61509
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 29}
  • id: 61510
    {'charpoly_factorization': [[[-9196802, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 31}
  • id: 61511
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 37}
  • id: 61512
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 41}
  • id: 61513
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 43}
  • id: 61514
    {'charpoly_factorization': [[[-311808014, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 47}
  • id: 61515
    {'charpoly_factorization': [[[836229514, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 53}
  • id: 61516
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 59}
  • id: 61517
    {'charpoly_factorization': [[[478013398, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 61}
  • id: 61518
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 67}
  • id: 61519
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 71}
  • id: 61520
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 73}
  • id: 61521
    {'charpoly_factorization': [[[1245148702, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 79}
  • id: 61522
    {'charpoly_factorization': [[[-2642233286, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 83}
  • id: 61523
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 89}
  • id: 61524
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206342979599, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '15.11.d.a', 'level': 15, 'portrait': 'data:image/png;base64,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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 7160340
    {'hecke_orbit_code': 206342979599, 'n': 1, 'trace_an': 1}
  • id: 7160341
    {'hecke_orbit_code': 206342979599, 'n': 2, 'trace_an': -61}
  • id: 7160342
    {'hecke_orbit_code': 206342979599, 'n': 3, 'trace_an': 243}
  • id: 7160343
    {'hecke_orbit_code': 206342979599, 'n': 4, 'trace_an': 2697}
  • id: 7160344
    {'hecke_orbit_code': 206342979599, 'n': 5, 'trace_an': -3125}
  • id: 7160345
    {'hecke_orbit_code': 206342979599, 'n': 6, 'trace_an': -14823}
  • id: 7160346
    {'hecke_orbit_code': 206342979599, 'n': 7, 'trace_an': 0}
  • id: 7160347
    {'hecke_orbit_code': 206342979599, 'n': 8, 'trace_an': -102053}
  • id: 7160348
    {'hecke_orbit_code': 206342979599, 'n': 9, 'trace_an': 59049}
  • id: 7160349
    {'hecke_orbit_code': 206342979599, 'n': 10, 'trace_an': 190625}
  • id: 7160350
    {'hecke_orbit_code': 206342979599, 'n': 11, 'trace_an': 0}
  • id: 7160351
    {'hecke_orbit_code': 206342979599, 'n': 12, 'trace_an': 655371}
  • id: 7160352
    {'hecke_orbit_code': 206342979599, 'n': 13, 'trace_an': 0}
  • id: 7160353
    {'hecke_orbit_code': 206342979599, 'n': 14, 'trace_an': 0}
  • id: 7160354
    {'hecke_orbit_code': 206342979599, 'n': 15, 'trace_an': -759375}
  • id: 7160355
    {'hecke_orbit_code': 206342979599, 'n': 16, 'trace_an': 3463505}
  • id: 7160356
    {'hecke_orbit_code': 206342979599, 'n': 17, 'trace_an': 2419214}
  • id: 7160357
    {'hecke_orbit_code': 206342979599, 'n': 18, 'trace_an': -3601989}
  • id: 7160358
    {'hecke_orbit_code': 206342979599, 'n': 19, 'trace_an': -269302}
  • id: 7160359
    {'hecke_orbit_code': 206342979599, 'n': 20, 'trace_an': -8428125}
  • id: 7160360
    {'hecke_orbit_code': 206342979599, 'n': 21, 'trace_an': 0}
  • id: 7160361
    {'hecke_orbit_code': 206342979599, 'n': 22, 'trace_an': 0}
  • id: 7160362
    {'hecke_orbit_code': 206342979599, 'n': 23, 'trace_an': 10950686}
  • id: 7160363
    {'hecke_orbit_code': 206342979599, 'n': 24, 'trace_an': -24798879}
  • id: 7160364
    {'hecke_orbit_code': 206342979599, 'n': 25, 'trace_an': 9765625}
  • id: 7160365
    {'hecke_orbit_code': 206342979599, 'n': 26, 'trace_an': 0}
  • id: 7160366
    {'hecke_orbit_code': 206342979599, 'n': 27, 'trace_an': 14348907}
  • id: 7160367
    {'hecke_orbit_code': 206342979599, 'n': 28, 'trace_an': 0}
  • id: 7160368
    {'hecke_orbit_code': 206342979599, 'n': 29, 'trace_an': 0}
  • id: 7160369
    {'hecke_orbit_code': 206342979599, 'n': 30, 'trace_an': 46321875}
  • id: 7160370
    {'hecke_orbit_code': 206342979599, 'n': 31, 'trace_an': 9196802}
  • id: 7160371
    {'hecke_orbit_code': 206342979599, 'n': 32, 'trace_an': -106771533}
  • id: 7160372
    {'hecke_orbit_code': 206342979599, 'n': 33, 'trace_an': 0}
  • id: 7160373
    {'hecke_orbit_code': 206342979599, 'n': 34, 'trace_an': -147572054}
  • id: 7160374
    {'hecke_orbit_code': 206342979599, 'n': 35, 'trace_an': 0}
  • id: 7160375
    {'hecke_orbit_code': 206342979599, 'n': 36, 'trace_an': 159255153}
  • id: 7160376
    {'hecke_orbit_code': 206342979599, 'n': 37, 'trace_an': 0}
  • id: 7160377
    {'hecke_orbit_code': 206342979599, 'n': 38, 'trace_an': 16427422}
  • id: 7160378
    {'hecke_orbit_code': 206342979599, 'n': 39, 'trace_an': 0}
  • id: 7160379
    {'hecke_orbit_code': 206342979599, 'n': 40, 'trace_an': 318915625}
  • id: 7160380
    {'hecke_orbit_code': 206342979599, 'n': 41, 'trace_an': 0}
  • id: 7160381
    {'hecke_orbit_code': 206342979599, 'n': 42, 'trace_an': 0}
  • id: 7160382
    {'hecke_orbit_code': 206342979599, 'n': 43, 'trace_an': 0}
  • id: 7160383
    {'hecke_orbit_code': 206342979599, 'n': 44, 'trace_an': 0}
  • id: 7160384
    {'hecke_orbit_code': 206342979599, 'n': 45, 'trace_an': -184528125}
  • id: 7160385
    {'hecke_orbit_code': 206342979599, 'n': 46, 'trace_an': -667991846}
  • id: 7160386
    {'hecke_orbit_code': 206342979599, 'n': 47, 'trace_an': 311808014}
  • id: 7160387
    {'hecke_orbit_code': 206342979599, 'n': 48, 'trace_an': 841631715}
  • id: 7160388
    {'hecke_orbit_code': 206342979599, 'n': 49, 'trace_an': 282475249}
  • id: 7160389
    {'hecke_orbit_code': 206342979599, 'n': 50, 'trace_an': -595703125}
  • id: 7160390
    {'hecke_orbit_code': 206342979599, 'n': 51, 'trace_an': 587869002}
  • id: 7160391
    {'hecke_orbit_code': 206342979599, 'n': 52, 'trace_an': 0}
  • id: 7160392
    {'hecke_orbit_code': 206342979599, 'n': 53, 'trace_an': -836229514}
  • id: 7160393
    {'hecke_orbit_code': 206342979599, 'n': 54, 'trace_an': -875283327}
  • id: 7160394
    {'hecke_orbit_code': 206342979599, 'n': 55, 'trace_an': 0}
  • id: 7160395
    {'hecke_orbit_code': 206342979599, 'n': 56, 'trace_an': 0}
  • id: 7160396
    {'hecke_orbit_code': 206342979599, 'n': 57, 'trace_an': -65440386}
  • id: 7160397
    {'hecke_orbit_code': 206342979599, 'n': 58, 'trace_an': 0}
  • id: 7160398
    {'hecke_orbit_code': 206342979599, 'n': 59, 'trace_an': 0}
  • id: 7160399
    {'hecke_orbit_code': 206342979599, 'n': 60, 'trace_an': -2048034375}
  • id: 7160400
    {'hecke_orbit_code': 206342979599, 'n': 61, 'trace_an': -478013398}
  • id: 7160401
    {'hecke_orbit_code': 206342979599, 'n': 62, 'trace_an': -561004922}
  • id: 7160402
    {'hecke_orbit_code': 206342979599, 'n': 63, 'trace_an': 0}
  • id: 7160403
    {'hecke_orbit_code': 206342979599, 'n': 64, 'trace_an': 2966434393}
  • id: 7160404
    {'hecke_orbit_code': 206342979599, 'n': 65, 'trace_an': 0}
  • id: 7160405
    {'hecke_orbit_code': 206342979599, 'n': 66, 'trace_an': 0}
  • id: 7160406
    {'hecke_orbit_code': 206342979599, 'n': 67, 'trace_an': 0}
  • id: 7160407
    {'hecke_orbit_code': 206342979599, 'n': 68, 'trace_an': 6524620158}
  • id: 7160408
    {'hecke_orbit_code': 206342979599, 'n': 69, 'trace_an': 2661016698}
  • id: 7160409
    {'hecke_orbit_code': 206342979599, 'n': 70, 'trace_an': 0}
  • id: 7160410
    {'hecke_orbit_code': 206342979599, 'n': 71, 'trace_an': 0}
  • id: 7160411
    {'hecke_orbit_code': 206342979599, 'n': 72, 'trace_an': -6026127597}
  • id: 7160412
    {'hecke_orbit_code': 206342979599, 'n': 73, 'trace_an': 0}
  • id: 7160413
    {'hecke_orbit_code': 206342979599, 'n': 74, 'trace_an': 0}
  • id: 7160414
    {'hecke_orbit_code': 206342979599, 'n': 75, 'trace_an': 2373046875}
  • id: 7160415
    {'hecke_orbit_code': 206342979599, 'n': 76, 'trace_an': -726307494}
  • id: 7160416
    {'hecke_orbit_code': 206342979599, 'n': 77, 'trace_an': 0}
  • id: 7160417
    {'hecke_orbit_code': 206342979599, 'n': 78, 'trace_an': 0}
  • id: 7160418
    {'hecke_orbit_code': 206342979599, 'n': 79, 'trace_an': -1245148702}
  • id: 7160419
    {'hecke_orbit_code': 206342979599, 'n': 80, 'trace_an': -10823453125}
  • id: 7160420
    {'hecke_orbit_code': 206342979599, 'n': 81, 'trace_an': 3486784401}
  • id: 7160421
    {'hecke_orbit_code': 206342979599, 'n': 82, 'trace_an': 0}
  • id: 7160422
    {'hecke_orbit_code': 206342979599, 'n': 83, 'trace_an': 2642233286}
  • id: 7160423
    {'hecke_orbit_code': 206342979599, 'n': 84, 'trace_an': 0}
  • id: 7160424
    {'hecke_orbit_code': 206342979599, 'n': 85, 'trace_an': -7560043750}
  • id: 7160425
    {'hecke_orbit_code': 206342979599, 'n': 86, 'trace_an': 0}
  • id: 7160426
    {'hecke_orbit_code': 206342979599, 'n': 87, 'trace_an': 0}
  • id: 7160427
    {'hecke_orbit_code': 206342979599, 'n': 88, 'trace_an': 0}
  • id: 7160428
    {'hecke_orbit_code': 206342979599, 'n': 89, 'trace_an': 0}
  • id: 7160429
    {'hecke_orbit_code': 206342979599, 'n': 90, 'trace_an': 11256215625}
  • id: 7160430
    {'hecke_orbit_code': 206342979599, 'n': 91, 'trace_an': 0}
  • id: 7160431
    {'hecke_orbit_code': 206342979599, 'n': 92, 'trace_an': 29534000142}
  • id: 7160432
    {'hecke_orbit_code': 206342979599, 'n': 93, 'trace_an': 2234822886}
  • id: 7160433
    {'hecke_orbit_code': 206342979599, 'n': 94, 'trace_an': -19020288854}
  • id: 7160434
    {'hecke_orbit_code': 206342979599, 'n': 95, 'trace_an': 841568750}
  • id: 7160435
    {'hecke_orbit_code': 206342979599, 'n': 96, 'trace_an': -25945482519}
  • id: 7160436
    {'hecke_orbit_code': 206342979599, 'n': 97, 'trace_an': 0}
  • id: 7160437
    {'hecke_orbit_code': 206342979599, 'n': 98, 'trace_an': -17230990189}
  • id: 7160438
    {'hecke_orbit_code': 206342979599, 'n': 99, 'trace_an': 0}
  • id: 7160439
    {'hecke_orbit_code': 206342979599, 'n': 100, 'trace_an': 26337890625}