Newform data - 7.10.c.a

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• 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': 700, 'analytic_conductor': 3.605250853147112, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 10, 'field_disc': -2099632307093479986065419519152, 'field_disc_factorization': [[-1, 1], [2, 4], [3, 5], [23238521587427, 2]], 'field_poly': [761760000, 1034227200, 1399072384, 30575648, 16136944, 23608, 146753, 61, 430, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137606725639, 'hecke_ring_generator_nbound': 4, 'hecke_ring_index': 265531392, 'hecke_ring_index_factorization': [[2, 12], [3, 3], [7, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '7.10.c.a', 'level': 7, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.10.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(-\\beta _{1}+\\beta _{2}-4\\beta _{3})q^{2}+(33-\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7.10.c', 'trace_display': [-18, 161, 1533, -1036], 'trace_hash': 1403596799573294825, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.054', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.319', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '345.453', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '24404.698', 'prec': 30}], 'trace_zratio': 0, 'traces': [10, -18, 161, -940, 1533, -8708, -1036, 34272, -35734, 4298, 42213, 135604, -319676, -39522, 151394, 322064, 324681, -1012868, -16121, -350616, -1557857, -62692, 2638863, 8449728, -1304092, 4179252, -18331558, -22156316, 15292500, 20557942, 19179237, -6263520, 1689359, -62909700, -43746759, 71476528, 39566985, 67365270, -44299486, 5721744, -53436852, -183129856, 101835992, 99704916, 85098230, -14489202, 32509659, -185141600, -49024598, 3328464, 44168403, 103893272, -25714707, 51200926, -144695222, 115352832, -121710346, -46645516, 46776513, 132391756, -113075039, 467465628, 318071530, -192008960, -338113566, -836682602, -126707879, 32262636, 1323616182, 697712470, -1188736032, -950557728, -859257651, 591757530, -169061732, 1101475592, 1911891891, 519432424, -527065417, 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'weight': 10, '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, 0, 0, 0, 0, 0, 0, 0, 0], [0, -1, 1, -4, 0, 0, 0, 0, 0, 0], [33, -1, 0, -33, 0, -1, 0, -1, 0, 0], [-191, 7, 0, 191, 1, 1, 0, 1, -1, 0], [0, 0, 0, 307, 0, 0, 0, 0, 0, -1], [-897, 0, 60, 0, 7, 11, -2, 0, 0, 0], [-797, 26, -67, 1430, 2, -9, 3, -10, -10, -1], [3462, 0, -26, 0, -10, -66, 0, 0, 0, 0], [0, -258, 258, -7284, 0, 0, 0, -86, 16, 7], [910, -299, 0, -910, -14, 170, -4, 170, 14, 4], [8425, 3, 0, -8425, -86, -9, 7, -9, 86, -7], [0, 2959, -2959, 28419, 0, 0, 0, 341, -77, 16], [-32504, 0, 1042, 0, 28, 286, 27, 0, 0, 0], [21074, -3242, -1038, -47991, 50, -246, -44, -789, 9, 10], [13101, 0, 6201, 0, 86, -1055, -7, 0, 0, 0], [0, -4560, 4560, 62344, 0, 0, 0, -664, -120, -112], [68163, -8798, 0, -68163, 168, 750, 65, 750, -168, -65], [-208608, 14898, 0, 208608, 824, 712, -112, 712, -824, 112], [0, 19463, -19463, 4211, 0, 0, 0, -1397, 826, -109], [-35363, 0, 1923, 0, -707, -1395, -128, 0, 0, 0], [-25725, -18130, -16758, -238875, -784, 0, 245, 2450, 588, 0], [-22441, 0, 34660, 0, -305, 5491, 126, 0, 0, 0], [0, -7791, 7791, 526371, 0, 0, 0, 4941, 148, 728], [1708074, -38142, 0, -1708074, -966, -7230, -432, -7230, 966, 432], [-259928, -1520, 0, 259928, -2840, -2840, 714, -2840, 2840, -714], [0, 50734, -50734, 855644, 0, 0, 0, 684, -3052, 408], [-1835079, 0, 6339, 0, 2282, -521, 131, 0, 0, 0], [-2152215, 33933, 11054, -152527, 3993, 10385, -496, 8455, -2591, -432], [1530044, 0, -5930, 0, 1268, 5538, -959, 0, 0, 0], [0, 6210, -6210, 4115493, 0, 0, 0, 1055, 485, -2254], [3799953, 90345, 0, -3799953, 4158, 73, 1397, 73, -4158, -1397], [-1215128, -81384, 0, 1215128, 2216, -9432, -2016, -9432, -2216, 2016], [0, -245136, 245136, 237315, 0, 0, 0, -8312, 2296, -908], [-6302736, 0, 26341, 0, 3892, 4116, 904, 0, 0, 0], [-2273306, 80213, 54341, -4262559, -8526, -33810, -833, -18375, -1078, 2499], [7314918, 0, -388038, 0, -6938, -37402, 3808, 0, 0, 0], [0, 132990, -132990, 7949757, 0, 0, 0, -41494, 2868, 2030], [13360763, 221252, 0, -13360763, -15085, 53511, -1578, 53511, 15085, 1578], [-8898414, 25270, 0, 8898414, 8078, 74690, 371, 74690, -8078, -371], [0, -357926, 357926, 1028214, 0, 0, 0, 62130, 13286, 1184], [-5185700, 0, -435718, 0, -32816, 26982, -2635, 0, 0, 0], [-13136802, 94374, 317667, -10695720, 1666, 22442, 6076, -92512, 27440, -5488], [10269764, 0, -132344, 0, 18832, -66624, -7028, 0, 0, 0], [0, 166623, -166623, 20018819, 0, 0, 0, 48597, -26253, 7504], [16879164, 391218, 0, -16879164, 36148, -18730, -3209, -18730, -36148, 3209], [-2609163, -582710, 0, 2609163, -12107, -158127, 13090, -158127, 12107, -13090], [0, -88975, 88975, 6414639, 0, 0, 0, -113391, -31990, -129], [-18775680, 0, 769288, 0, 45248, -90256, -2608, 0, 0, 0], [-6311697, -301532, -139622, 3142748, 27328, -2534, -9037, 202244, -47264, -826], [-52660, 0, 676184, 0, 44, 290460, -2856, 0, 0, 0], [0, -486345, 486345, 8644815, 0, 0, 0, -37389, 57234, -22953], [21387550, -1415726, 0, -21387550, -25634, -130050, 10720, -130050, 25634, -10720], [-5847531, 1630882, 0, 5847531, -11844, 153342, -28672, 153342, 11844, 28672], [0, 2529708, -2529708, 11291151, 0, 0, 0, 90677, 1799, -6130], [-14307503, 0, -495623, 0, 41692, 91565, 19856, 0, 0, 0], [9077142, 623692, -2086366, 6271140, -52730, 106014, -7408, 130860, -31036, 27296], [-12832221, 0, 1674308, 0, -98600, -112292, 41650, 0, 0, 0], [0, -1024314, 1024314, -9635948, 0, 0, 0, 274612, -10068, 12376], [10188249, -1888789, 0, -10188249, -107072, -244461, -2652, -244461, 107072, 2652], [26869857, -820029, 0, -26869857, -1519, -149975, -9520, -149975, 1519, 9520], [0, 307914, -307914, -22604563, 0, 0, 0, -296018, 75684, 23626], [45842373, 0, 2282626, 0, -97867, -57327, -13758, 0, 0, 0], [35103588, -3933990, 1330818, -6105438, 32680, 10244, 35020, -98034, 122718, -40749], [-19537232, 0, 904752, 0, 111408, 64368, -72576, 0, 0, 0], [0, 1411242, -1411242, -67114040, 0, 0, 0, -56490, -110432, 27853], [-168072516, 1398237, 0, 168072516, 275408, 595120, -15664, 595120, -275408, 15664], [-26836615, 3520839, 0, 26836615, 45732, 133127, 106498, 133127, -45732, -106498], [0, 3144119, -3144119, 7892559, 0, 0, 0, 488529, -138033, -36448], [134567397, 0, -5336292, 0, -49728, -146436, -56583, 0, 0, 0], [37265529, 3414712, 702660, 63096173, 68257, -374115, -28910, -853825, -13867, -18326], [-118841568, 0, 618504, 0, 247788, -577176, 2478, 0, 0, 0], [0, -3874644, 3874644, -192184524, 0, 0, 0, -1384836, 116436, -18816], [-173198403, 2667688, 0, 173198403, -81536, 681424, -22698, 681424, 81536, 22698], [120976554, -6502975, 0, -120976554, 135790, 77382, -69132, 77382, -135790, 69132], [0, -11219744, 11219744, -38065836, 0, 0, 0, 496520, 151564, -13718], [107515751, 0, 5990733, 0, -142569, 429807, 87696, 0, 0, 0], [190811013, -2401520, 3572614, -983785, -261140, -606342, 9180, -510240, 81568, 70363], [57522990, 0, -13203372, 0, -454370, -1104922, 131740, 0, 0, 0], [0, 11509413, -11509413, -100369637, 0, 0, 0, 1186521, -190092, -7728], [-252792184, 3541920, 0, 252792184, -400120, -527880, 90032, -527880, 400120, -90032], [109718097, 1207626, 0, -109718097, -243152, 386246, -179333, 386246, 243152, 179333], [0, -5363238, 5363238, -271025884, 0, 0, 0, -1325932, 212268, 130136], [-11965020, 0, -6939344, 0, 779044, 977208, 48406, 0, 0, 0], [-118515222, 18467071, -6083497, 331413999, 201194, 1853866, -26656, 2793441, -526897, 43904], [-117971535, 0, -6540962, 0, -501212, 1989570, -110432, 0, 0, 0], [0, -6522284, 6522284, -137616464, 0, 0, 0, 1318944, 686976, -142800], [-70609326, 8113446, 0, 70609326, 114898, -1964398, 41041, -1964398, -114898, -41041], [185530650, -11927534, 0, -185530650, -430550, -403278, 139216, -403278, 430550, -139216], [0, -5558276, 5558276, 330210049, 0, 0, 0, 654420, -985432, -144296], [195712764, 0, 5212662, 0, -125468, -2520700, -96920, 0, 0, 0], [109658962, -10990700, 14868854, -81478180, 502250, 412678, -76881, 162092, -89768, -77812], [-135172605, 0, 10684041, 0, 1387667, 2452731, 28336, 0, 0, 0], [0, 1356734, -1356734, -85029801, 0, 0, 0, -1890534, -591932, 215992], [-48863379, -13086278, 0, 48863379, 863485, -322695, -291278, -322695, -863485, 291278], [-241561379, 9505677, 0, 241561379, 684952, -4148415, 326914, -4148415, -684952, -326914], [0, 13074456, -13074456, -283520904, 0, 0, 0, -1174520, 439096, -39392], [90081768, 0, -6851474, 0, -1237712, -1405558, -123697, 0, 0, 0], [-185733352, -8106357, -13252771, -93269792, -781704, -3896424, 306656, -1487556, 1446564, -330232], [-200734674, 0, 25930614, 0, 219734, 1130938, -309295, 0, 0, 0], [0, 8310148, -8310148, 621390068, 0, 0, 0, 2614380, -924748, 226688]], 'ap': [[0, -1, 1, -4, 0, 0, 0, 0, 0, 0], [33, -1, 0, -33, 0, -1, 0, -1, 0, 0], [0, 0, 0, 307, 0, 0, 0, 0, 0, -1], [-797, 26, -67, 1430, 2, -9, 3, -10, -10, -1], [8425, 3, 0, -8425, -86, -9, 7, -9, 86, -7], [-32504, 0, 1042, 0, 28, 286, 27, 0, 0, 0], [68163, -8798, 0, -68163, 168, 750, 65, 750, -168, -65], [0, 19463, -19463, 4211, 0, 0, 0, -1397, 826, -109], [0, -7791, 7791, 526371, 0, 0, 0, 4941, 148, 728], [1530044, 0, -5930, 0, 1268, 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1354808214], [0, -7516468624, 7516468624, 405035486365, 0, 0, 0, 7520302152, 570207184, 736255842], [1486682986393, -34933279877, 0, -1486682986393, -237222734, 699624303, 757212715, 699624303, 237222734, -757212715], [-794316072103, 27389653176, 0, 794316072103, 434588616, -4317840376, -1041846584, -4317840376, -434588616, 1041846584], [-231320518996, 0, 19259835280, 0, -103147408, 15653206632, -1437119936, 0, 0, 0], [0, -9237742766, 9237742766, -3930539054289, 0, 0, 0, 762781446, 893860968, -210994337], [684744071685, 70605140801, 0, -684744071685, -672090116, -9202128675, -1182660024, -9202128675, 672090116, 1182660024], [970880605104, 0, -12087771074, 0, 627851728, -13767395398, 854683367, 0, 0, 0], [0, -77988924535, 77988924535, 365312543551, 0, 0, 0, -1823154519, 494398198, 1781990353], [-431660477965, -57445998432, 0, 431660477965, 4774410072, 16773125192, -930712979, 16773125192, -4774410072, 930712979], [-554730976764, 0, 36798507842, 0, -4549688344, 1851645294, 2520661997, 0, 0, 0], [1527413317601, 23261266059, 0, -1527413317601, -6632368596, 2014244627, -28334582, 2014244627, 6632368596, 28334582], [1621691031056, 0, 48700489480, 0, -1316971508, -16915833528, 180333790, 0, 0, 0], [-3985847661783, 21578974536, 0, 3985847661783, -5269637344, 13121703960, 76019188, 13121703960, 5269637344, -76019188], [-2640677940724, 0, -69624206600, 0, -5422854080, 2330450160, 237212524, 0, 0, 0], [1046737594253, -3602664527, 0, -1046737594253, 8383228084, 13056471645, -1462369264, 13056471645, -8383228084, 1462369264], [0, -120389660562, 120389660562, 4176079006929, 0, 0, 0, -20049496542, 3107902852, -1037011612], [1786288891644, 0, 94896239752, 0, 1225652716, 16836270144, -2764530146, 0, 0, 0], [-235991608615, 124797732502, 0, 235991608615, 10567003804, -10661417758, 582858482, -10661417758, -10567003804, -582858482], [2904608249404, 0, -88154826174, 0, -2353196256, 26748419518, 605321969, 0, 0, 0], [0, 29541510380, -29541510380, -1557286496457, 0, 0, 0, 28636670220, 2825218424, -3289649067], [319927561881, 27756284083, 0, -319927561881, 4015056918, -1224847017, -67202191, -1224847017, -4015056918, 67202191], [0, -239563747857, 239563747857, 2202486451339, 0, 0, 0, -10521492681, 6658417668, -1045813686], [-2388366073338, 0, -62777199384, 0, 1647994464, -37325123832, -385443996, 0, 0, 0], [0, -70238058402, 70238058402, -56732544915, 0, 0, 0, -1065129142, -15853915644, 298512494], [0, -24972009707, 24972009707, 951929903451, 0, 0, 0, 735994713, -7048311984, -886886294], [-2696155294912, 0, -83554260296, 0, 7143867220, -4352821224, -1089390830, 0, 0, 0], [0, -186151805250, 186151805250, -4960151488887, 0, 0, 0, 20848847378, -2892542100, -2996801356], [5594098689297, -254540045697, 0, -5594098689297, 2983331646, -5498659445, 1208898257, -5498659445, -2983331646, -1208898257], [121206981240, 0, 128262874880, 0, 9813342140, -4419639840, 2740390562, 0, 0, 0], [0, -194116990399, 194116990399, -7421006569441, 0, 0, 0, -9921275999, 884733778, 1228501379], [-1828200614620, 0, -164360473082, 0, -9670719092, -34380916590, 3165377677, 0, 0, 0], [0, 230136040842, -230136040842, 1701113661243, 0, 0, 0, 9940575030, 5067961528, 3826586657], [5957843191604, 0, 9046179066, 0, -13414430064, -31630989690, -2346452331, 0, 0, 0], [-1307077836625, -231801404852, 0, 1307077836625, -15005578280, 25580525940, 35960699, 25580525940, 15005578280, -35960699], [-1917908648119, 191078904351, 0, 1917908648119, 21893452896, 7890482879, 2955636964, 7890482879, -21893452896, -2955636964], [221494767092, 0, 208188023630, 0, -6651422652, -5025280422, 1633105781, 0, 0, 0], [-1236956377611, -464687488304, 0, 1236956377611, -13414430808, -27351498792, -1112967058, -27351498792, 13414430808, 1112967058], [-6238685649244, 0, 11881105416, 0, 4841391240, -28737539616, 1776817488, 0, 0, 0], [0, -53201663404, 53201663404, -799925080105, 0, 0, 0, -76560900108, 13916027832, 4730737725], [609552084165, 243703916625, 0, -609552084165, -2426921700, 52699309453, 4985322104, 52699309453, 2426921700, -4985322104], [1163975377140, 0, 136686235560, 0, -22165175256, -92424007536, 947171568, 0, 0, 0], [2538928042219, 232470989308, 0, -2538928042219, 3791410000, 97230039324, -85271915, 97230039324, -3791410000, 85271915], [-9847219304872, 0, 364735697392, 0, -6446082496, 31583284512, -3009572360, 0, 0, 0], [-2240495399248, 0, 2146611378, 0, 19550307756, 72321946398, -4162935453, 0, 0, 0], [10127166303541, 271636566840, 0, -10127166303541, 7732296040, -24119131776, 6102804718, -24119131776, -7732296040, -6102804718], [0, -176097741189, 176097741189, 4141580343043, 0, 0, 0, -23808763929, 8133989430, -2226195351], [0, 128404703629, -128404703629, 9471295945275, 0, 0, 0, -53231499615, -27990231276, 3570247912], [0, 547312979052, -547312979052, -2445342568117, 0, 0, 0, -44601134348, 2797567200, -1100931041], [-5236138705518, 0, -617799613872, 0, -18153899232, -39671648520, 5732976648, 0, 0, 0], [3102784376132, 0, -441728221680, 0, 11151881220, -7441276440, -3233315274, 0, 0, 0], [0, 35195297445, -35195297445, 10152702011087, 0, 0, 0, -39211081203, 5944200962, 351878519], [-116839299839, -221635295445, 0, 116839299839, -21343574688, 67322989011, -1774092600, 67322989011, 21343574688, 1774092600], [-5110546940184, 0, 518546164216, 0, -33254321096, 16028512728, 3642752512, 0, 0, 0], [0, 63150590637, -63150590637, -9057334192793, 0, 0, 0, -779653275, 34964347350, 10716404097], [0, 158327379884, -158327379884, 1790994303077, 0, 0, 0, -92462370852, 53538741480, -5684240418], [2622097051842, 0, 131978838904, 0, 26922474544, 36200484680, -499723228, 0, 0, 0], [5092379570069, -155817712330, 0, -5092379570069, -8699196772, 118803985818, 5805866424, 118803985818, 8699196772, -5805866424], [0, -488663836417, 488663836417, 107469042299, 0, 0, 0, -23900343033, -29547639996, -15219339870], [18589512761176, 0, 641663090694, 0, 27844746248, 31730168754, -5516542353, 0, 0, 0], [-10109409319760, 0, -483727920488, 0, 22704749572, -29641655000, -5845911414, 0, 0, 0], [0, -547423268885, 547423268885, 13518283317771, 0, 0, 0, 68239833771, -8018470236, 11745160534], [-1588472090313, -599394785098, 0, 1588472090313, 46789183600, 18065905842, 5726678055, 18065905842, -46789183600, -5726678055], [-7853937836103, 745073020005, 0, 7853937836103, 11989751102, -5049604995, -7602181055, -5049604995, -11989751102, 7602181055], [-14089762656971, 789100462269, 0, 14089762656971, -27199518660, -144961989759, -3022085304, -144961989759, 27199518660, 3022085304], [4126600211969, -127188293322, 0, -4126600211969, -49601180412, 27544473314, -3999543518, 27544473314, 49601180412, 3999543518]], 'char_orbit_index': 3, 'field_poly': [761760000, 1034227200, 1399072384, 30575648, 16136944, 23608, 146753, 61, 430, -1, 1], 'hecke_orbit_code': 137606725639, 'hecke_ring_character_values': [[3, [0, 0, 0, -1, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 495155599943444664480, 455543151947969091321600, 2310726133069408434240, 6932178399208225302720, 693217839920822530272, 1594401031817891819625600, 3188802063635783639251200, 531467010605963939875200], 'hecke_ring_inverse_denominators': [1, 2, 4, 4, 2, 4, 4, 2, 4, 4], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, -1, -687, 0, 0, 0, -1, 1, 0], [-375, 0, -507, 0, 1, -27, 0, 0, 0, 0], [-87639, -134, 0, 87639, 169, 155, -14, 155, -169, 14], [0, -142643, 142643, 99345, 0, 0, 0, -11457, -583, 28], [49481343, 0, 71655, 0, -107929, -89029, 12040, 0, 0, 0], [13417998, 21095143, 0, -13417998, -115386, 1949460, 9450, 1949460, 115386, -9450], [0, 22648273, -22648273, -14657685447, 0, 0, 0, -25531489, 33731905, -4129692], [-8505431979, 0, -12756581151, 0, 81699181, -1242725823, -8200416, 0, 0, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 2, 0, 0, 0, 0, 0, 0, 0, 0], [-728499442105846008000, 6390233594342311200, 8633477355188858864, -8455568604050729964, 79251473775272906, -527825025841115, 306747495137243, -2080323777608, 543280294119, 174976544647], [457911692363235156681600, 619444498139966557897152, 9561128363649180087824, 7135341367123388280552, 10142716689341838644, 64699967753173288309, 25877873507020493, 189413411414469730, -359425911506973, 439915122044593], [1498083923068056865537920, 8753915285372555954400, 11826911844414978154768, -451992977525138313948, 108565778922995107222, -723062074883078005, 263155948009015381, -2849814149431096, 744234087958953, 9108600924689], [261687922576606706402880, -707264155426816927200, -955543953106873546384, 1145664200820139449324, -8771467558811176486, 58419104028555565, -51400958387300173, 230247989821048, -60129676436289, -44987322634457], [1379362333342473784891584, 22965336024722535832800, 31027145658538503980816, -297921422945101274472, 284815366892851129814, -1896907038176377685, 897435986095250741, -7476304878007352, 1952450458321161, -10228081391315], [-60375780584089979592902400, -81614206561156272103139328, -538575932743903852034896, -830194281200809808698368, 2305464026693842938944, -5152118620797417711701, 9874684454720909303, -13545670542188346350, 42692492469767637, -24593260288252157], [2076654230999456261004489600, 2809343727409862629926750912, 57713122284011650146364784, 32599014210284667922809672, 53897632103545345431524, 300834508490249091273979, 146171516473387214363, 883784357122680443350, -1639595498403371523, 2067492150283470103], [1059612788993006122246454400, 1433445544800945125082504768, 40035573671756716045423216, 16592811419754117068838168, 26156328254249575048396, 152247759899824475413931, 69678488713722111187, 446731469300652376670, -1349683788498539907, 1042602787806930287]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 10, 'label': '7.10.c.a', 'level': 7, 'maxp': 997, 'weight': 10}
• mf_newspaces •

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

  
  {'Nk2': 700, 'analytic_conductor': 3.605250853147112, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'conrey_index': 2, 'cusp_dim': 10, 'dim': 10, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137606725639, 'hecke_orbit_dims': [10], 'label': '7.10.c', 'level': 7, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 14, 'mf_new_dim': 14, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 5, 'sturm_bound': 6, 'trace_bound': 0, 'trace_display': [-18, 161, 1533, -1036], 'traces': [10, -18, 161, -940, 1533, -8708, -1036, 34272, -35734, 4298, 42213, 135604, -319676, -39522, 151394, 322064, 324681, -1012868, -16121, -350616, -1557857, -62692, 2638863, 8449728, 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• 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: 3576
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.10.c.a', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.10.c.a', 'target_level': 7, 'twist_class_label': '7.10.c.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 3577
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.10.c.a', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.10.c.a', 'target_level': 7, 'twist_class_label': '7.10.c.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 3578
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.10.c.a', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.10.a.e', 'target_level': 49, 'twist_class_label': '7.10.c.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 3579
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.10.c.a', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '49.10.a.f', 'target_level': 49, 'twist_class_label': '7.10.c.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 3580
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.10.c.a', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '49.10.c.g', 'target_level': 49, 'twist_class_label': '7.10.c.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 3581
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.10.c.a', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '49.10.c.g', 'target_level': 49, 'twist_class_label': '7.10.c.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 3582
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.10.c.a', 'source_level': 7, 'target_char_orbit': 5, 'target_dim': 10, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '63.10.e.b', 'target_level': 63, 'twist_class_label': '7.10.c.a', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 3583
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.10.c.a', 'source_level': 7, 'target_char_orbit': 5, 'target_dim': 10, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '63.10.e.b', 'target_level': 63, 'twist_class_label': '7.10.c.a', 'twist_class_level': 7, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 10}
  • id: 3584
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.10.c.a', 'source_level': 7, 'target_char_orbit': 9, 'target_dim': 10, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '112.10.i.c', 'target_level': 112, 'twist_class_label': '7.10.c.a', 'twist_class_level': 7, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 3585
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.10.c.a', 'source_level': 7, 'target_char_orbit': 9, 'target_dim': 10, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '112.10.i.c', 'target_level': 112, 'twist_class_label': '7.10.c.a', 'twist_class_level': 7, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 26675
    {'charpoly_factorization': [[[10212166139904, 1692824223744, 340280893440, 258296832, 1132329984, 13776576, 2328112, 8760, 1912, 18, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 2}
  • id: 26676
    {'charpoly_factorization': [[[8673176862534763089, 2597669890126806663, 763482821428213803, 4672149188112630, 72565199046333, 19884071781, 2840894541, -1158738, 80035, -161, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 3}
  • id: 26677
    {'charpoly_factorization': [[[1066524669298493773859790140625, 5076008804362075652112271875, 19892486043554681684649375, 29309648255250812741250, 40077752668011332925, -1907955187308555, 20425700556781, -1578471678, 6709903, -1533, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 5}
  • id: 26678
    {'charpoly_factorization': [[[107006904423598033356356300384937784807, 2747193156310600996763068223338636, 1646025482088964915898565211221, 403778354857511540170193552, 72141199902406854454550, 135641181930574152, 1787726185230650, 247958108048, 25048947, 1036, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 7}
  • id: 26679
    {'charpoly_factorization': [[[916196886845876962067160248297091885392120025, 130501785954491152033214287996508752806195, 16668337414796270776401462871978039731, 496343293167126019407491335777542, 21172436697697634193132395445, 160754183639311827735249, 11916310963719803581, 28513215501774, 5462954995, -42213, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 11}
  • id: 26680
    {'charpoly_factorization': [[[794796744399411712544992, -731762450312884592, -768157095157424, -827711528, 159838, 1], 2]], 'hecke_orbit_code': 137606725639, 'p': 13}
  • id: 26681
    {'charpoly_factorization': [[[2958630132208988859265021764658276811510432045018836281, -8683794702822033198065887903415864193439914091305, 115160575243394662636705446034129161494571615, -282709153893243834060819247760429103030, 2960559463575900481327741958819829, -6714670033836632288752552431, 37059912990927179378685, -52744092136314390, 264105170151, -324681, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 17}
  • id: 26682
    {'charpoly_factorization': [[[39112541660023387693383899608567465859185357071697162801, -642785051013201457923836842194962375411526805846399, 11769936433447314849548901312538255726476963171, 5075149933416720876280960314307356113890, 158493695108807712317686293908275709, -236995783480037384819209509141, 1284476421957605326869869, -404761901331800390, 1179397528971, 16121, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 19}
  • id: 26683
    {'charpoly_factorization': [[[4233254517670149476846329643777827988904321624025785448379601, -16595727744310732043858817645377406572383407208571210343, 45832420369229687784065150252752717557227796024411, -68954680065548056043558320016977090651807782, 80171189307991891120908932449609690413, -55106989245517826523178133581221, 35166165015467147249390589, -14570007791271684462, 8525235685443, -2638863, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 23}
  • id: 26684
    {'charpoly_factorization': [[[733221474069743781100795144800, -713501920720683610631280, -8176806787037379312, 15957088842392, -7646250, 1], 2]], 'hecke_orbit_code': 137606725639, 'p': 29}
  • id: 26685
    {'charpoly_factorization': [[[144063515391247282363707175383404264367332210636255336520726969, 1310127503798936484055090885945804039751042175961817643651, 9552542044048429318889662173017858176855930917720483, 24232240553425191427405773563672564530295026902, 51010479966608997351745514929946653165669, -26766650147887665422475732315611967, 9487651668513869548753016397, -1806005631667730013682, 253158374023251, -19179237, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 31}
  • id: 26686
    {'charpoly_factorization': [[[4715998088603693031350740912640959852458644630681475567333556530605625, -1180951484550259893056437265068216116520187132047832813171891625, 338911672668289094293339796998245856356416495780588610975, -53293840384225640645677795968235309523882173886070, 11139402054372221916341490081000527801291701, -1585692884331504796136799602920485999, 210181519772135633520903370941, -17210654821465456849558, 1098784627995111, -39566985, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 37}
  • id: 26687
    {'charpoly_factorization': [[[-204026816369022038939365878354150240, 200954686742226160163241203088, -11689570288349467333008, -718379726752744, 26718426, 1], 2]], 'hecke_orbit_code': 137606725639, 'p': 41}
  • id: 26688
    {'charpoly_factorization': [[[728612456681257196353930321240769536, -214017463102874226326155774720, 16239373261666903195264, 180162273401248, -50917996, 1], 2]], 'hecke_orbit_code': 137606725639, 'p': 43}
  • id: 26689
    {'charpoly_factorization': [[[349182278228277267222076417393308764245972226836583692589764283311071225, 208708901171028494621249451648713760193557259104540444896008419645, 111987247617609816143930902107343982924898646417581325712259, 8959815684597038022276525362111331186125268400640970, 883922174864391575271626510846695699038636645, -804542680568627961195575157157926369, 1621492179962943661724980935693, -6510414276817585820910, 2185021081120371, -32509659, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 47}
  • id: 26690
    {'charpoly_factorization': [[[472261071829197812108090904350761262235352579719444923531453857484063623811121, -18577988138248692295186783029427177330520246028231442696993259478750189, 771075040122285972403431798304164298186031212755607059865292511, -12560998335334352876782182124599180818050305996202355742, 299307363452559967907634558390457477490489411421, -2680246477801964228492668156800670356507, 77365468492689451596558503628717, -381761916025913847445662, 10952276046294255, 25714707, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 53}
  • id: 26691
    {'charpoly_factorization': [[[79023864156896024055993141821766325779045035906548418532684978507925139025, 42835868811932947854315681516159988341961011946088826119530741152135, 19026935006139658549219172096857928731687775514632684742389259, 2023422517163019776576347256057743006403941836411279702, 154465911129457135446533325797964124678203565917, 6154581804725982660945059060306062828389, 179417412352571039393100120613485, 1599281459526287611082862, 16211630579644707, -46776513, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 59}
  • id: 26692
    {'charpoly_factorization': [[[27272854560815453767065036639190594467293004679041792174896490348174879579241, -1911481560406891353694045549082812164344433644574744678382416035183617, 268986083736036478440844896359364309664374386918673520260289119, 11313858023979029257286521946703615886365705570947499418, 584860686364040981807819052887207174350892847941, 7364427594688573656847518939960274540233, 135426102405104099507322007639709, 1001427732092933933438266, 18390089747404407, 113075039, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 61}
  • id: 26693
    {'charpoly_factorization': [[[20355633333760077525244205875216279373971941143978973743936391967080070473293248225, 184721782933847233753643526414253662773673553958380215542651273865493977455, 2865949265788293743933020750957067857120721497195626188175518854779, 10944716973062854134863479604747714625458954416043629922998, 150093575187947093255936297777121914234035468349549, 449862633869592404398793565135326607068973, 5566682705829911011926215146323053, 7022733755122106408522446, 92244622823998275, 126707879, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 67}
  • id: 26694
    {'charpoly_factorization': [[[25582980274160047023637467411530376609792, -1016044103797236681609187913490432, -6009811842972040214234112, 79950595694618304, 594368016, 1], 2]], 'hecke_orbit_code': 137606725639, 'p': 71}
  • id: 26695
    {'charpoly_factorization': [[[876402336658585735897748049188768914105815422746377440612680219983320305583374929, -472496040387088928914782224194317159716428582936425945352890896826844173, 701410962130430674287777236376927367490499214468981444250440389519, 14877834533426761867287755947626248989298612958399983196498, 582481354885167277916417496322190432415890209668637, 5743179419627485002005281773463899819737397, 39606819538408011983828199397208397, 163059472726801094802613010, 493428198199610559, 859257651, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 73}
  • id: 26696
    {'charpoly_factorization': [[[2680515937937063134906899866755924893420278650219565449431133352441828110283293384321, 48851268754175872765070803862173264335226414520867701624650791371967385740881, 620239893966505704035344436478377560232734051413928376818373240331675, 4214556317408570917408848668757712379151817351629641616873258, 21627088869845642212588422460520552468021431367931549, 65432779546835258769292721256421951025638467, 163401639418755354177506104038213309, 216081164852727009789027714, 493730010645570483, 527065417, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 79}
  • id: 26697
    {'charpoly_factorization': [[[3974447521057406087413977849071628947444736, 27693045062134448284817035478915328, -47982753234575937216351360, -455868388250833824, 72431604, 1], 2]], 'hecke_orbit_code': 137606725639, 'p': 83}
  • id: 26698
    {'charpoly_factorization': [[[2131132086728580007384790163268737943573122047766859804799873644309741592521608080132241, -14406266240237600433408730631189213227743960635559725147376479345468741730866349, 73260746258022358043923381757181815402276880905325743176736116120213263, -201420713142302077929598653179333450946533591579695083376576110, 479386253422000365173134413606614787945231278656721373, -773848520518609184942004605987544703666069803, 1352814746558022257683947935410830541, -1735166380723297507409294766, 2345483451429069823, -1661554797, 1], 1]], 'hecke_orbit_code': 137606725639, 'p': 89}
  • id: 26699
    {'charpoly_factorization': [[[-843620801940770190669744972288983734921056, -26261533707257822945630173742743152, 441977360358541919654969968, -952446879807979752, -434885094, 1], 2]], 'hecke_orbit_code': 137606725639, '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': 3, 'hecke_orbit': 1, 'label': '7.10.c.a', 'level': 7, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6150493
    {'hecke_orbit_code': 137606725639, 'n': 1, 'trace_an': 10}
  • id: 6150494
    {'hecke_orbit_code': 137606725639, 'n': 2, 'trace_an': -18}
  • id: 6150495
    {'hecke_orbit_code': 137606725639, 'n': 3, 'trace_an': 161}
  • id: 6150496
    {'hecke_orbit_code': 137606725639, 'n': 4, 'trace_an': -940}
  • id: 6150497
    {'hecke_orbit_code': 137606725639, 'n': 5, 'trace_an': 1533}
  • id: 6150498
    {'hecke_orbit_code': 137606725639, 'n': 6, 'trace_an': -8708}
  • id: 6150499
    {'hecke_orbit_code': 137606725639, 'n': 7, 'trace_an': -1036}
  • id: 6150500
    {'hecke_orbit_code': 137606725639, 'n': 8, 'trace_an': 34272}
  • id: 6150501
    {'hecke_orbit_code': 137606725639, 'n': 9, 'trace_an': -35734}
  • id: 6150502
    {'hecke_orbit_code': 137606725639, 'n': 10, 'trace_an': 4298}
  • id: 6150503
    {'hecke_orbit_code': 137606725639, 'n': 11, 'trace_an': 42213}
  • id: 6150504
    {'hecke_orbit_code': 137606725639, 'n': 12, 'trace_an': 135604}
  • id: 6150505
    {'hecke_orbit_code': 137606725639, 'n': 13, 'trace_an': -319676}
  • id: 6150506
    {'hecke_orbit_code': 137606725639, 'n': 14, 'trace_an': -39522}
  • id: 6150507
    {'hecke_orbit_code': 137606725639, 'n': 15, 'trace_an': 151394}
  • id: 6150508
    {'hecke_orbit_code': 137606725639, 'n': 16, 'trace_an': 322064}
  • id: 6150509
    {'hecke_orbit_code': 137606725639, 'n': 17, 'trace_an': 324681}
  • id: 6150510
    {'hecke_orbit_code': 137606725639, 'n': 18, 'trace_an': -1012868}
  • id: 6150511
    {'hecke_orbit_code': 137606725639, 'n': 19, 'trace_an': -16121}
  • id: 6150512
    {'hecke_orbit_code': 137606725639, 'n': 20, 'trace_an': -350616}
  • id: 6150513
    {'hecke_orbit_code': 137606725639, 'n': 21, 'trace_an': -1557857}
  • id: 6150514
    {'hecke_orbit_code': 137606725639, 'n': 22, 'trace_an': -62692}
  • id: 6150515
    {'hecke_orbit_code': 137606725639, 'n': 23, 'trace_an': 2638863}
  • id: 6150516
    {'hecke_orbit_code': 137606725639, 'n': 24, 'trace_an': 8449728}
  • id: 6150517
    {'hecke_orbit_code': 137606725639, 'n': 25, 'trace_an': -1304092}
  • id: 6150518
    {'hecke_orbit_code': 137606725639, 'n': 26, 'trace_an': 4179252}
  • id: 6150519
    {'hecke_orbit_code': 137606725639, 'n': 27, 'trace_an': -18331558}
  • id: 6150520
    {'hecke_orbit_code': 137606725639, 'n': 28, 'trace_an': -22156316}
  • id: 6150521
    {'hecke_orbit_code': 137606725639, 'n': 29, 'trace_an': 15292500}
  • id: 6150522
    {'hecke_orbit_code': 137606725639, 'n': 30, 'trace_an': 20557942}
  • id: 6150523
    {'hecke_orbit_code': 137606725639, 'n': 31, 'trace_an': 19179237}
  • id: 6150524
    {'hecke_orbit_code': 137606725639, 'n': 32, 'trace_an': -6263520}
  • id: 6150525
    {'hecke_orbit_code': 137606725639, 'n': 33, 'trace_an': 1689359}
  • id: 6150526
    {'hecke_orbit_code': 137606725639, 'n': 34, 'trace_an': -62909700}
  • id: 6150527
    {'hecke_orbit_code': 137606725639, 'n': 35, 'trace_an': -43746759}
  • id: 6150528
    {'hecke_orbit_code': 137606725639, 'n': 36, 'trace_an': 71476528}
  • id: 6150529
    {'hecke_orbit_code': 137606725639, 'n': 37, 'trace_an': 39566985}
  • id: 6150530
    {'hecke_orbit_code': 137606725639, 'n': 38, 'trace_an': 67365270}
  • id: 6150531
    {'hecke_orbit_code': 137606725639, 'n': 39, 'trace_an': -44299486}
  • id: 6150532
    {'hecke_orbit_code': 137606725639, 'n': 40, 'trace_an': 5721744}
  • id: 6150533
    {'hecke_orbit_code': 137606725639, 'n': 41, 'trace_an': -53436852}
  • id: 6150534
    {'hecke_orbit_code': 137606725639, 'n': 42, 'trace_an': -183129856}
  • id: 6150535
    {'hecke_orbit_code': 137606725639, 'n': 43, 'trace_an': 101835992}
  • id: 6150536
    {'hecke_orbit_code': 137606725639, 'n': 44, 'trace_an': 99704916}
  • id: 6150537
    {'hecke_orbit_code': 137606725639, 'n': 45, 'trace_an': 85098230}
  • id: 6150538
    {'hecke_orbit_code': 137606725639, 'n': 46, 'trace_an': -14489202}
  • id: 6150539
    {'hecke_orbit_code': 137606725639, 'n': 47, 'trace_an': 32509659}
  • id: 6150540
    {'hecke_orbit_code': 137606725639, 'n': 48, 'trace_an': -185141600}
  • id: 6150541
    {'hecke_orbit_code': 137606725639, 'n': 49, 'trace_an': -49024598}
  • id: 6150542
    {'hecke_orbit_code': 137606725639, 'n': 50, 'trace_an': 3328464}
  • id: 6150543
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  • id: 6150734
    {'hecke_orbit_code': 137606725639, 'n': 883, 'trace_an': 29195928745304}
  • id: 6150735
    {'hecke_orbit_code': 137606725639, 'n': 887, 'trace_an': 50766301179027}
  • id: 6150736
    {'hecke_orbit_code': 137606725639, 'n': 907, 'trace_an': -875025722575}
  • id: 6150737
    {'hecke_orbit_code': 137606725639, 'n': 911, 'trace_an': -48886091041824}
  • id: 6150738
    {'hecke_orbit_code': 137606725639, 'n': 919, 'trace_an': -45424944377845}
  • id: 6150739
    {'hecke_orbit_code': 137606725639, 'n': 929, 'trace_an': 8758334275005}
  • id: 6150740
    {'hecke_orbit_code': 137606725639, 'n': 937, 'trace_an': 26837843970756}
  • id: 6150741
    {'hecke_orbit_code': 137606725639, 'n': 941, 'trace_an': 25408181326941}
  • id: 6150742
    {'hecke_orbit_code': 137606725639, 'n': 947, 'trace_an': 1561582530651}
  • id: 6150743
    {'hecke_orbit_code': 137606725639, 'n': 953, 'trace_an': 188510944987644}
  • id: 6150744
    {'hecke_orbit_code': 137606725639, 'n': 961, 'trace_an': -6275505340978}
  • id: 6150745
    {'hecke_orbit_code': 137606725639, 'n': 967, 'trace_an': -103216364644352}
  • id: 6150746
    {'hecke_orbit_code': 137606725639, 'n': 971, 'trace_an': 68581292250387}
  • id: 6150747
    {'hecke_orbit_code': 137606725639, 'n': 977, 'trace_an': -9140354037567}
  • id: 6150748
    {'hecke_orbit_code': 137606725639, 'n': 983, 'trace_an': -37816836463707}
  • id: 6150749
    {'hecke_orbit_code': 137606725639, 'n': 991, 'trace_an': -69139380991783}
  • id: 6150750
    {'hecke_orbit_code': 137606725639, 'n': 997, 'trace_an': 20475315513205}