Newform data - 441.4.a.s

Formats: - HTML - YAML - JSON - 2025-12-08T03:41:24.825374

• 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': 7056, 'analytic_conductor': 26.019842312531612, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, 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': [441, 1, [344, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 57516, 'field_disc_factorization': [[2, 2], [3, 1], [4793, 1]], 'field_poly': [6, -24, -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': [[2, [-6, -24, 1, 1]], [5, [-1236, -192, 11, 1]], [13, [18452, 425, -62, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793359778233, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '441.4.a.s', 'level': 441, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.4.e.b', 'nf_label': '3.3.57516.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{2}+(8+\\beta _{1}+\\beta _{2})q^{4}+(-4+\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '441.4.a', 'trace_display': [-1, 0, -11, 0], 'trace_hash': 249690033265950912, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.852', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.781', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.358', 'prec': 17}, {'__RealLiteral__': 0, 'data': '254.753', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [3, -1, 0, 25, -11, 0, 0, -39, 0, -55, -35, 0, 62, 0, 0, 241, -48, 0, -202, -439, 0, -7, -216, 0, 130, -274, 0, 0, -53, 0, -95, -683, 0, -24, 0, 0, 262, 398, 0, 21, -244, 0, 360, 905, 0, -1056, 210, 0, 0, 1378, 0, 324, -393, 0, -1031, 0, 0, -1249, -1143, 0, -70, -1059, 0, -399, 472, 0, -628, -1944, 0, 0, -318, 0, 988, -1002, 0, -2340, 0, 0, 861, -175, 0, 124, -519, 0, 1800, 3208, 0, -891, -1766, 0, 0, 672, 0, -3294, 736, 0, 19, 0, 0, 348, -2362, 0, -2646, -2640, 0, -3117, -2609, 0, 1888, -331, 0, 0, -2084, 0, 576, -1405, 0, 4029, 0, 0, -32, 5090, 0, -713, -1209, 0, 1639, -3099, 0, 2096, 2521, 0, 0, -148, 0, 1848, -3042, 0, -236, 0, 0, 5826, -1808, 0, 3691, 4356, 0, 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-94098, 0, 93624, 229851, 0, -178075, 18017, 0, -44664, -311616, 0, 0, -94332, 0, 217962, 101872, 0, 19923, 0, 0, 123440, -194176, 0, 370079, 47391, 0, -152370, -70250, 0, -76728, 141748, 0, 0, 257414, 0, 64299, -121092, 0, 343716, 0, 0, 35424, -35760, 0, -499891, -245376, 0, 134858, 1762, 0, -69470, 312855, 0, 0, -23396, 0, 89784, 448405, 0, 203064, 0, 0, 233828, -28146, 0, -315405, -156960, 0, 17328, -364856, 0, 235632, 66324, 0, 0, -302154, 0, 111178, 127827, 0, -168506, 0, 0, 125628, -108666, 0, 278316, -33700, 0, -27606, 268142, 0, 225663, -111936, 0, 0, -254019, 0, 108741, 497724, 0, -174995, 0, 0, 294140, 11146, 0, -371294, 150008, 0, 43848, -751327, 0, 218321, 4704, 0, 0, 5162, 0, -312528, -314463, 0, 97314, 0, 0, -358260, -157452, 0, 97740, -364744, 0, -29814, -132160, 0, -176956, -162883, 0, 0, 221144, 0, -93460, 188369, 0, 261704, 0, 0, -118168, -196014, 0, 49900, 384304, 0, 4896, -14085, 0, 277350, 164922, 0, 0, 309644, 0, 22176, -282270, 0, 161835, 0, 0, -198154, 363787, 0, -48073, -39076, 0, -80840, -167851, 0, 124844, -66834, 0, 0, -187900, 0, 58362, -486864, 0, 114152, 0, 0, 492410, 463055, 0, 64383, -21981, 0, 54239, 140343, 0, 325208, 439516, 0, 0, -352180, 0, -36445, 202270, 0, 101232, 0, 0, -114489, 224660, 0, 195888, -63816, 0, -123153, -44017, 0, 25764, 18, 0, 0, -187289, 0, 6848, -121460, 0, 159663, 0, 0, 43610, -119569, 0, 293964, -238542, 0, 51690, 20675, 0, -55900, -93121, 0, 0, -318123, 0, -78066, 216168, 0, -199402, 0, 0, 136864, 72504, 0, -173332, 164520, 0, 215369, -20220, 0, -164009, -38264, 0, 0, -52466, 0, 21337, -415290, 0, 280926, 0, 0, 132332, -15696, 0, -163968, 137546, 0, 98210, -240822, 0, -198006, -130902, 0, 0, 510580, 0, -563765, -8220, 0, -115641, 0, 0, 154579, 47433, 0, -85210, -272016, 0, 23759, 206396, 0, 256104, 173902, 0, 0, 263478, 0, 109768, -519102, 0, -238351, 0, 0, -122544, 214836, 0, -29802, 113437, 0, 98590, 128304, 0, -407250, -78236, 0, 0, 600360, 0, -118914, -237750, 0, -115105, 0, 0, 167040, 39205, 0, -140203, -200604, 0, -198359, -33136, 0, 160560, 372862, 0, 0, -123000, 0, 343530, 449550, 0, -164044, 0, 0, -281209, -452526, 0, 94662, 16178, 0, -29614, -74817, 0, -232800, 177748, 0, 0, 15200, 0, 219864, -47024, 0, 308994, 0, 0, -273878, 35158, 0, 47703, 99206, 0, 219963, 120440, 0, -172534, -516327, 0, 0, 174264, 0, 71218, 556133, 0, -253428, 0, 0, -198420, -195024, 0, -181628, -306376, 0, -87155, -52296, 0, -762223, -177428, 0, 0, -344341, 0, 146064, -4065, 0, 105648, 0, 0, 64095, 78030, 0, 47386, -290259, 0, -36804, 183654, 0, -184081, 74366, 0, 0, -42897, 0, 147438, -125769, 0, -467861, 0, 0, -193870, -370224, 0, -152683, 129808, 0, 27048, 509958, 0, 720207, 204456, 0, 0, 346570, 0, 235094, -66513, 0, -73042, 0, 0, 384840, 320656, 0, -135074, -260194, 0, -267168, 248286, 0, -99760, -416966, 0, 0, 306412, 0, 14679, 83640, 0, -518847, 0, 0, 150288, 184188, 0, 599889, 249360, 0, -372030, -142093, 0, 360960, -272634, 0, 0, -7887, 0, 21419, -269696, 0, 4672, 0, 0, -465547, -101674, 0, 314440, 140648, 0, 324916, -140004, 0, -314064, -376210, 0, 0, -302814, 0, -135528, -907272, 0, 193396, 0, 0, 179234, -497704, 0, -218034, -71219, 0, 602336, 564960, 0, -178140, 124943, 0, 0, 44353, 0, 74745, -74380, 0, -142814, 0, 0, 65487, 87998, 0, -135688, -225948, 0, 538608, 341712, 0, -218418, -404014, 0, 0, -81052, 0, -212152, 360730, 0, -32922, 0, 0, 188082, -174970, 0, -114024, 50784, 0, -365941, -289605, 0, -86235, -270174, 0, 0, -79599, 0, -524652, 90573, 0, -10834, 0, 0, -175293, -173410, 0, 161748, -109683, 0, -3865, 443174, 0, 56099, 22608, 0, 0, 58708, 0, -427159, -316104, 0, -353560, 0, 0, -420890, -214446, 0, -96357, -239214, 0, -369410, 335331, 0, 97142, -228320, 0, 0, -139553, 0, 543414, 232329, 0, -369072, 0, 0, 299838, 309980, 0, 188328, -172197, 0, -667362, -218464, 0, -135956, 376836, 0, 0, -107226, 0, -100391, 335362, 0, 83192, 0, 0, -39028, -171050, 0, -763396, 29664, 0, -1794, -300438, 0, -139980, -200982, 0, 0, 20586, 0, 256868, -222600, 0, 486769, 0, 0, 70752, -247269, 0, -30937, -1254, 0, 44925, 232004, 0, 111946, -53782, 0, 0, -173938, 0, 490452, 672267, 0, -311040, 0, 0, -130710, -362870, 0, -389320, -176739, 0, -159539, -276671, 0, -64070, 63165, 0, 0, -127944, 0, -1035360, -38260, 0, -44830, 0, 0, 169874, 352848, 0, -31389, -328086, 0, 702910, 93737, 0, 262272, -420570, 0, 0, 315035, 0, -20492, -729041, 0, 712738, 0, 0, 294722, 401856, 0, -355013, 124538, 0, -137204, -26876, 0, 190508, 197091, 0, 0, 704644, 0, 111686, -119940, 0, 54268, 0, 0, 249426, 95976, 0, 444624, -679950, 0, 381520, 220200, 0, -155342, 203993, 0, 0, 101251, 0, 36042, -451791, 0, 87623, 0, 0, 79654, 731749, 0, -9432, -182760, 0, 138444, -614468, 0, -85056, 204030, 0, 0, -434164, 0, 739907, 433353, 0, -35304, 0, 0, -195834, 288423, 0, 19628, 675344, 0, -320190, -202872, 0, 52154, -145440, 0, 0, 238526, 0, 218702, -576833, 0, -249002, 0, 0, 222151, -142515, 0, 169244, -59983, 0, -306096, -56807, 0, 180048, -80136, 0, 0, -388378, 0, -55236, -260736, 0, -222186, 0, 0, 967282, -294018, 0, -121449, -136464, 0, 632246, -672773, 0, 75168, 285696, 0, 0, -43752, 0, -338234, -251874, 0, 428304, 0, 0, 207706, -535519, 0, 782790, -231629, 0, 306756, -233844, 0, -146867, 82496, 0, 0, -61152, 0, -291816, -203100, 0, 570858, 0, 0, -437268, 390156, 0], 'weight': 4, '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, -1, 0], [0, 0, 0], [8, 1, 1], [-4, 1, -1], [0, 0, 0], [0, 0, 0], [-10, -9, -1], [0, 0, 0], [-22, 11, -1], [-12, 1, 3], [0, 0, 0], [19, 5, -1], [0, 0, 0], [0, 0, 0], [74, 19, 1], [-16, 0, -4], [0, 0, 0], [-65, -7, -1], [-150, 11, -3], [0, 0, 0], [2, -13, -1], [-80, 24, 4], [0, 0, 0], [53, -29, 1], [-86, -16, -5], [0, 0, 0], [0, 0, 0], [-26, 25, -5], [0, 0, 0], [-39, 22, -2], [-218, -29, -11], [0, 0, 0], [-24, 48, 0], [0, 0, 0], [0, 0, 0], [81, 19, 1], [106, 80, 7], [0, 0, 0], [-18, 75, -3], [-82, 2, 14], [0, 0, 0], [143, -69, -3], [298, 11, -11], [0, 0, 0], [-360, 24, -24], [46, 72, 28], [0, 0, 0], [0, 0, 0], [470, -32, 29], [0, 0, 0], [74, 102, 24], [-154, 69, 11], [0, 0, 0], [-350, 19, 25], [0, 0, 0], [0, 0, 0], [-430, 41, -25], [-358, -69, 29], [0, 0, 0], [10, -100, 20], [-364, 33, -22], [0, 0, 0], [-194, 183, 21], [174, -50, -18], [0, 0, 0], [-215, 17, 47], [-640, -24, -16], [0, 0, 0], [0, 0, 0], [-66, -120, -12], [0, 0, 0], [363, -101, -23], [-298, -108, -19], [0, 0, 0], [-718, -186, -72], [0, 0, 0], [0, 0, 0], [299, -36, 48], [-18, -121, -51], [0, 0, 0], [52, -32, -2], [-156, -51, 27], [0, 0, 0], [624, -72, 0], [1086, -50, 69], [0, 0, 0], [-258, -117, -3], [-532, -170, -22], [0, 0, 0], [0, 0, 0], [112, 336, -56], [0, 0, 0], [-984, -342, -72], [246, -2, 54], [0, 0, 0], [24, -53, 49], [0, 0, 0], [0, 0, 0], [262, -438, 24]], 'ap': [[0, -1, 0], [0, 0, 0], [-4, 1, -1], [0, 0, 0], [-12, 1, 3], [19, 5, -1], [-16, 0, -4], [-65, -7, -1], [-80, 24, 4], [-26, 25, -5], [-39, 22, -2], [81, 19, 1], [-82, 2, 14], [143, -69, -3], [46, 72, 28], [-154, 69, 11], [-358, -69, 29], [10, -100, 20], [-215, 17, 47], [-66, -120, -12], [363, -101, -23], [299, -36, 48], [-156, -51, 27], [-532, -170, -22], [24, -53, 49], [-794, 20, -68], [-865, -51, -45], [-862, -23, -1], [519, 331, -47], [-686, -26, 22], [573, -80, 4], [944, -311, -61], [-1000, -42, -94], [39, -353, -143], [-1736, 6, -14], [-334, 129, -117], [-1562, 158, -166], [-980, 596, 20], [142, -404, -176], [828, -406, 162], [2890, 26, -86], [-1265, 317, -97], [458, 646, 62], [1703, -18, 66], [364, 310, -50], [-192, -236, 52], [-1040, -874, 146], [358, 491, 41], [-2884, -369, -43], [2375, -87, -189], [-1298, -270, -14], [3558, 186, -162], [-2860, 15, 21], [-3458, 511, -191], [-2706, 260, -120], [3960, -122, 186], [2360, -333, -31], [-1574, -403, -241], [3727, -1291, -241], [1640, -262, 266], [-233, 395, 101], [-310, -667, 479], [3313, 275, -163], [-1462, -354, -22], [995, 654, 618], [-3254, 21, 175], [2393, -1449, -63], [3037, -52, -52], [2296, 20, 136], [-4358, 416, -40], [-2166, 2302, 342], [4080, -814, -162], [-4089, 886, -290], [3989, 63, 165], [-4323, 1135, -167], [1960, -1626, 118], [-2026, -1824, 572], [4413, 1363, -527], [268, 372, -440], [-751, 1830, 834], [-5538, 90, 246], [4823, 1671, 285], [-10, 150, -826], [-9311, 377, 299], [-12438, 1837, 271], [-3926, -1281, -335], [2286, -2682, -666], [-2255, 686, -742], [1184, 2738, -874], [1273, 1019, -979], [-1490, 510, 46], [736, 1298, -86], [-4769, -1534, -358], [-3646, 479, 509], [-617, 287, -31], [750, 750, 570], [2532, 1655, 609], [-472, -1086, 782], [-1511, -1537, 497], [9059, -1629, -39], [-4268, 812, 788], [-15588, -623, -861], [-6972, -2147, 291], [1286, 2734, 386], [-97, -789, -411], [7879, 464, -400], [2362, 577, -533], [12418, 558, -446], [4088, 2442, -1186], [159, -2060, -1220], [3527, -1182, -702], [5086, -646, 182], [198, 984, 1032], [-6887, 2729, 359], [-490, -2529, -1635], [9380, 3282, 314], [-1489, 891, 597], [142, 284, -1124], [-4112, -5331, 895], [-8028, -1236, -1680], [11665, -3247, -925], [-9869, 146, 398], [14074, -3225, -803], [12278, -1359, 239], [-4339, -5457, 1161], [11202, 2013, 771], [1974, 568, 1624], [-14582, 648, -896], [1847, -2388, 2088], [-2289, -4877, 97], [1515, -437, 2461], [-15282, -384, 384], [-11567, 2336, -1180], [4298, 684, 84], [12280, -5292, 232], [-4861, 3714, 222], [25618, 2576, 88], [-6380, -1594, -2662], [-19322, 5899, 853], [8822, -2358, 1274], [4604, -3138, -798], [-1500, 1775, 1569], [9288, 3472, -800], [-9360, -3807, 639], [-11557, 3477, 783], [-3788, 4444, 868], [12125, 2997, 1431], [16236, 3694, -966], [16724, 1662, 1362], [7750, -924, 1564], [8470, 50, -1618], [-5076, 2610, 2250], [12197, -2673, -1143], [-35826, 1538, -138], [27605, 1167, 1569], [-11868, -5202, -930], [14561, 2403, 549], [16074, 6020, -864], [-20865, -4436, 4], [9562, -7537, -1535], [24438, 6482, -906], [8672, 3830, -2650], [-10745, 6872, -1468], [-11594, -6759, 31], [8522, 4860, 2132], [-30532, 8208, 884], [-10279, -7254, -774], [2773, -715, 1487], [865, 2102, -910], [27918, 2723, -519], [-19030, 2529, -133], [28710, 808, 1816], [3796, -1392, -3248], [-45955, 960, -648], [-175, -3264, -228], [39032, -4228, -4], [-1463, -2683, 1091], [22224, 3169, -57], [-27216, 7168, 1240], [-20063, 4901, 2591], [3989, -9366, -654], [8394, 6609, 1683], [3239, 7563, 897], [15648, -2134, 2226], [-15730, 264, -3040], [-18878, 4427, 2305], [-506, -64, 152], [-8867, 7889, 1295], [-35315, -3226, -502], [-13854, -1742, 1494], [-3263, -9568, -904], [-24348, 3423, 2889], [-976, 2364, -660], [70912, 126, -98], [498, -4193, 1041], [-100, -6174, -2170], [-19603, -9963, 279], [23382, 9880, -1160], [51606, -516, -348], [-20240, 2046, -3890], [-3140, 4601, 2395], [929, -7149, 2349], [14526, 9040, 496], [1954, -2920, -4192], [8390, 3602, 326], [11524, 9083, -1127], [-30288, 8368, 952], [-22448, -13461, 3817], [4236, -8124, -900], [-22256, 6470, 3458], [-231, -1931, -1121], [-34650, -10941, 2913], [10222, 3269, 2831], [-24130, -731, -3853], [-67772, -2656, -452], [8425, 9701, -1393], [47870, -2277, -1935], [-15252, 7108, -2052], [2624, -1514, 2558], [49734, -7188, -264], [13727, -6411, 3495], [33979, 1457, 5159], [-4194, 2336, 4620], [-10870, 15549, 2199], [47012, 5579, -3463], [62438, -1278, -2706], [-55204, -998, 758], [24010, -8590, -1538], [47651, -16320, -2028], [34, 978, -3710], [16747, 8243, -1351], [-43076, -12292, 2996], [-32749, 2004, 864], [45378, -13976, -720], [7299, -5945, 169], [23354, -9222, -22], [31993, 10274, -10], [-35556, 2957, -3753], [-22836, 9576, 912], [-26278, 3710, 4142], [47702, -7410, -4186], [-37233, 4405, 3259], [-16623, -11564, 3088], [20686, -6340, -5116], [9456, -13644, 876], [-34876, -15320, 836], [-50369, 2096, -3796], [-39110, -8518, 3514], [35080, 872, -1648], [81096, -1992, 312], [-29173, -9477, 777], [-5300, 7410, 4498], [-39690, 13348, 2340], [-39605, 15947, 2225], [57642, 2953, 2955], [8046, 1703, 3669], [-39529, 13455, -1539], [-1479, -809, -5663], [-35676, -8145, -1575], [24680, -10983, 6051], [-43747, -7857, 2289], [-23914, -805, -4687], [-21157, 5175, 2181], [-4495, -1737, -3003], [35770, -22972, -4604], [-22621, -2445, 1365], [4896, -14751, -4005], [-58694, 20098, 1330], [-77612, -5920, 56], [-51252, 6133, 4935], [27553, -22957, 545], [-12568, -6330, -102], [-8723, -22480, 2744], [71, 16410, -3726], [-18836, -13915, 431], [-69388, -3012, 4620], [-4588, 3391, -7015], [49197, 2599, -4451], [-8339, -4747, -1129], [22776, 18896, -2748], [-3668, -9238, -194], [-46221, 5608, 3172], [-24214, -2878, -2386], [66421, -6421, -2503], [18056, -18174, -7314], [52534, 4674, 5830], [46765, -12958, -1402], [-64068, -2739, 5427], [47297, 13128, -1356], [12450, 15978, -582], [-11688, 1870, 2466], [5910, -21227, -873], [55318, -7074, -1586], [24708, -17544, -3960], [81001, 9095, -2179], [-16044, 20533, 6663], [-25673, 5213, -5773], [47768, -2842, 3878], [32118, 3878, -2778], [53285, 11817, 7887], [55662, 280, 1888], [-33920, 57, -11261], [-10094, -181, -1903], [-15158, -8513, -9779], [-101409, 799, -5279], [44979, -845, 12361], [23192, -8799, -5233], [-633, 15691, -3551], [-32164, -3962, -3910], [41149, 9293, 8327], [25648, 10050, 1906], [-14882, 6068, -6392], [34138, -2718, 8686], [1728, -3584, 2440], [-109864, 7136, -2800], [-9745, 13899, -5703], [81600, -5235, -5301], [32096, -18816, -4444], [-1079, -21316, 404], [-35214, 11310, 4194], [77171, -13551, 2679], [36913, 12701, -4729], [16368, -1713, -9003], [-57727, 20811, 1581], [-38482, -5646, 4022], [-168011, 4142, -214], [79861, -5755, 3299], [97799, -15081, -3207], [87936, 4334, 7602], [-85620, 2841, 1383], [98047, -1, 3125], [-107452, 7893, 3203], [26831, 16821, -4437], [-47662, -14466, -1126], [-57359, -4879, -5401], [126946, 3466, 4690], [3230, -4794, -7518], [57688, -8142, 7606], [51125, 8460, -6684], [-20375, 13052, 8336], [45097, -10447, 7811], [-60328, -6916, 5060], [-17502, 30525, 5067], [18049, 92, 1424], [-18312, 10919, -1023], [-68024, 16783, 2077], [1471, 2435, -31], [8776, 17282, 2198], [-76782, -8196, -12204], [-33372, 6995, -4575], [-66500, 26168, 1280], [-56784, 6343, -13259], [-19802, 6940, -1148], [5886, 3679, 2557], [51001, -20671, -4789], [52814, -20896, 1100], [-51422, 23364, 3184], [6074, 29211, 4493], [73560, -14284, -6168], [89970, -6432, 7704], [32418, 1336, 6712], [-31378, 15898, 10634], [-75070, -12540, 884], [-1590, -28366, 6150], [118055, -10635, 2379], [-88268, -16405, -8239], [16004, -31834, -2470], [-48977, -25603, 6131], [-40368, 33949, 2911], [-9682, 24981, -2125], [9963, 17497, -9449], [47494, 41172, -4424], [-13824, -1425, -3723], [42761, 19155, -6963], [-70565, 17825, -5845], [104520, 7096, 732], [102352, -644, -4136], [-8116, 39027, -2679], [-85448, -16290, -1598], [3135, -4733, -8783], [-37340, 10346, -398], [-100344, -1782, -5370], [200848, -208, 2936], [-22268, -7576, 12172], [-58128, 31570, 4654], [30280, -2842, 15802], [-70423, -7149, 8661], [-79718, 27002, -3946], [63269, -1725, -6579], [6942, 29958, -5634], [-111671, -30928, 7424], [-93758, 11100, 6052], [18146, 36135, -8779], [42197, 35157, -3693], [156390, -25996, -6492], [27496, -26389, -4831], [-145382, 8987, 689], [-72162, -22728, 7176], [-127359, 12667, -6419], [85820, -25131, 1571], [63962, -3558, 7326], [-88452, 46892, 3480], [-5216, -23380, 7844], [-70202, 9624, -6344], [-83068, 1935, -12739], [-2483, -23488, -13012], [33462, 11560, -9656], [-61720, 11222, 3434], [164351, -2601, 9705], [22762, -5121, 14149], [-23008, 37635, -1407], [32034, -2365, 11073], [92018, 38981, -6937], [95704, 7610, 1430], [-45273, -1385, -11219], [67468, -5313, -2555], [70858, 7626, 142], [18335, -18963, -2157], [-49092, -35484, 7644], [69796, -5358, -2678], [141662, 8367, -3439], [3433, 9329, 15827], [74156, 16058, 9998], [-35728, 47201, 2447], [-68290, -17316, -7380], [-106762, 26268, 10400], [-228988, 14191, 737], [-120, -43392, -3288], [-115344, 7798, 1234], [138128, -24228, 1244]], 'char_orbit_index': 1, 'field_poly': [6, -24, -1, 1], 'hecke_orbit_code': 81064793359778233, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [16, 1, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-16, -1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '441.4.a.s', 'level': 441, 'maxp': 2999, 'weight': 4}
• 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': [12, 9, 13, 15], 'ALdims_eis_new': [0, 0, 2, 3], 'ALdims_eis_old': [8, 8, 6, 5], 'ALdims_old': [28, 27, 23, 25], 'Nk2': 7056, 'analytic_conductor': 26.019842312531612, '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': [441, 1, [344, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 152, 'dim': 49, 'eis_dim': 32, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 67109305, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 8], 'label': '441.4.a', 'level': 441, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 184, 'mf_new_dim': 54, 'num_forms': 24, 'plus_dim': 27, 'prim_orbit_index': 1, 'relative_dim': 49, 'sturm_bound': 224, 'trace_bound': 10, 'trace_display': [-4, 0, 0, 0], 'traces': [49, -4, 0, 188, 0, 0, 0, -36, 0, -32, 26, 0, -42, 0, 0, 748, 174, 0, 54, 60, 0, 420, -2, 0, 1249, 144, 0, 0, -476, 0, -464, -212, 0, 462, 0, 0, -756, 1470, 0, 456, -834, 0, 64, 1672, 0, 68, 876, 0, 0, -1264, 0, -748, -266, 0, -64, 0, 0, -208, 1602, 0, -1866, -1836, 0, 4148, 672, 0, -130, 114, 0, 0, -1912, 0, -668, 216, 0, 950, 0, 0, 1838, 4140, 0, 134, 906, 0, 454, 4740, 0, 7536, 1650, 0, 0, -1024, 0, -2436, -702, 0, 184, 0, 0, 5812, 1104, 0, 3272, 720, 0, 76, -3634, 0, 4456, -4320, 0, 0, -1400, 0, 3264, 1304, 0, -3534, 0, 0, 1887, 372, 0, -6836, -720, 0, 3156, -1980, 0, -15728, 3426, 0, 0, 1688, 0, -186, -9062, 0, -686, 0, 0, -12944, -6312, 0, -1312, -2310, 0, -12288, -5506, 0, 730, -3618, 0, 0, 5406, 0, -1470, 3064, 0, 11312, 0, 0, 1370, -9966, 0, 14634, 3228, 0, 931, -1620, 0, -10632, 6804, 0, 0, 2752, 0, 10186, 194, 0, -10170, 0, 0, -18608, -12912, 0, -9552, 6276, 0, -18916, -5162, 0, -7100, -13578, 0, 0, 21488, 0, 2128, 21924, 0, -2968, 0, 0, 1432, -252, 0, 10172, 4512, 0, 7824, 1496, 0, -4644, 4992, 0, 0, -14088, 0, 2056, 264, 0, 8652, 0, 0, 15160, -5622, 0, -1618, 5520, 0, -6232, 4250, 0, 8582, -7926, 0, 0, 15152, 0, 4664, 14896, 0, -27232, 0, 0, 29628, -15180, 0, -4512, 8838, 0, 4038, -15364, 0, 2012, 8106, 0, 0, 11400, 0, -13070, -1406, 0, 480, 0, 0, -49256, -1884, 0, 3348, -8094, 0, -11852, 3656, 0, 20156, -15246, 0, 0, -11356, 0, 2262, -30896, 0, 48088, 0, 0, 25181, 11640, 0, -2666, -6984, 0, -31606, -11328, 0, -52876, 15624, 0, 0, -48612, 0, 11366, -30294, 0, -25554, 0, 0, -20060, 12336, 0, -14668, -18912, 0, 77568, 22294, 0, -2156, -3012, 0, 0, 23490, 0, 674, -24628, 0, -15570, 0, 0, -27222, 37386, 0, 12556, 5232, 0, 16906, -22376, 0, 16976, 23088, 0, 0, 9720, 0, -8356, 25178, 0, 56250, 0, 0, 67664, -1494, 0, -12288, -12186, 0, -64556, 22462, 0, 6135, -20472, 0, 0, -35382, 0, -13772, 36776, 0, -57840, 0, 0, -15608, 27312, 0, -13044, -16152, 0, 47064, 54264, 0, 51668, 3540, 0, 0, 7560, 0, -46190, -15646, 0, -21504, 0, 0, -36544, 14640, 0, 23962, 4956, 0, 55180, -27374, 0, 54444, 14604, 0, 0, 9054, 0, 1640, 32256, 0, 95772, 0, 0, 52976, 31200, 0, -17504, 28590, 0, -15262, 79200, 0, 44832, 5946, 0, 0, -78488, 0, 9344, -32150, 0, -43788, 0, 0, 120416, 13968, 0, -7508, -15744, 0, 61632, -42826, 0, 40126, 16344, 0, 0, -51104, 0, -1856, 10832, 0, -27654, 0, 0, -61520, -768, 0, 53640, -22308, 0, 21740, 31304, 0, -31428, -21198, 0, 0, 45516, 0, 4962, -48816, 0, 67010, 0, 0, -6552, 3924, 0, -27964, -7050, 0, -114556, -31128, 0, -70918, 9396, 0, 0, 35224, 0, 41412, 47220, 0, -83108, 0, 0, 86234, -26472, 0, -2426, 23328, 0, -53210, 4252, 0, 8816, 14340, 0, 0, 5468, 0, -20878, 95754, 0, 12768, 0, 0, -279584, -11922, 0, 25206, 21186, 0, 81348, 29718, 0, 21851, 7320, 0, 0, 45900, 0, -39808, -32640, 0, 120852, 0, 0, 53148, -23904, 0, -14082, -42720, 0, 39088, -169528, 0, -20896, -26028, 0, 0, 143728, 0, 15538, -3970, 0, -91200, 0, 0, -5136, -31098, 0, -18016, 13254, 0, -80600, 93602, 0, -14634, -47520, 0, 0, -100784, 0, -4608, -171760, 0, -47432, 0, 0, -17646, -69414, 0, 12464, 30510, 0, -40914, -31332, 0, -155888, -9150, 0, 0, -125312, 0, 93144, -2534, 0, 77920, 0, 0, 149488, -32496, 0, 18356, 24798, 0, -56748, -39612, 0, -171468, 54654, 0, 0, 48476, 0, 24678, -62904, 0, -112032, 0, 0, -112647, -47754, 0, -75412, -14436, 0, 42596, -123144, 0, 18748, -70320, 0, 0, 113968, 0, -17016, 128186, 0, -28966, 0, 0, 19588, 15852, 0, 43440, 28320, 0, -192904, 44506, 0, 69678, -7998, 0, 0, 35632, 0, -30642, 171936, 0, 160362, 0, 0, 22180, -50796, 0, 40096, 49944, 0, -15554, 92268, 0, 159500, -44460, 0, 0, 109248, 0, 118512, 47170, 0, -63264, 0, 0, 28864, -13800, 0, -19930, 59088, 0, 240580, -203664, 0, -90416, 79992, 0, 0, 69964, 0, 31484, -3376, 0, -75206, 0, 0, -127864, -42096, 0, 15378, -67056, 0, -7932, 126424, 0, 180244, -12180, 0, 0, -173876, 0, -29908, -203936, 0, 76880, 0, 0, 176132, 2976, 0, 52138, 25560, 0, -204832, 111038, 0, -159482, -25944, 0, 0, -191168, 0, -23808, -9208, 0, -111672, 0, 0, -150378, 27012, 0, -157232, 42720, 0, -53850, 612, 0, -393128, -19530, 0, 0, 101888, 0, -153324, 15324, 0, 32228, 0, 0, -134152, -5400, 0, 56560, -76074, 0, 111684, -134196, 0, 26960, -22320, 0, 0, 113538, 0, -38946, 134776, 0, 90944, 0, 0, 110524, -1368, 0, 35644, -101868, 0, -61266, 126964, 0, 38212, -15912, 0, 0, 91044, 0, 37056, 92318, 0, -124330, 0, 0, 9004, 111600, 0, -35136, -7026, 0, 317720, 141398, 0, 243130, 169188, 0, 0, -43472, 0, 96746, -79872, 0, 81444, 0, 0, -86824, 21648, 0, 9294, 57684, 0, 2843, -279988, 0, 235704, -21888, 0, 0, 64208, 0, 37098, 107226, 0, 126362, 0, 0, -4984, 56790, 0, 87098, -5520, 0, 13764, 63646, 0, -41794, 102462, 0, 0, -158390, 0, 33712, -390504, 0, -9168, 0, 0, -27660, 95016, 0, -44456, -115278, 0, -79704, 103944, 0, 111412, -150396, 0, 0, -408828, 0, -99544, 16350, 0, 25984, 0, 0, 196576, 27048, 0, -19716, -22032, 0, 10472, 146664, 0, 109230, 101298, 0, 0, -65200, 0, -195984, -219168, 0, 39732, 0, 0, 39582, 108720, 0, 141476, 62904, 0, -293286, -237500, 0, 142872, 74334, 0, 0, 74944, 0, -35406, 237162, 0, -75176, 0, 0, 538104, 8184, 0, -90192, 714, 0, 139808, 165350, 0, -61508, 11514, 0, 0, 12704, 0, 24896, 131080, 0, -55564, 0, 0, -280877, 58800, 0, -68574, -74160, 0, 436420, 275604, 0, 419272, -68070, 0, 0, 282168, 0, 99320, 3530, 0, -79168, 0, 0, 99088, 117228, 0, -85600, -14484, 0, 529712, -330936, 0, -95350, -144012, 0, 0, 92742, 0, -55506, 176376, 0, 624], 'weight': 4, '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: 323215
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '441.4.a.s', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '21.4.e.b', 'target_level': 21, 'twist_class_label': '21.4.e.b', 'twist_class_level': 21, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 323216
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '441.4.a.s', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '63.4.e.c', 'target_level': 63, 'twist_class_label': '21.4.e.b', 'twist_class_level': 21, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 323217
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '441.4.a.s', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '147.4.a.l', 'target_level': 147, 'twist_class_label': '21.4.e.b', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 323218
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '441.4.a.s', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '147.4.a.m', 'target_level': 147, 'twist_class_label': '21.4.e.b', 'twist_class_level': 21, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 323219
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '441.4.a.s', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 6, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '147.4.e.n', 'target_level': 147, 'twist_class_label': '21.4.e.b', 'twist_class_level': 21, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 4}
  • id: 323220
    {'conductor': 84, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '441.4.a.s', 'source_level': 441, 'target_char_orbit': 17, 'target_dim': 6, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '336.4.q.k', 'target_level': 336, 'twist_class_label': '21.4.e.b', 'twist_class_level': 21, 'twisting_char_label': '84.n', 'twisting_char_orbit': 14, 'weight': 4}
  • id: 323221
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '441.4.a.s', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '441.4.a.s', 'target_level': 441, 'twist_class_label': '21.4.e.b', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 323222
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '441.4.a.s', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '441.4.a.t', 'target_level': 441, 'twist_class_label': '21.4.e.b', 'twist_class_level': 21, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 323223
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '441.4.a.s', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 6, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '441.4.e.w', 'target_level': 441, 'twist_class_label': '21.4.e.b', 'twist_class_level': 21, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 323224
    {'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '441.4.a.s', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 59, 'target_is_minimal': False, 'target_label': '2352.4.a.cg', 'target_level': 2352, 'twist_class_label': '21.4.e.b', 'twist_class_level': 21, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 323225
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '441.4.a.s', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 61, 'target_is_minimal': False, 'target_label': '2352.4.a.ci', 'target_level': 2352, 'twist_class_label': '21.4.e.b', 'twist_class_level': 21, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 893375
    {'charpoly_factorization': [[[-6, -24, 1, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 2}
  • id: 893376
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 81064793359778233, 'p': 3}
  • id: 893377
    {'charpoly_factorization': [[[-1236, -192, 11, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 5}
  • id: 893378
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 81064793359778233, 'p': 7}
  • id: 893379
    {'charpoly_factorization': [[[9564, -1368, 35, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 11}
  • id: 893380
    {'charpoly_factorization': [[[18452, 425, -62, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 13}
  • id: 893381
    {'charpoly_factorization': [[[-112896, -2400, 48, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 17}
  • id: 893382
    {'charpoly_factorization': [[[233804, 12281, 202, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 19}
  • id: 893383
    {'charpoly_factorization': [[[-1580544, -672, 216, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 23}
  • id: 893384
    {'charpoly_factorization': [[[824976, -20472, 53, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 29}
  • id: 893385
    {'charpoly_factorization': [[[-11823, -10001, 95, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 31}
  • id: 893386
    {'charpoly_factorization': [[[-49152, 14089, -262, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 37}
  • id: 893387
    {'charpoly_factorization': [[[300384, -18780, 244, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 41}
  • id: 893388
    {'charpoly_factorization': [[[18269746, -72363, -360, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 43}
  • id: 893389
    {'charpoly_factorization': [[[-5119128, -246516, -210, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 47}
  • id: 893390
    {'charpoly_factorization': [[[-33169392, -80736, 393, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 53}
  • id: 893391
    {'charpoly_factorization': [[[-100468944, 133104, 1143, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 59}
  • id: 893392
    {'charpoly_factorization': [[[-84631000, -340900, 70, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 61}
  • id: 893393
    {'charpoly_factorization': [[[27993002, -304963, 628, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 67}
  • id: 893394
    {'charpoly_factorization': [[[28535976, -330804, 318, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 71}
  • id: 893395
    {'charpoly_factorization': [[[143207118, -4355, -988, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 73}
  • id: 893396
    {'charpoly_factorization': [[[193956337, -257901, -861, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 79}
  • id: 893397
    {'charpoly_factorization': [[[-47916036, -131616, 519, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 83}
  • id: 893398
    {'charpoly_factorization': [[[-13004544, 277920, 1766, 1], 1]], 'hecke_orbit_code': 81064793359778233, 'p': 89}
  • id: 893399
    {'charpoly_factorization': [[[44776452, -569600, -19, 1], 1]], 'hecke_orbit_code': 81064793359778233, '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': 19, 'label': '441.4.a.s', 'level': 441, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 63405799
    {'hecke_orbit_code': 81064793359778233, 'n': 1, 'trace_an': 3}
  • id: 63405800
    {'hecke_orbit_code': 81064793359778233, 'n': 2, 'trace_an': -1}
  • id: 63405801
    {'hecke_orbit_code': 81064793359778233, 'n': 3, 'trace_an': 0}
  • id: 63405802
    {'hecke_orbit_code': 81064793359778233, 'n': 4, 'trace_an': 25}
  • id: 63405803
    {'hecke_orbit_code': 81064793359778233, 'n': 5, 'trace_an': -11}
  • id: 63405804
    {'hecke_orbit_code': 81064793359778233, 'n': 6, 'trace_an': 0}
  • id: 63405805
    {'hecke_orbit_code': 81064793359778233, 'n': 7, 'trace_an': 0}
  • id: 63405806
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  • id: 63405998
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  • id: 63405999
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  • id: 63406000
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  • id: 63406001
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  • id: 63406002
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  • id: 63406003
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  • id: 63406004
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  • id: 63406005
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  • id: 63406006
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  • id: 63406007
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  • id: 63406008
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  • id: 63406009
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  • id: 63406010
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  • id: 63406011
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  • id: 63406012
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  • id: 63406013
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  • id: 63406014
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  • id: 63406015
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  • id: 63406016
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  • id: 63406017
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  • id: 63406018
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  • id: 63406019
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  • id: 63406020
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  • id: 63406021
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  • id: 63406022
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  • id: 63406023
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  • id: 63406024
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  • id: 63406025
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  • id: 63406026
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  • id: 63406027
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  • id: 63406028
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  • id: 63406029
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  • id: 63406030
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  • id: 63406031
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  • id: 63406032
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  • id: 63406033
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  • id: 63406034
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  • id: 63406035
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  • id: 63406036
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  • id: 63406037
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  • id: 63406038
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  • id: 63406039
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  • id: 63406040
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  • id: 63406041
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  • id: 63406042
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  • id: 63406043
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  • id: 63406044
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  • id: 63406045
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  • id: 63406046
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  • id: 63406047
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  • id: 63406048
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  • id: 63406049
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  • id: 63406050
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  • id: 63406051
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  • id: 63406052
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  • id: 63406053
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  • id: 63406054
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  • id: 63406055
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  • id: 63406056
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