Newform data - 384.8.a.m

Formats: - HTML - YAML - JSON - 2024-04-30T07:36:48.836545

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 24576, 'analytic_conductor': 119.95584978590276, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [384, 1, [127, 133, 257], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 8570493440, 'field_disc_factorization': [[2, 9], [5, 1], [167, 1], [20047, 1]], 'field_poly': [83625, -700, -620, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [6160819200, -33072640, -179328, 336, 1]], [7, [1179914752144, -1091635168, -2616456, 680, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195662664064, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 294912, 'hecke_ring_index_factorization': [[2, 15], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '384.8.a.m', 'level': 384, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '384.8.a.m', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}+(-84+\\beta _{2})q^{5}+(-170+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '384.8.a', 'trace_display': [0, -108, -336, -680], 'trace_hash': 577665178186789023, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.792', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '39.645', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '628.566', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, 0, -108, 0, -336, 0, -680, 0, 2916, 0, -3856, 0, -10680, 0, 9072, 0, 26232, 0, 15456, 0, 18360, 0, 11312, 0, 159052, 0, -78732, 0, 1856, 0, -71752, 0, 104112, 0, 179040, 0, 180088, 0, 288360, 0, 11224, 0, -66688, 0, -244944, 0, 1334448, 0, 2401140, 0, -708264, 0, 864576, 0, 3304896, 0, -417312, 0, -1878448, 0, 1901176, 0, -495720, 0, 4366944, 0, -5505488, 0, -305424, 0, 967696, 0, 3244760, 0, -4294404, 0, 8979488, 0, -6471816, 0, 2125764, 0, -17019600, 0, -12122592, 0, -50112, 0, 13559816, 0, -6692304, 0, 1937304, 0, -22523904, 0, 2180520, 0, -2811024, 0, -3369664, 0, 12161224, 0, -4834080, 0, 25006512, 0, -11390680, 0, -4862376, 0, 21370888, 0, -32936256, 0, -7785720, 0, -47968560, 0, 31756340, 0, -303048, 0, -66977760, 0, -63143192, 0, 1800576, 0, -55830000, 0, 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0, -3145533999912, 0, -8230551381648, 0, 3484585080336, 0, 694230910704, 0, -2065403785760, 0, 852591657024, 0, 565774090272, 0, -1504170753856, 0, 2624224323480, 0, -2175821445960, 0, -1685767779952, 0, -2816510990016, 0, 95706146808, 0, -1350083531472, 0], 'weight': 8, '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

  
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[-293453064392, 26855862, -922042123, 394339104], [182394171234, 28702240, 764054900, 435748189], [-100540492538, 61565570, 705485045, -551997477], [-5368196790, -70715396, 841507632, 160147084], [57623051248, 111721932, 1661520824, -82740824], [-683232052796, 6236458, 746885368, 234577702], [-46870374714, 84568553, 1334763520, -334952117], [-167426420976, -82269240, 1312501620, 27494528], [-191701653154, -102137982, 29800517, 300012883], [319520850306, -110625146, 1706087384, -361557038], [277404716952, 119060196, 261647424, -139206748], [-532428788292, 16059597, -651729622, -90247851], [-273109543572, 89061862, -189307352, -182650022], [-134507715602, 185272158, -390992906, 232618372], [-303374643312, 128854728, -87441275, -277637286], [259298070750, 135904020, -679045888, -104328425], [-110964215094, -33181188, 2054058068, 110494352], [294974969908, 127203293, 2447502898, 162932717], [-351318210064, -57051763, 1823287036, -45362813], [959652799536, -39963364, 223586632, 74752116], [107117618576, 126642982, -889129407, 452834564], [281638517550, 58012514, 727758768, -132066379], [153675386154, 17530506, 2168219065, 231112985], [692563001812, 46354371, -2223941738, -291744629], [241254921944, 9623368, 1116573336, -1065565736], [-522355890846, -173574256, 1942186784, 381439936], [-263889456242, -201140781, -181241632, -449934623], [695718225206, -146569996, -2112343326, 279716458], [1001606301292, -82234558, 627978677, -59346266], [-437668892346, 62484737, -84740876, -442222681], [327155941966, -35227178, -2504597104, 39749241], [-557168499950, 57329392, -1679192984, 734870472], [152273503520, -14418659, 450519728, 4415831], [215335592640, -95390208, 2114282100, -47731292], [-30757899234, 89542232, 227273100, -498103349], [517707249914, 43017250, -106653395, 253563225], [421703700276, 119538028, 605430060, 675916008], [-503731942604, -117766496, -1119085264, -186066602], [-13261483118, -34331772, -1769355624, 597770724], [-312062880204, 188034982, 288740441, 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-1356654583, 366983492], [109338135548, -31225213, 946128486, 1123356091], [-531862635688, 108020903, 29586120, 285482949], [127087809734, -251075014, 610748746, 41736340], [30922890832, 81237272, -3688401227, -640627998], [122327309592, 30916816, 366179736, 741062528], [1355303651982, 82378220, 1173344, -570633609], [-30101038650, -96828161, 542431940, 194425457], [-656824821924, -99384076, -1344370820, -1280796302], [134906910844, 203465436, 325626445, -281627204], [-334135150970, 125669186, 534408861, -465659653], [-21264895672, -122149524, -809050824, 1105906208], [1003609658388, 3122969, 1899525070, 881656165], [351183744886, -251382706, -624682914, 101438220], [-1133062655456, -149565760, 679327605, 964595514], [-245683052708, 198677417, 1899535270, -390258435], [124395432018, -184325566, 2111159344, 456384462], [-1629905471496, -56092471, 727464160, -376600477], [-337520882868, 47316132, -2659445340, 360210878]], 'char_orbit_index': 1, 'field_poly': [83625, -700, -620, 0, 1], 'hecke_orbit_code': 54043195662664064, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 25, 25, 25], 'hecke_ring_inverse_denominators': [1, 768, 384, 768], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 3, -6, 1], [119040, 5, 70, -25], [403200, 1135, 1130, -355]], 'hecke_ring_numerators': [[1, 0, 0, 0], [22600, 680, -100, 16], [59800, -5320, -220, 16], [291000, -14760, -1020, 48]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '384.8.a.m', 'level': 384, 'maxp': 2999, 'weight': 8}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, -1], [3, -1]], 15, 4], [[[2, 1], [3, -1]], 13, 6], [[[2, -1], [3, 1]], 13, 5], [[[2, 1], [3, 1]], 15, 5]], 'ALdims': [15, 13, 13, 15], 'Nk2': 24576, 'analytic_conductor': 119.95584978590276, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [384, 1, [127, 133, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 432, 'dim': 56, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 134218112, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4], 'label': '384.8.a', 'level': 384, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 464, 'mf_new_dim': 56, 'num_forms': 20, 'plus_dim': 30, 'prim_orbit_index': 1, 'relative_dim': 56, 'sturm_bound': 512, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 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2524376984496, 0, 0, 0, 0, 0, 0, 0, 5446712966080, 0, 0, 0, 0, 0, 0, 0, 1419342786288, 0, 0, 0, 0, 0, 0, 0, 841879170560, 0, 0, 0, 0, 0, 0, 0, -9712407189664, 0, 0, 0, 0, 0, 0, 0, 1433912124096, 0, 0, 0, 0, 0, 0, 0, -9219415951232, 0, 0, 0, 0, 0, 0, 0, 11149182308960, 0, 0, 0, 0, 0, 0, 0, 1380669134112, 0, 0, 0, 0, 0, 0, 0, 6109418186560, 0, 0, 0, 0, 0, 0, 0, 8206480500400, 0, 0, 0, 0, 0, 0, 0, -665544480768, 0, 0, 0, 0, 0, 0, 0, -2075699357392, 0, 0, 0, 0, 0, 0, 0, -7755977595176, 0, 0, 0, 0, 0, 0, 0, -4620113510400, 0, 0, 0, 0, 0, 0, 0, 7909521657264, 0, 0, 0, 0, 0, 0, 0, 5449142508496, 0, 0, 0, 0, 0, 0, 0, 2018897738208, 0, 0, 0, 0, 0, 0, 0, 7009191328560, 0, 0, 0, 0, 0, 0, 0, -11238852002592, 0, 0, 0, 0, 0, 0, 0, -483312443328, 0, 0, 0, 0, 0, 0, 0, -19813318766592, 0, 0, 0, 0, 0, 0, 0, -7572572791280, 0, 0, 0, 0, 0, 0, 0, 375218415072, 0, 0, 0, 0, 0, 0, 0, 621407293056, 0, 0, 0, 0, 0, 0, 0, 4100571544704, 0, 0, 0, 0, 0, 0, 0, 3235579285248, 0, 0, 0, 0, 0, 0, 0, -9930646614336, 0, 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7770099415936, 0, 0, 0, 0, 0, 0, 0, 4056778740960, 0, 0, 0, 0, 0, 0, 0, 2659507220272, 0, 0, 0, 0, 0, 0, 0, 13854928320384, 0, 0, 0, 0, 0, 0, 0, -458026057728, 0, 0, 0, 0, 0, 0, 0, 5338739545968, 0, 0, 0, 0, 0, 0, 0, -7672054866880, 0, 0, 0, 0, 0, 0, 0, -6661593371232, 0, 0, 0, 0, 0, 0, 0, -7041046347536, 0, 0, 0, 0, 0, 0, 0, -6553016443288, 0, 0, 0, 0, 0, 0, 0, 1131960185424, 0, 0, 0, 0, 0, 0, 0, 11029606459280, 0, 0, 0, 0, 0, 0, 0, -5887165438128, 0, 0, 0, 0, 0, 0, 0, 4161142913184, 0, 0, 0, 0, 0, 0, 0, -16522894848896, 0, 0, 0, 0, 0, 0, 0, -7211865222320, 0, 0, 0, 0, 0, 0, 0, 5091350739840, 0, 0, 0, 0, 0, 0, 0, -9166688147568, 0, 0, 0, 0, 0, 0, 0, 1454211163008, 0, 0, 0, 0, 0, 0, 0, -1112856664608, 0, 0, 0, 0, 0, 0, 0, -2935836951312, 0, 0, 0, 0, 0, 0, 0, -18710591840640, 0, 0, 0, 0, 0, 0, 0, -2120178032640, 0, 0, 0, 0, 0, 0, 0, -4495946179776, 0, 0, 0, 0, 0, 0, 0, 4169945437632, 0, 0, 0, 0, 0, 0, 0, 4007399415552, 0, 0, 0, 0, 0, 0, 0, 14095303636224, 0, 0, 0, 0, 0, 0, 0, -7367550169392, 0, 0, 0, 0, 0, 0, 0, -3466359354816, 0, 0, 0, 0, 0, 0, 0, 10436200234032, 0, 0, 0, 0, 0, 0, 0, -7639381491104, 0, 0, 0, 0, 0, 0, 0, -5125113787104, 0, 0, 0, 0, 0, 0, 0, 12450442036640, 0, 0, 0, 0, 0, 0, 0], 'weight': 8, '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: 286937
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '384.8.a.m', 'source_level': 384, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': True, 'target_label': '384.8.a.m', 'target_level': 384, 'twist_class_label': '384.8.a.m', 'twist_class_level': 384, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 286938
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '384.8.a.m', 'source_level': 384, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 16, 'target_is_minimal': True, 'target_label': '384.8.a.p', 'target_level': 384, 'twist_class_label': '384.8.a.m', 'twist_class_level': 384, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 286939
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '384.8.a.m', 'source_level': 384, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 17, 'target_is_minimal': True, 'target_label': '384.8.a.q', 'target_level': 384, 'twist_class_label': '384.8.a.m', 'twist_class_level': 384, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 286940
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '384.8.a.m', 'source_level': 384, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 20, 'target_is_minimal': True, 'target_label': '384.8.a.t', 'target_level': 384, 'twist_class_label': '384.8.a.m', 'twist_class_level': 384, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 808425
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 54043195662664064, 'p': 2}
  • id: 808426
    {'charpoly_factorization': [[[27, 1], 4]], 'hecke_orbit_code': 54043195662664064, 'p': 3}
  • id: 808427
    {'charpoly_factorization': [[[6160819200, -33072640, -179328, 336, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 5}
  • id: 808428
    {'charpoly_factorization': [[[1179914752144, -1091635168, -2616456, 680, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 7}
  • id: 808429
    {'charpoly_factorization': [[[616855133477120, -92451285760, -47418144, 3856, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 11}
  • id: 808430
    {'charpoly_factorization': [[[-1135121051964912, -1092466557728, -130456680, 10680, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 13}
  • id: 808431
    {'charpoly_factorization': [[[-85261472264688, 456617575456, -40749672, -26232, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 17}
  • id: 808432
    {'charpoly_factorization': [[[66184194227060736, 15442631512064, -1652181504, -15456, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 19}
  • id: 808433
    {'charpoly_factorization': [[[78506732047722752, 19501261404416, -1649434656, -11312, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 23}
  • id: 808434
    {'charpoly_factorization': [[[3510543429849657600, 892236262302720, -18595712736, -1856, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 29}
  • id: 808435
    {'charpoly_factorization': [[[286680710638234006416, -1414228573341792, -46853382216, 71752, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 31}
  • id: 808436
    {'charpoly_factorization': [[[11882607267350410520080, 45208903974156320, -367286474856, -180088, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 37}
  • id: 808437
    {'charpoly_factorization': [[[990981584678430214416, -5527704361317984, -94782752040, -11224, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 41}
  • id: 808438
    {'charpoly_factorization': [[[-1449911025867892912128, -38694299846713344, -240423117696, 66688, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 43}
  • id: 808439
    {'charpoly_factorization': [[[-31093237316455038613248, 242095834182836480, 161444890080, -1334448, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 47}
  • id: 808440
    {'charpoly_factorization': [[[9316466523019909161216, 75129531842036736, -1858173310944, -864576, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 53}
  • id: 808441
    {'charpoly_factorization': [[[3458323787948542645924096, -5922536324035566848, -5003969676960, 1878448, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 59}
  • id: 808442
    {'charpoly_factorization': [[[64761201542804061928976, 1369768940648072224, -3789284339304, -1901176, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 61}
  • id: 808443
    {'charpoly_factorization': [[[-14132189661887995720281856, -21045834946226912000, 1396391412576, 5505488, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 67}
  • id: 808444
    {'charpoly_factorization': [[[27083741550654483789633792, 11621312350171994880, -20031637873440, -967696, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 71}
  • id: 808445
    {'charpoly_factorization': [[[214839976657253127769274128, 60876432342660625312, -30431014778280, -3244760, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 73}
  • id: 808446
    {'charpoly_factorization': [[[-53040661445551344010175088, -33551667235350446432, 5100752087352, 6471816, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 79}
  • id: 808447
    {'charpoly_factorization': [[[84348538027140945532578048, 211920894359528696064, 99098563131360, 17019600, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 83}
  • id: 808448
    {'charpoly_factorization': [[[-39159154739237796670863344, 8127212659654219744, 34822069903896, -13559816, 1], 1]], 'hecke_orbit_code': 54043195662664064, 'p': 89}
  • id: 808449
    {'charpoly_factorization': [[[2596611361995313397356170000, -146057330891589700000, -169078534713000, -2180520, 1], 1]], 'hecke_orbit_code': 54043195662664064, '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': 1, 'hecke_orbit': 13, 'label': '384.8.a.m', 'level': 384, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 224995000
    {'hecke_orbit_code': 54043195662664064, 'n': 1, 'trace_an': 4}
  • id: 224995001
    {'hecke_orbit_code': 54043195662664064, 'n': 2, 'trace_an': 0}
  • id: 224995002
    {'hecke_orbit_code': 54043195662664064, 'n': 3, 'trace_an': -108}
  • id: 224995003
    {'hecke_orbit_code': 54043195662664064, 'n': 4, 'trace_an': 0}
  • id: 224995004
    {'hecke_orbit_code': 54043195662664064, 'n': 5, 'trace_an': -336}
  • id: 224995005
    {'hecke_orbit_code': 54043195662664064, 'n': 6, 'trace_an': 0}
  • id: 224995006
    {'hecke_orbit_code': 54043195662664064, 'n': 7, 'trace_an': -680}
  • id: 224995007
    {'hecke_orbit_code': 54043195662664064, 'n': 8, 'trace_an': 0}
  • id: 224995008
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  • id: 224995011
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  • id: 224995013
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  • id: 224995016
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  • id: 224995018
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  • id: 224995020
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  • id: 224995022
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  • id: 224995024
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  • id: 224995026
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  • id: 224995028
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  • id: 224995030
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  • id: 224995032
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  • id: 224995108
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  • id: 224995110
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  • id: 224995111
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  • id: 224995112
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  • id: 224995113
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  • id: 224995114
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  • id: 224995115
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  • id: 224995116
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  • id: 224995117
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  • id: 224995118
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  • id: 224995119
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  • id: 224995120
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  • id: 224995121
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  • id: 224995122
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  • id: 224995123
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  • id: 224995124
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  • id: 224995125
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  • id: 224995126
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  • id: 224995128
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  • id: 224995130
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  • id: 224995131
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  • id: 224995132
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  • id: 224995136
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  • id: 224995137
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  • id: 224995138
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  • id: 224995140
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  • id: 224995145
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    {'hecke_orbit_code': 54043195662664064, 'n': 963, 'trace_an': 18229747248}
  • id: 224995963
    {'hecke_orbit_code': 54043195662664064, 'n': 964, 'trace_an': 0}
  • id: 224995964
    {'hecke_orbit_code': 54043195662664064, 'n': 965, 'trace_an': 6942851232}
  • id: 224995965
    {'hecke_orbit_code': 54043195662664064, 'n': 966, 'trace_an': 0}
  • id: 224995966
    {'hecke_orbit_code': 54043195662664064, 'n': 967, 'trace_an': -42539465816}
  • id: 224995967
    {'hecke_orbit_code': 54043195662664064, 'n': 968, 'trace_an': 0}
  • id: 224995968
    {'hecke_orbit_code': 54043195662664064, 'n': 969, 'trace_an': -29174821056}
  • id: 224995969
    {'hecke_orbit_code': 54043195662664064, 'n': 970, 'trace_an': 0}
  • id: 224995970
    {'hecke_orbit_code': 54043195662664064, 'n': 971, 'trace_an': 105558668176}
  • id: 224995971
    {'hecke_orbit_code': 54043195662664064, 'n': 972, 'trace_an': 0}
  • id: 224995972
    {'hecke_orbit_code': 54043195662664064, 'n': 973, 'trace_an': 57762874592}
  • id: 224995973
    {'hecke_orbit_code': 54043195662664064, 'n': 974, 'trace_an': 0}
  • id: 224995974
    {'hecke_orbit_code': 54043195662664064, 'n': 975, 'trace_an': 30257519544}
  • id: 224995975
    {'hecke_orbit_code': 54043195662664064, 'n': 976, 'trace_an': 0}
  • id: 224995976
    {'hecke_orbit_code': 54043195662664064, 'n': 977, 'trace_an': -34768657512}
  • id: 224995977
    {'hecke_orbit_code': 54043195662664064, 'n': 978, 'trace_an': 0}
  • id: 224995978
    {'hecke_orbit_code': 54043195662664064, 'n': 979, 'trace_an': 32131181536}
  • id: 224995979
    {'hecke_orbit_code': 54043195662664064, 'n': 980, 'trace_an': 0}
  • id: 224995980
    {'hecke_orbit_code': 54043195662664064, 'n': 981, 'trace_an': -8303805720}
  • id: 224995981
    {'hecke_orbit_code': 54043195662664064, 'n': 982, 'trace_an': 0}
  • id: 224995982
    {'hecke_orbit_code': 54043195662664064, 'n': 983, 'trace_an': 98552696992}
  • id: 224995983
    {'hecke_orbit_code': 54043195662664064, 'n': 984, 'trace_an': 0}
  • id: 224995984
    {'hecke_orbit_code': 54043195662664064, 'n': 985, 'trace_an': -81459492672}
  • id: 224995985
    {'hecke_orbit_code': 54043195662664064, 'n': 986, 'trace_an': 0}
  • id: 224995986
    {'hecke_orbit_code': 54043195662664064, 'n': 987, 'trace_an': -14989222368}
  • id: 224995987
    {'hecke_orbit_code': 54043195662664064, 'n': 988, 'trace_an': 0}
  • id: 224995988
    {'hecke_orbit_code': 54043195662664064, 'n': 989, 'trace_an': 25650002176}
  • id: 224995989
    {'hecke_orbit_code': 54043195662664064, 'n': 990, 'trace_an': 0}
  • id: 224995990
    {'hecke_orbit_code': 54043195662664064, 'n': 991, 'trace_an': 116501259256}
  • id: 224995991
    {'hecke_orbit_code': 54043195662664064, 'n': 992, 'trace_an': 0}
  • id: 224995992
    {'hecke_orbit_code': 54043195662664064, 'n': 993, 'trace_an': -25712255952}
  • id: 224995993
    {'hecke_orbit_code': 54043195662664064, 'n': 994, 'trace_an': 0}
  • id: 224995994
    {'hecke_orbit_code': 54043195662664064, 'n': 995, 'trace_an': -20954595936}
  • id: 224995995
    {'hecke_orbit_code': 54043195662664064, 'n': 996, 'trace_an': 0}
  • id: 224995996
    {'hecke_orbit_code': 54043195662664064, 'n': 997, 'trace_an': 80585979480}
  • id: 224995997
    {'hecke_orbit_code': 54043195662664064, 'n': 998, 'trace_an': 0}
  • id: 224995998
    {'hecke_orbit_code': 54043195662664064, 'n': 999, 'trace_an': -3544672104}
  • id: 224995999
    {'hecke_orbit_code': 54043195662664064, 'n': 1000, 'trace_an': 0}