Newform data - 650.6.a.p

Formats: - HTML - YAML - JSON - 2025-01-03T03:33:21.800604

• 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': 23400, 'analytic_conductor': 104.2494828784374, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -1], [13, 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': [650, 1, [27, 301], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 374437507353043080, 'field_disc_factorization': [[2, 3], [3, 1], [5, 1], [5165947, 1], [604015597, 1]], 'field_poly': [-60300, 36840, 1405, -601, -1, 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': [[3, [14208, 35296, -2145, -569, 9, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994511221386, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 10, 'hecke_ring_index_factorization': [[2, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '650.6.a.p', 'level': 650, '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': False, 'level_primes': [2, 5, 13], 'level_radical': 130, 'minimal_twist': '650.6.a.o', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+(-2+\\beta _{1})q^{3}+2^{4}q^{4}+(-8+\\cdots)q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '650.6.a', 'trace_display': [20, -9, 0, 42], 'trace_hash': 1856771112370195155, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.714', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '63.467', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1377.963', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [5, 20, -9, 80, 0, -36, 42, 320, 4, 0, -213, -144, -845, 168, 0, 1280, -601, 16, -567, 0, -3700, -852, -636, -576, 0, -3380, -5283, 672, 540, 0, -10828, 5120, 2227, -2404, 0, 64, -12708, -2268, 1521, 0, -11461, -14800, -2020, -3408, 0, -2544, -35062, -2304, -7285, 0, 12859, -13520, -7718, -21132, 0, 2688, -76689, 2160, -44686, 0, 18972, -43312, 23698, 20480, 0, 8908, -98667, -9616, -32718, 0, 23928, 256, 17529, -50832, 0, -9072, -74234, 6084, -67676, 0, 26629, -45844, 13689, -59200, 0, -8080, -64204, -13632, -287231, 0, -7098, -10176, 38102, -140248, 0, -9216, -78846, -29140, -440284, 0, -30260, 51436, -228262, -54080, 0, -30872, -204905, -84528, -254316, 0, 245704, 10752, 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• 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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-4133908, 318410, 1000256, 522821], [-96656216, -14535654, 627200, 165198, 176004], [6878418, -9411748, 1435636, -336172, 403426], [215397858, 3813997, -287566, 388372, 206511], [45199773, 12105113, 45465, 92762, 268623], [14809673, 4385595, -896737, 30192, 655493], [18642737, 8427963, 491841, -97692, -274330], [1234236, 12022240, 2508, 396526, 207422], [164181996, -631370, -318408, -281396, 471588], [-194831244, 3030376, -733750, 272236, -173505], [-8346794, -8758302, 1004982, -794892, -685600], [-13059576, -2887180, 245232, -433264, -68694], [125813140, -791582, 1536706, -70646, -754647], [-56216020, 4129594, 84252, 752020, -282028], [-187693348, -1488317, -1385412, -69584, 140947], [80906184, 4694046, 1062536, 163062, -688370], [46542928, -11795269, -1621466, 222122, -573485], [-129173579, -4504572, 721570, 612228, -81127], [-101481923, 1938911, -1196713, -398410, 618423], [-68540743, -6540107, -662207, 352132, -400294], [-132442093, -8163580, -1772050, 465236, 454323], [-79545773, 9827369, -1269065, -611422, -17429], [-126156266, 11126088, 106716, 140670, -419412], [39353926, -2069520, 607220, 204762, 592988], [203221750, -3380270, -412770, 416860, 63988], [140277301, 9675038, 465362, -67357, 490753], [-116786245, -181182, 2671822, -310692, 87666], [-75853653, 3316827, 1395839, -1324650, -242650], [-110765729, 624055, 1328491, 440458, -245709], [173480447, -856306, -286894, 528458, 98843], [40033447, -16686117, -541983, -34656, -426370], [-105901142, -12355858, -1258512, -383206, 120502], [126259280, -2991318, -2297610, 685590, 343951], [243811942, 399953, 867490, -680020, -200363], [207058388, -5669606, -2047972, 177994, -349458], [130715032, -4715401, 714570, 254504, 192774], [-6192311, 8189102, -2336964, -145129, -195078], [36011546, -4250988, -2403840, 795066, 314204], [-103086191, 9013359, -1515387, -286836, -629620], [-78263259, 13623938, 1147034, -323872, 633086], [160063484, 3253527, 1322018, 876030, -389025], [-388305982, 98149, 27896, 619804, 208384], [47878588, 12878080, 1524720, 390682, 1536422], [116632437, 14714154, 41260, -1129680, -371297], [-122043726, -3126746, 2929294, -995984, -225162], [-50122556, -10549048, -79854, 211055, 496034], [152998129, 4442997, -697339, 293580, 655579], [-112405646, 5550470, -1515430, 402944, 79966], [-54620882, 21243700, -388150, 779746, -942715], [362352576, -6179020, -225634, 502181, 268633], [-243340847, 11783792, 970658, -1244005, -836903], [-106713910, -15671136, -2208068, 688014, 365742], [-292529190, -5563570, -1123598, -450226, -900667], [-32904337, 7301611, 2326583, 39862, 902806], [-32371416, 18725342, -32430, 681416, -231815], [54495058, 12188556, -1502644, -681744, -499558], [88393874, 16182858, -1256904, 3828, -281518], [-209184329, 2670429, -575811, 890328, -109224], [275971427, -906094, -372696, 836960, 1367031], [-83040796, 1408518, -1138100, 7746, 1163098], [37186376, 10485351, -113956, -957156, -222759], [-224705334, -3606396, 392474, -652374, -1483819], [-261725868, -2608832, 1388952, -883472, -16842], [-212249325, 14215755, 1328997, 1058352, 811241], [20386540, 9933429, -2313574, -686088, -783272], [38128971, 7697217, -1473277, 377754, -289826], [131796587, -4231932, -1417192, 933264, 275630], [44229815, -12472725, 1148917, -326724, 642636], [42272886, 15540142, 1895872, 192685, 864833], [-155763212, -679121, -886422, -99548, -1101748], [-157046910, 219814, 1214180, -632570, 1320770], [-114952522, -7448464, 1983636, 1533560, 355398], [-403151163, -4323106, -1756218, -524176, 125258], [-168777243, -3606311, 895095, -1085564, -118978], [-26912176, 472188, -1389466, 126054, 1188893], [170638558, -16779838, 729944, 352940, 680774], [9318272, -18039437, 3890288, -625460, -1047899], [351859202, 21055182, -968144, -389856, 183140], [-19866082, 3109134, -1542764, -1806402, -70278], [219355751, -14225679, 597425, -892908, -1080890], [-129239212, -10285268, -3722646, -840386, -771851], [47996524, -4098488, 1621314, -1066433, -1513801], [178766853, -5292138, 2373836, -652344, -1202889], [-46559826, 7508181, 1244680, 1474344, -469582], [196624886, -6632726, 17630, 583072, 964888], [179090464, 5264478, -1942986, -449322, 221759], [-90788636, -10711644, -785038, 951855, -175560], [31824304, -5152138, -156104, 267266, -385416], [-61489134, -1956151, -2010698, -523108, -752087], [-210747816, 11301360, -228990, -116616, -71407], [-168227292, 269375, -147052, -211132, -811771], [388310708, 1843524, -1074338, -536391, 184794], [-285432500, 5264894, 2714812, -704866, -127856], [477983773, 30167223, -1895771, -1024782, 347458], [292463554, 4931117, 1213096, 374192, -1180706], [-80506260, -14177652, 3589698, 2228142, 496765], [-45777584, -17765918, 1515400, 767494, -668518], [58674516, 432084, -3171256, 808836, -127740], [143999284, 5773260, 720706, -113316, 2250027], [304340339, -20724135, 462243, -731868, -367239], [-174711678, 6011159, -1244794, 109304, -939927]], 'char_orbit_index': 1, 'field_poly': [-60300, 36840, 1405, -601, -1, 1], 'hecke_orbit_code': 67553994511221386, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 120, 1, 120], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [241, -2, 0, 1, 0], [-576, 477, -8, 2, 8], [114745, -1890, 112, 573, 8]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [22290, 1225, -571, -1, 1], [-241, 2, 1, 0, 0], [38160, -5990, -601, 14, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 5, 'label': '650.6.a.p', 'level': 650, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

  Column	Type
  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_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

  
  {'ALdims': [12, 12, 13, 11, 12, 9, 11, 15], 'Nk2': 23400, 'analytic_conductor': 104.2494828784374, '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': [650, 1, [27, 301], [1, 1]], 'conrey_index': 1, 'cusp_dim': 512, 'dim': 95, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663946, 'hecke_orbit_dims': [1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 5, 5, 5, 5, 6, 6, 6, 6, 9, 9], 'label': '650.6.a', 'level': 650, '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': False, 'level_primes': [2, 5, 13], 'level_radical': 130, 'mf_dim': 536, 'mf_new_dim': 95, 'num_forms': 23, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 95, 'sturm_bound': 630, 'trace_bound': 7, 'trace_display': [-4, 26, 0, -312], 'traces': [95, -4, 26, 1520, 0, -16, -312, 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227817224, -13456456, 0, -15958080, -20217674, 45147984, 81355744, 0, 123040910, 71735920, -34918706, 18705792, 0, -21850888, 29707496, 1703936, -169357218, 0, -306086366, 9977504, -64224938, 126550576, 0, -19982208, 115178178, 13033544, 24530844, 0, 158886784, -3256080, 134235168, 54819072, 0, 52101408, -68898524, -15108384, 80172776, 0, 128051936, 7113216, -32496334, 58621864, 0, 23824512, -91571218, -137899264, 77577864, 0, 101146138, 8694024, 16172936, -50988800, 0, 22178208, 27721664, 26057856, 132378852, 0, 152657852, -9529536, -123675604, 69997040, 0, -19974656, 124578632, 92724328, 20375316, 0, -289610470, -84997232, 89559876, 31936768, 0, -131920928, -24345340, 19411456, 91147866, 0, -104229592, -692224, -199377810, -162670224, 0, -30904128, 257289296, 18424288, 100447872, 0, 49664989, 8819504, -136077624, 41926240, 0, 104078896, 39603416, -3486208, 170343660, 0, -61496340, -41824704, -75038338, -274984656, 0, 52126208, -42964586, -40816880, 75819784, 0, 74003512, -43152584, -247513800, 6447104, 0, -7326760, 52709552, 11321088, -65901768, 0, 33207148, 17010944, 279265430, -59507520, 0, 27946688, -18174890, -1377952, -93710368, 0, -118699108, 83625964, 204581242, -27040, 0, -52715280, -98904224, 44909184, -70357780, 0, 397280028, 34154624, 77280116, -1481872, 0, -688128, 50478948, -129566248, 189066672, 0, 16651044, 60434944, -110997568, 2973056, 0, 53782776, -57055706, 4006592, -72203206, 0, 266528768, -19421184, 128956816, -41606968, 0, 73426720, 91595276, -165755952, 86276304, 0, 107735444, -98719888, -54024230, 22944000, 0, -69670208, -17219048, 4470784, -12193022, 0, -34752360, 20778112, -84632588, -104599952, 0, 12643904, 23927254, 150298832, 189145318, 0, 404630442, -13191424, -147680112, 5796864, 0, 30468096, 125396840, 109442240, 54770534, 0, -282276840, 2492800, 128662116, -7309576, 0, 29119232, 14707232, 26487352, 184786324, 0, 99860979, -3208296, -212720008, 15853152, 0, -171319536, 109796576, -13675840, 77782652, 0, 27329634, -20031232, 93123660, 75319424, 0, 5806592, -141390518, -556272, 267059388, 0, 254233214, 53014848, -178821184, 74373376, 0, 55306976, -309237502, -12503296, -143098196, 0, -98916796, -10756096, -344117052, 196454752, 0, 47833984, -40691606, -42744288, -228314416, 0], 'weight': 6, '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: 436460
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '650.6.a.p', 'source_level': 650, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 15, 'target_is_minimal': True, 'target_label': '650.6.a.o', 'target_level': 650, 'twist_class_label': '650.6.a.o', 'twist_class_level': 650, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 436461
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '650.6.a.p', 'source_level': 650, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 16, 'target_is_minimal': True, 'target_label': '650.6.a.p', 'target_level': 650, 'twist_class_label': '650.6.a.o', 'twist_class_level': 650, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 436462
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '650.6.a.p', 'source_level': 650, 'target_char_orbit': 2, 'target_dim': 10, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '650.6.b.m', 'target_level': 650, 'twist_class_label': '650.6.a.o', 'twist_class_level': 650, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1169400
    {'charpoly_factorization': [[[-4, 1], 5]], 'hecke_orbit_code': 67553994511221386, 'p': 2}
  • id: 1169401
    {'charpoly_factorization': [[[14208, 35296, -2145, -569, 9, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 3}
  • id: 1169402
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 67553994511221386, 'p': 5}
  • id: 1169403
    {'charpoly_factorization': [[[14217728944, 316914732, -461912, -37493, -42, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 7}
  • id: 1169404
    {'charpoly_factorization': [[[-310309345876, 24495434940, -124322887, -519791, 213, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 11}
  • id: 1169405
    {'charpoly_factorization': [[[169, 1], 5]], 'hecke_orbit_code': 67553994511221386, 'p': 13}
  • id: 1169406
    {'charpoly_factorization': [[[59701212884156, 555791815936, -548023313, -2219653, 601, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 17}
  • id: 1169407
    {'charpoly_factorization': [[[5749505909730432, 6036235891248, -7410838788, -7263860, 567, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 19}
  • id: 1169408
    {'charpoly_factorization': [[[20308915254420000, 38586539405700, -4889964276, -21164661, 636, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 23}
  • id: 1169409
    {'charpoly_factorization': [[[-21337462504523876, -89367020511003, 134499464776, -42742958, -540, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 29}
  • id: 1169410
    {'charpoly_factorization': [[[190703824040808, 5410973728596, 34877323974, 34169743, 10828, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 31}
  • id: 1169411
    {'charpoly_factorization': [[[-469525976468941312, -704971488778944, -304046735104, -12726668, 12708, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 37}
  • id: 1169412
    {'charpoly_factorization': [[[1757701439905792000, 53134267904000, -292906821760, -17412760, 11461, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 41}
  • id: 1169413
    {'charpoly_factorization': [[[117620382030661807280, 57027546975197380, -1156957805312, -499606993, 2020, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 43}
  • id: 1169414
    {'charpoly_factorization': [[[-34116647855556267648, 33659280051730896, -6074792218536, -63411953, 35062, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 47}
  • id: 1169415
    {'charpoly_factorization': [[[7134060570679624382450, 724258497589713725, -16501332771944, -1833017230, 7718, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 53}
  • id: 1169416
    {'charpoly_factorization': [[[-3535853193885725812160, 709438621920308240, -29517555480196, -1064382961, 44686, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 59}
  • id: 1169417
    {'charpoly_factorization': [[[33638376569332128637608, 2895841011979547541, 9932162118436, -3270109158, -18972, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 61}
  • id: 1169418
    {'charpoly_factorization': [[[-171013190408966294604, 150500719022582460, 40345560200727, 3258386929, 98667, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 67}
  • id: 1169419
    {'charpoly_factorization': [[[-360349430843365027840, 24454249216197120, 13512741542864, -1208459180, -23928, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 71}
  • id: 1169420
    {'charpoly_factorization': [[[-50084448943677342807600, 11388019292946027840, 122438806092080, -7494628596, -17529, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 73}
  • id: 1169421
    {'charpoly_factorization': [[[99123818966338926777056, 4080795021410167268, -254810881736876, -5098454125, 67676, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 79}
  • id: 1169422
    {'charpoly_factorization': [[[-528676498930753497600000, 15426159035422854000, 318951000873975, -10407726851, -13689, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 83}
  • id: 1169423
    {'charpoly_factorization': [[[-2394542958821076856074944, -81027768216151092704, -76280430883972, 23611514768, 287231, 1], 1]], 'hecke_orbit_code': 67553994511221386, 'p': 89}
  • id: 1169424
    {'charpoly_factorization': [[[37746196640579399377206400, 466257955168109112960, -3333415397905112, -44314935620, 78846, 1], 1]], 'hecke_orbit_code': 67553994511221386, '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': 16, 'label': '650.6.a.p', 'level': 650, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 61126627
    {'hecke_orbit_code': 67553994511221386, 'n': 1, 'trace_an': 5}
  • id: 61126628
    {'hecke_orbit_code': 67553994511221386, 'n': 2, 'trace_an': 20}
  • id: 61126629
    {'hecke_orbit_code': 67553994511221386, 'n': 3, 'trace_an': -9}
  • id: 61126630
    {'hecke_orbit_code': 67553994511221386, 'n': 4, 'trace_an': 80}
  • id: 61126631
    {'hecke_orbit_code': 67553994511221386, 'n': 5, 'trace_an': 0}
  • id: 61126632
    {'hecke_orbit_code': 67553994511221386, 'n': 6, 'trace_an': -36}
  • id: 61126633
    {'hecke_orbit_code': 67553994511221386, 'n': 7, 'trace_an': 42}
  • id: 61126634
    {'hecke_orbit_code': 67553994511221386, 'n': 8, 'trace_an': 320}
  • id: 61126635
    {'hecke_orbit_code': 67553994511221386, 'n': 9, 'trace_an': 4}
  • id: 61126636
    {'hecke_orbit_code': 67553994511221386, 'n': 10, 'trace_an': 0}
  • id: 61126637
    {'hecke_orbit_code': 67553994511221386, 'n': 11, 'trace_an': -213}
  • id: 61126638
    {'hecke_orbit_code': 67553994511221386, 'n': 12, 'trace_an': -144}
  • id: 61126639
    {'hecke_orbit_code': 67553994511221386, 'n': 13, 'trace_an': -845}
  • id: 61126640
    {'hecke_orbit_code': 67553994511221386, 'n': 14, 'trace_an': 168}
  • id: 61126641
    {'hecke_orbit_code': 67553994511221386, 'n': 15, 'trace_an': 0}
  • id: 61126642
    {'hecke_orbit_code': 67553994511221386, 'n': 16, 'trace_an': 1280}
  • id: 61126643
    {'hecke_orbit_code': 67553994511221386, 'n': 17, 'trace_an': -601}
  • id: 61126644
    {'hecke_orbit_code': 67553994511221386, 'n': 18, 'trace_an': 16}
  • id: 61126645
    {'hecke_orbit_code': 67553994511221386, 'n': 19, 'trace_an': -567}
  • id: 61126646
    {'hecke_orbit_code': 67553994511221386, 'n': 20, 'trace_an': 0}
  • id: 61126647
    {'hecke_orbit_code': 67553994511221386, 'n': 21, 'trace_an': -3700}
  • id: 61126648
    {'hecke_orbit_code': 67553994511221386, 'n': 22, 'trace_an': -852}
  • id: 61126649
    {'hecke_orbit_code': 67553994511221386, 'n': 23, 'trace_an': -636}
  • id: 61126650
    {'hecke_orbit_code': 67553994511221386, 'n': 24, 'trace_an': -576}
  • id: 61126651
    {'hecke_orbit_code': 67553994511221386, 'n': 25, 'trace_an': 0}
  • id: 61126652
    {'hecke_orbit_code': 67553994511221386, 'n': 26, 'trace_an': -3380}
  • id: 61126653
    {'hecke_orbit_code': 67553994511221386, 'n': 27, 'trace_an': -5283}
  • id: 61126654
    {'hecke_orbit_code': 67553994511221386, 'n': 28, 'trace_an': 672}
  • id: 61126655
    {'hecke_orbit_code': 67553994511221386, 'n': 29, 'trace_an': 540}
  • id: 61126656
    {'hecke_orbit_code': 67553994511221386, 'n': 30, 'trace_an': 0}
  • id: 61126657
    {'hecke_orbit_code': 67553994511221386, 'n': 31, 'trace_an': -10828}
  • id: 61126658
    {'hecke_orbit_code': 67553994511221386, 'n': 32, 'trace_an': 5120}
  • id: 61126659
    {'hecke_orbit_code': 67553994511221386, 'n': 33, 'trace_an': 2227}
  • id: 61126660
    {'hecke_orbit_code': 67553994511221386, 'n': 34, 'trace_an': -2404}
  • id: 61126661
    {'hecke_orbit_code': 67553994511221386, 'n': 35, 'trace_an': 0}
  • id: 61126662
    {'hecke_orbit_code': 67553994511221386, 'n': 36, 'trace_an': 64}
  • id: 61126663
    {'hecke_orbit_code': 67553994511221386, 'n': 37, 'trace_an': -12708}
  • id: 61126664
    {'hecke_orbit_code': 67553994511221386, 'n': 38, 'trace_an': -2268}
  • id: 61126665
    {'hecke_orbit_code': 67553994511221386, 'n': 39, 'trace_an': 1521}
  • id: 61126666
    {'hecke_orbit_code': 67553994511221386, 'n': 40, 'trace_an': 0}
  • id: 61126667
    {'hecke_orbit_code': 67553994511221386, 'n': 41, 'trace_an': -11461}
  • id: 61126668
    {'hecke_orbit_code': 67553994511221386, 'n': 42, 'trace_an': -14800}
  • id: 61126669
    {'hecke_orbit_code': 67553994511221386, 'n': 43, 'trace_an': -2020}
  • id: 61126670
    {'hecke_orbit_code': 67553994511221386, 'n': 44, 'trace_an': -3408}
  • id: 61126671
    {'hecke_orbit_code': 67553994511221386, 'n': 45, 'trace_an': 0}
  • id: 61126672
    {'hecke_orbit_code': 67553994511221386, 'n': 46, 'trace_an': -2544}
  • id: 61126673
    {'hecke_orbit_code': 67553994511221386, 'n': 47, 'trace_an': -35062}
  • id: 61126674
    {'hecke_orbit_code': 67553994511221386, 'n': 48, 'trace_an': -2304}
  • id: 61126675
    {'hecke_orbit_code': 67553994511221386, 'n': 49, 'trace_an': -7285}
  • id: 61126676
    {'hecke_orbit_code': 67553994511221386, 'n': 50, 'trace_an': 0}
  • id: 61126677
    {'hecke_orbit_code': 67553994511221386, 'n': 51, 'trace_an': 12859}
  • id: 61126678
    {'hecke_orbit_code': 67553994511221386, 'n': 52, 'trace_an': -13520}
  • id: 61126679
    {'hecke_orbit_code': 67553994511221386, 'n': 53, 'trace_an': -7718}
  • id: 61126680
    {'hecke_orbit_code': 67553994511221386, 'n': 54, 'trace_an': -21132}
  • id: 61126681
    {'hecke_orbit_code': 67553994511221386, 'n': 55, 'trace_an': 0}
  • id: 61126682
    {'hecke_orbit_code': 67553994511221386, 'n': 56, 'trace_an': 2688}
  • id: 61126683
    {'hecke_orbit_code': 67553994511221386, 'n': 57, 'trace_an': -76689}
  • id: 61126684
    {'hecke_orbit_code': 67553994511221386, 'n': 58, 'trace_an': 2160}
  • id: 61126685
    {'hecke_orbit_code': 67553994511221386, 'n': 59, 'trace_an': -44686}
  • id: 61126686
    {'hecke_orbit_code': 67553994511221386, 'n': 60, 'trace_an': 0}
  • id: 61126687
    {'hecke_orbit_code': 67553994511221386, 'n': 61, 'trace_an': 18972}
  • id: 61126688
    {'hecke_orbit_code': 67553994511221386, 'n': 62, 'trace_an': -43312}
  • id: 61126689
    {'hecke_orbit_code': 67553994511221386, 'n': 63, 'trace_an': 23698}
  • id: 61126690
    {'hecke_orbit_code': 67553994511221386, 'n': 64, 'trace_an': 20480}
  • id: 61126691
    {'hecke_orbit_code': 67553994511221386, 'n': 65, 'trace_an': 0}
  • id: 61126692
    {'hecke_orbit_code': 67553994511221386, 'n': 66, 'trace_an': 8908}
  • id: 61126693
    {'hecke_orbit_code': 67553994511221386, 'n': 67, 'trace_an': -98667}
  • id: 61126694
    {'hecke_orbit_code': 67553994511221386, 'n': 68, 'trace_an': -9616}
  • id: 61126695
    {'hecke_orbit_code': 67553994511221386, 'n': 69, 'trace_an': -32718}
  • id: 61126696
    {'hecke_orbit_code': 67553994511221386, 'n': 70, 'trace_an': 0}
  • id: 61126697
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  • id: 61126884
    {'hecke_orbit_code': 67553994511221386, 'n': 997, 'trace_an': -34477892}