Newform data - 25.8.a.b

Formats: - HTML - YAML - JSON - 2025-12-10T02:28:44.348201

• 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': 1600, 'analytic_conductor': 7.809625637103044, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 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': [25, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 76, 'field_disc_factorization': [[2, 2], [19, 1]], 'field_poly': [-19, 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': [[2, [24, 20, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588249, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 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': False, 'label': '25.8.a.b', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.8.a.b', 'nf_label': '2.2.76.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-10+\\beta )q^{2}+(-10-8\\beta )q^{3}+(48+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.8.a', 'trace_display': [-20, -20, 0, 100], 'trace_hash': 1030713280179422561, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.927', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.090', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.290', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '63.360', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -20, -20, 96, 0, -1016, 100, -1440, 5554, 0, 4544, 23360, -3540, 7512, 0, 20352, 27340, -31220, 38760, 0, -69096, -106240, 124140, -131520, 0, -57016, -206360, -165440, -72260, 0, 306824, 78080, 440960, -453368, 0, -219808, 123020, -338960, 774728, 0, 264364, 545040, -423300, 1434112, 0, -1303416, 105460, -981760, -1165414, 0, 1166344, 1678400, 2391580, 1102960, 0, 949440, -776720, -2244440, -1120120, 0, 2257044, -2642640, 1639620, -5146624, 0, -6564352, -4516460, 4911680, -745272, 0, 621784, -1080480, -4569060, 2651272, 0, 887680, -3177600, -4670800, 4333040, 0, -2397878, 5989960, 9793020, -398208, 0, 10798184, 24458920, -10567680, 6025620, 0, -5352296, 7199040, -6473040, 5860792, 0, 13305344, -4609540, 12505340, 2890688, 0, 771804, -26486480, -12628420, -8541120, 0, -32033816, -11391900, 9307520, -10431020, 0, -32281976, 6465280, 5069260, -16285280, 0, 55872320, -24617140, 45759920, -8711208, 0, -4330374, -46890440, -71712440, 6215552, 0, 8457624, 44768580, 52561920, -48288472, 0, 43765824, 64261120, 4661840, 33098232, 0, -41280960, 10282620, -67404240, 60823720, 0, -56377736, 4422160, 28923520, 72082304, 0, 11306984, 4844540, -71724480, -30153500, 0, 40788504, -22070400, 47128300, 48075264, 0, -24342656, -8280100, 28486560, 41028328, 0, 2734104, 105864220, -46803940, -159982528, 0, -23390616, 36532740, 32238720, -63042306, 0, 115418920, -151622080, 95042940, -170984720, 0, 7327744, -265268560, -108555720, 213312440, 0, 43795324, 33835920, 171989560, -96822720, 0, -126074592, 134103680, -133245760, -64113840, 0, -184645736, -37253120, 221242700, 131473192, 0, -72963872, -206417940, -142493440, -171690000, 0, 141695544, 49920360, -169767240, 352445312, 0, 84999784, 334814220, -95169280, 68606720, 0, 76440544, 277156160, -91337840, -51995688, 0, 33302400, 39174800, 167201720, 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497898000, 472259440, -1752806944, 0, 465241384, -398821960, 845689920, 392534952, 0, 80490224, -1020726720, 962662060, -1065345768, 0, -796509696, -534531780, 957575700, -3362337272, 0, 526864128, -547794320, -92957800, 1092598080, 0, -101145816, 845927860, -298061440, -1360899300, 0, 949326320, 881704960, -347597220, 2988131360, 0, 1255220160, -771773040, -2516334640, 70960080, 0, -1021009878, -2502721240, 2253505340, 136830592, 0, -2848978352, -1584258860, 1223558400, 2115514828, 0, -335029896, 3505393920, -2344170660, -2581060096, 0, 753915840, 1931860520, -285161760, -21830760, 0, -1627816, 902415760, 1433807820, 1687695360, 0, -2653441016, -125074660, -1928813760, 3376733220, 0, 1770420744, 941242080, -1667763840, 1338971592, 0, 2410484224, 1284668460, 3434864800, -1385774880, 0, 3933660804, 1449715920, -801843280, -1115721408, 0, 1241781840, -1273087360, -2618532480, -811448420, 0, -3805225176, 219524160, 1879282320, -2010818232, 0, 932345344, 738312560, -1753861120, 764643160, 0, -3145522716, -3082527040, 1399325140, -2696099520, 0, 428933728, -1249067800, 2771482560, 529590016, 0, 547716024, -2714728960, 2703989820, 935374944, 0, -1758519360, 2385988080, -85770640, -2705963280, 0, -3100162678, -1555070800, -3269412900, 722682752, 0, 4704862984, -5910765800, 363704320, 1459916300, 0, -2852804992, -8035787200, -3979520240, -378326248, 0, -2327059200, 3166987500, 4335890760, -1683543440, 0, 1572808044, 2755169280, 113384860, -2634223360, 0, 3324026184, 4025166740, 4812089920, -901539608, 0, 2197356904, 4953532800, -3587811200, 2826002880, 0, -2565350784, 5342535100, -688657120, 1404341040, 0, -2577680376, 5372512360, -4229253360, 5317646048, 0, 4537929304, -5117731180, -4543471680, 490423528, 0, 1691548864, 1499189120, 2525181160, -895331680, 0, 3394625024, 626929200, 242916720, 3192906600, 0, 5234819544, 2474952960, 3872539580, 1801932480, 0, -6983281152, -1986798060, 3264036800, 245112380, 0, -2153935496, 49070080, -4306661600, 5633951112, 0, -6152137856, 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-60230782416, -63429682240, -6384662320, 39111511672, 0, 7402879744, -21384747620, 23580540400, 33010016640, 0, -18904299340, -90482819840, -16348170180, 21984639360, 0, -59309004560, -10282208400, 32829738240, -28952826072, 0, -31189308536, 7048258560, 17026035360, -3090979296, 0, 100667190144, 3647855260, 5610799600, -37224106640, 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

  
  {'an': [[1, 0], [-10, 1], [-10, -8], [48, -20], [0, 0], [-508, 70], [50, 56], [-720, 120], [2777, 160], [0, 0], [2272, -400], [11680, -184], [-1770, -608], [3756, -510], [0, 0], [10176, 640], [13670, -1184], [-15610, 1177], [19380, 320], [0, 0], [-34548, -960], [-53120, 6272], [62070, -408], [-65760, 4560], [0, 0], [-28508, 4310], [-103180, -6320], [-82720, 1688], [-36130, -19520], [0, 0], [153412, 2800], [39040, -11584], [220480, -14176], [-226684, 25510], [0, 0], [-109904, -47860], [61510, 25536], [-169480, 16180], [387364, 20240], [0, 0], [132182, 56800], [272520, -24948], [-211650, 43192], [717056, -64640], [0, 0], [-651708, 66150], [52730, 45496], [-490880, -87808], [-582707, 5600], [0, 0], [583172, -97520], [839200, 6216], [1195790, -53408], [551480, -39980], [0, 0], [474720, -34320], [-388360, -158240], [-1122220, 159070], [-560060, 227360], [0, 0], [1128522, -160000], [-1321320, 125412], [819810, 163512], [-2573312, 72960], [0, 0], [-3282176, 362240], [-2258230, -79384], [2455840, -330232], [-372636, -492480], [0, 0], [310892, 70000], [-540240, 218040], [-2284530, -226208], [1325636, -193850], [0, 0], [443840, -372240], [-1588800, 107232], [-2335400, 184964], [2166520, 472480], [0, 0], [-1198939, 538720], [2994980, -435818], [4896510, 490392], [-199104, 644880], [0, 0], [5399092, -643570], [12229460, 484240], [-5283840, 560640], [3012810, -317760], [0, 0], [-2676148, -129520], [3599520, -1260984], [-3236520, -1255296], [2930396, -402230], [0, 0], [6652672, -196480], [-2304770, 561696], [6252670, -638707], [1445344, -747280], [0, 0]], 'ap': [[-10, 1], [-10, -8], [0, 0], [50, 56], [2272, -400], [-1770, -608], [13670, -1184], [19380, 320], [62070, -408], [-36130, -19520], [153412, 2800], [61510, 25536], [132182, 56800], [-211650, 43192], [52730, 45496], [1195790, -53408], [-560060, 227360], [1128522, -160000], [-2258230, -79384], [310892, 70000], [-2284530, -226208], [2166520, 472480], [4896510, 490392], [3012810, -317760], [-2304770, 561696], [385902, 379200], [-6314210, -271608], [-5695950, -1091544], [-5215510, 413760], [2534630, 2723392], [22384290, -366824], [21882912, 1011600], [5141310, 3044736], [30411860, -1107360], [-15076750, 5108800], [20394252, 2937200], [-4140050, -1738944], [-23401970, -18408], [18266370, -4605384], [47521470, 5587392], [106656220, -2521120], [21897662, -13584000], [-92322868, -6210800], [110621350, -2901408], [-103208970, -4771104], [-85845000, 11302400], [38220272, -15250800], [-19229930, 28422792], [150104290, 17261576], [-164885930, 6830080], [-241184490, -9866208], [-8286440, -5620960], [-11107218, 33884000], [-78649248, 5934000], [2617350, 37409856], [-104789570, -9268408], [48631930, 25493120], [369610092, -15929200], [229495790, -42620224], [-375787338, 29872800], [-136349290, -9375208], [-144951450, -30676608], [-358084950, 22953256], [-39856428, -14833200], [399005830, 14121792], [-16415330, -52405984], [40245112, -14663600], [-267265890, 65542336], [422963930, -84690104], [-680449650, 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[4156802250, 362729656], [3372580230, 568424992], [5617672470, -313509984], [-575819620, -194580480], [1846974012, -215198800], [-2106835218, -116944800], [-5892033850, 391249592], [327765530, -393283304], [-3718767410, 315888992], [306092140, -918406240], [5817663522, 831324800], [-10104690130, -352434208], [1878414390, 149474976], [-3668776290, 459051192], [-411967368, -463478800], [-9525667798, 873140800], [7396260390, -689304640], [1714880280, 884937120], [10712518690, -885390024], [-2080182290, -1042795008], [-1691841540, -604814560], [1480932950, -315738008], [-6568173948, -1205453200], [-6496030050, -837052544], [6644776122, 1203475200], [-4755070, -505922880], [8016221670, -852155808], [23520003810, -58852664], [-19357501970, -641804704], [-3987079510, -1031075840], [-6169525328, -1642523600], [2553211842, -1207732800], [12826122070, -2118739608], [3784942490, -1844448824], [-3333051830, -1600325120], [-339700240, -520326560], [-4253222410, 2409716192], [1897469150, 1447877056], [-2926762860, 3135832160], [17154536230, 371289992], [27855983390, 1111035776], [-10425017138, 2410032800], [-6670356890, -3193763208], [-27072778590, 1170513336], [726243050, 1232547656], [23919731572, -882000400], [-21453756720, -2543320480], [192331670, 1902746080], [-4847276890, -1680031264], [-16149044218, -3785734400], [-27439755270, -311690904], [11529494390, 821550592], [8847546970, -141580584], [-30115391208, -2088692400], [-10692373810, 1063050976], [-8174085090, -4633442808], [-15594654268, -153646800], [1823927630, -2926062304]], 'char_orbit_index': 1, 'field_poly': [-19, 0, 1], 'hecke_orbit_code': 4503599761588249, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '25.8.a.b', 'level': 25, 'maxp': 997, 'weight': 8}
• 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

  
  {'ALdims': [5, 4], 'ALdims_eis_new': [1, 2], 'ALdims_eis_old': [2, 1], 'ALdims_old': [3, 3], 'Nk2': 1600, 'analytic_conductor': 7.809625637103044, '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': [25, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 15, 'dim': 9, 'eis_dim': 6, 'eis_new_dim': 3, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217753, 'hecke_orbit_dims': [1, 2, 2, 2, 2], 'label': '25.8.a', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 21, 'mf_new_dim': 12, 'num_forms': 5, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 20, 'trace_bound': 2, 'trace_display': [-6, 28, 0, 1744], 'traces': [9, -6, 28, 502, 0, 858, 1744, -2280, -1167, 0, -252, 26624, -7402, 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14049997440, -87093833936, 0, 32543425188, -89447696656, -6038430720, 173242281600, 0, 124853719500, 49236860592, -38039397500, 10802553600, 0, 97504044668, 41233583376, 47715093456, -32090909950, 0, 24001736916, 31563290644, -24258740448, 35418955566, 0, -8943531552, 2182645760, -8622315264, 11879915214, 0, -38159784400, -1952142672, 5226779680, -28812721400, 0, -58168145772, 31039341468, -27278977584, 3095069748, 0, -86234521632, -43583489984, 46155392320, 4959024450, 0, -10902576500, 8165460504, -4431575184, -128769850616, 0, -58077103200, -43973243006, 7540772784, -108215857464, 0, 15234911838, -73427507792, 6817199376, 104425038000, 0, 118348663656, -88094502756, 37392453120, -63683015324, 0, 120790342968, 2233062720, -23930558622, -42758807604, 0, -35270868000, 25455102080, 64537091520, 158301560784, 0, -57041753703, 19176382728, -57703156332, 73487211314, 0, -233675180424, 31924470144, -13690781640, -1454406300, 0, -55153552572, -65055379456, 11550095360, -161728483476, 0, 121261391668, -1593168006, 60464932336, 156135847800, 0, -74426360250, -159380354392, 30802103088, -70983471450, 0, -76068240600, 21036701808, 39641997280, -61353972864, 0, -15053985312, 35127445248, -28086226464, 299063463888, 0, 221906881878, 60287256094, -45599303400, -160721544000, 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: 19877
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '5.8.a.b', 'target_level': 5, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 19878
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.8.a.b', 'target_level': 25, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 19879
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '25.8.b.c', 'target_level': 25, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 19880
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '45.8.a.h', 'target_level': 45, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 19881
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '80.8.a.g', 'target_level': 80, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 19882
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '225.8.a.w', 'target_level': 225, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 19883
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '225.8.b.m', 'target_level': 225, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 19884
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '245.8.a.c', 'target_level': 245, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 19885
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '320.8.a.l', 'target_level': 320, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 19886
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '320.8.a.u', 'target_level': 320, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 19887
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 28, 'target_is_minimal': False, 'target_label': '400.8.a.bb', 'target_level': 400, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 19888
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '400.8.c.m', 'target_level': 400, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 19889
    {'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.8.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '605.8.a.d', 'target_level': 605, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 94825
    {'charpoly_factorization': [[[24, 20, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 2}
  • id: 94826
    {'charpoly_factorization': [[[-4764, 20, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 3}
  • id: 94827
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503599761588249, 'p': 5}
  • id: 94828
    {'charpoly_factorization': [[[-235836, -100, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 7}
  • id: 94829
    {'charpoly_factorization': [[[-6998016, -4544, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 11}
  • id: 94830
    {'charpoly_factorization': [[[-24961564, 3540, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 13}
  • id: 94831
    {'charpoly_factorization': [[[80327844, -27340, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 17}
  • id: 94832
    {'charpoly_factorization': [[[367802000, -38760, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 19}
  • id: 94833
    {'charpoly_factorization': [[[3840033636, -124140, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 23}
  • id: 94834
    {'charpoly_factorization': [[[-27652933500, 72260, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 29}
  • id: 94835
    {'charpoly_factorization': [[[22939401744, -306824, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 31}
  • id: 94836
    {'charpoly_factorization': [[[-45775154396, -123020, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 37}
  • id: 94837
    {'charpoly_factorization': [[[-227722158876, -264364, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 41}
  • id: 94838
    {'charpoly_factorization': [[[-96985991164, 423300, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 43}
  • id: 94839
    {'charpoly_factorization': [[[-154530884316, -105460, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 47}
  • id: 94840
    {'charpoly_factorization': [[[1213130224836, -2391580, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 53}
  • id: 94841
    {'charpoly_factorization': [[[-3614968086000, 1120120, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 59}
  • id: 94842
    {'charpoly_factorization': [[[-672038095516, -2257044, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 61}
  • id: 94843
    {'charpoly_factorization': [[[4620664454244, 4516460, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 67}
  • id: 94844
    {'charpoly_factorization': [[[-275746164336, -621784, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 71}
  • id: 94845
    {'charpoly_factorization': [[[1330152816836, 4569060, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 73}
  • id: 94846
    {'charpoly_factorization': [[[-12272229720000, -4333040, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 79}
  • id: 94847
    {'charpoly_factorization': [[[5699002341636, -9793020, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 83}
  • id: 94848
    {'charpoly_factorization': [[[1403196358500, -6025620, 1], 1]], 'hecke_orbit_code': 4503599761588249, 'p': 89}
  • id: 94849
    {'charpoly_factorization': [[[-18666217374716, 4609540, 1], 1]], 'hecke_orbit_code': 4503599761588249, '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': 2, 'label': '25.8.a.b', 'level': 25, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19527828
    {'hecke_orbit_code': 4503599761588249, 'n': 1, 'trace_an': 2}
  • id: 19527829
    {'hecke_orbit_code': 4503599761588249, 'n': 2, 'trace_an': -20}
  • id: 19527830
    {'hecke_orbit_code': 4503599761588249, 'n': 3, 'trace_an': -20}
  • id: 19527831
    {'hecke_orbit_code': 4503599761588249, 'n': 4, 'trace_an': 96}
  • id: 19527832
    {'hecke_orbit_code': 4503599761588249, 'n': 5, 'trace_an': 0}
  • id: 19527833
    {'hecke_orbit_code': 4503599761588249, 'n': 6, 'trace_an': -1016}
  • id: 19527834
    {'hecke_orbit_code': 4503599761588249, 'n': 7, 'trace_an': 100}
  • id: 19527835
    {'hecke_orbit_code': 4503599761588249, 'n': 8, 'trace_an': -1440}
  • id: 19527836
    {'hecke_orbit_code': 4503599761588249, 'n': 9, 'trace_an': 5554}
  • id: 19527837
    {'hecke_orbit_code': 4503599761588249, 'n': 10, 'trace_an': 0}
  • id: 19527838
    {'hecke_orbit_code': 4503599761588249, 'n': 11, 'trace_an': 4544}
  • id: 19527839
    {'hecke_orbit_code': 4503599761588249, 'n': 12, 'trace_an': 23360}
  • id: 19527840
    {'hecke_orbit_code': 4503599761588249, 'n': 13, 'trace_an': -3540}
  • id: 19527841
    {'hecke_orbit_code': 4503599761588249, 'n': 14, 'trace_an': 7512}
  • id: 19527842
    {'hecke_orbit_code': 4503599761588249, 'n': 15, 'trace_an': 0}
  • id: 19527843
    {'hecke_orbit_code': 4503599761588249, 'n': 16, 'trace_an': 20352}
  • id: 19527844
    {'hecke_orbit_code': 4503599761588249, 'n': 17, 'trace_an': 27340}
  • id: 19527845
    {'hecke_orbit_code': 4503599761588249, 'n': 18, 'trace_an': -31220}
  • id: 19527846
    {'hecke_orbit_code': 4503599761588249, 'n': 19, 'trace_an': 38760}
  • id: 19527847
    {'hecke_orbit_code': 4503599761588249, 'n': 20, 'trace_an': 0}
  • id: 19527848
    {'hecke_orbit_code': 4503599761588249, 'n': 21, 'trace_an': -69096}
  • id: 19527849
    {'hecke_orbit_code': 4503599761588249, 'n': 22, 'trace_an': -106240}
  • id: 19527850
    {'hecke_orbit_code': 4503599761588249, 'n': 23, 'trace_an': 124140}
  • id: 19527851
    {'hecke_orbit_code': 4503599761588249, 'n': 24, 'trace_an': -131520}
  • id: 19527852
    {'hecke_orbit_code': 4503599761588249, 'n': 25, 'trace_an': 0}
  • id: 19527853
    {'hecke_orbit_code': 4503599761588249, 'n': 26, 'trace_an': -57016}
  • id: 19527854
    {'hecke_orbit_code': 4503599761588249, 'n': 27, 'trace_an': -206360}
  • id: 19527855
    {'hecke_orbit_code': 4503599761588249, 'n': 28, 'trace_an': -165440}
  • id: 19527856
    {'hecke_orbit_code': 4503599761588249, 'n': 29, 'trace_an': -72260}
  • id: 19527857
    {'hecke_orbit_code': 4503599761588249, 'n': 30, 'trace_an': 0}
  • id: 19527858
    {'hecke_orbit_code': 4503599761588249, 'n': 31, 'trace_an': 306824}
  • id: 19527859
    {'hecke_orbit_code': 4503599761588249, 'n': 32, 'trace_an': 78080}
  • id: 19527860
    {'hecke_orbit_code': 4503599761588249, 'n': 33, 'trace_an': 440960}
  • id: 19527861
    {'hecke_orbit_code': 4503599761588249, 'n': 34, 'trace_an': -453368}
  • id: 19527862
    {'hecke_orbit_code': 4503599761588249, 'n': 35, 'trace_an': 0}
  • id: 19527863
    {'hecke_orbit_code': 4503599761588249, 'n': 36, 'trace_an': -219808}
  • id: 19527864
    {'hecke_orbit_code': 4503599761588249, 'n': 37, 'trace_an': 123020}
  • id: 19527865
    {'hecke_orbit_code': 4503599761588249, 'n': 38, 'trace_an': -338960}
  • id: 19527866
    {'hecke_orbit_code': 4503599761588249, 'n': 39, 'trace_an': 774728}
  • id: 19527867
    {'hecke_orbit_code': 4503599761588249, 'n': 40, 'trace_an': 0}
  • id: 19527868
    {'hecke_orbit_code': 4503599761588249, 'n': 41, 'trace_an': 264364}
  • id: 19527869
    {'hecke_orbit_code': 4503599761588249, 'n': 42, 'trace_an': 545040}
  • id: 19527870
    {'hecke_orbit_code': 4503599761588249, 'n': 43, 'trace_an': -423300}
  • id: 19527871
    {'hecke_orbit_code': 4503599761588249, 'n': 44, 'trace_an': 1434112}
  • id: 19527872
    {'hecke_orbit_code': 4503599761588249, 'n': 45, 'trace_an': 0}
  • id: 19527873
    {'hecke_orbit_code': 4503599761588249, 'n': 46, 'trace_an': -1303416}
  • id: 19527874
    {'hecke_orbit_code': 4503599761588249, 'n': 47, 'trace_an': 105460}
  • id: 19527875
    {'hecke_orbit_code': 4503599761588249, 'n': 48, 'trace_an': -981760}
  • id: 19527876
    {'hecke_orbit_code': 4503599761588249, 'n': 49, 'trace_an': -1165414}
  • id: 19527877
    {'hecke_orbit_code': 4503599761588249, 'n': 50, 'trace_an': 0}
  • id: 19527878
    {'hecke_orbit_code': 4503599761588249, 'n': 51, 'trace_an': 1166344}
  • id: 19527879
    {'hecke_orbit_code': 4503599761588249, 'n': 52, 'trace_an': 1678400}
  • id: 19527880
    {'hecke_orbit_code': 4503599761588249, 'n': 53, 'trace_an': 2391580}
  • id: 19527881
    {'hecke_orbit_code': 4503599761588249, 'n': 54, 'trace_an': 1102960}
  • id: 19527882
    {'hecke_orbit_code': 4503599761588249, 'n': 55, 'trace_an': 0}
  • id: 19527883
    {'hecke_orbit_code': 4503599761588249, 'n': 56, 'trace_an': 949440}
  • id: 19527884
    {'hecke_orbit_code': 4503599761588249, 'n': 57, 'trace_an': -776720}
  • id: 19527885
    {'hecke_orbit_code': 4503599761588249, 'n': 58, 'trace_an': -2244440}
  • id: 19527886
    {'hecke_orbit_code': 4503599761588249, 'n': 59, 'trace_an': -1120120}
  • id: 19527887
    {'hecke_orbit_code': 4503599761588249, 'n': 60, 'trace_an': 0}
  • id: 19527888
    {'hecke_orbit_code': 4503599761588249, 'n': 61, 'trace_an': 2257044}
  • id: 19527889
    {'hecke_orbit_code': 4503599761588249, 'n': 62, 'trace_an': -2642640}
  • id: 19527890
    {'hecke_orbit_code': 4503599761588249, 'n': 63, 'trace_an': 1639620}
  • id: 19527891
    {'hecke_orbit_code': 4503599761588249, 'n': 64, 'trace_an': -5146624}
  • id: 19527892
    {'hecke_orbit_code': 4503599761588249, 'n': 65, 'trace_an': 0}
  • id: 19527893
    {'hecke_orbit_code': 4503599761588249, 'n': 66, 'trace_an': -6564352}
  • id: 19527894
    {'hecke_orbit_code': 4503599761588249, 'n': 67, 'trace_an': -4516460}
  • id: 19527895
    {'hecke_orbit_code': 4503599761588249, 'n': 68, 'trace_an': 4911680}
  • id: 19527896
    {'hecke_orbit_code': 4503599761588249, 'n': 69, 'trace_an': -745272}
  • id: 19527897
    {'hecke_orbit_code': 4503599761588249, 'n': 70, 'trace_an': 0}
  • id: 19527898
    {'hecke_orbit_code': 4503599761588249, 'n': 71, 'trace_an': 621784}
  • id: 19527899
    {'hecke_orbit_code': 4503599761588249, 'n': 72, 'trace_an': -1080480}
  • id: 19527900
    {'hecke_orbit_code': 4503599761588249, 'n': 73, 'trace_an': -4569060}
  • id: 19527901
    {'hecke_orbit_code': 4503599761588249, 'n': 74, 'trace_an': 2651272}
  • id: 19527902
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