Embedded newform data - 153.4.a.g.1.2

Formats: - HTML - YAML - JSON - 2024-04-26T13:08:11.031096

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 2448, 'analytic_conductor': 9.027292230878315, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [17, -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': [153, 1, [137, 37], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 2636, 'field_disc_factorization': [[2, 2], [659, 1]], 'field_poly': [-4, -14, 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, [-32, -24, 1, 1]], [5, [-32, -44, -8, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831331993, 'hecke_ring_generator_nbound': 7, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '153.4.a.g', 'level': 153, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 17], 'level_radical': 51, 'minimal_twist': '17.4.a.b', 'nf_label': '3.3.2636.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-\\beta _{1}+\\beta _{2})q^{2}+(8-3\\beta _{1}-\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '153.4.a', 'trace_display': [-1, 0, 8, 22], 'trace_hash': 1042720016721632200, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.855', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.315', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '231.400', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, -1, 0, 25, 8, 0, 22, 39, 0, -56, 28, 0, 30, -92, 0, 137, 51, 0, 80, 168, 0, 286, -142, 0, -223, -26, 0, 476, 456, 0, 230, 71, 0, -17, 332, 0, 356, -724, 0, -424, 294, 0, 556, 1122, 0, -704, -640, 0, -269, -547, 0, -774, -302, 0, 76, -684, 0, -1304, -636, 0, -84, -508, 0, -919, -408, 0, 1008, 425, 0, -1504, 402, 0, 838, -836, 0, -908, 504, 0, -594, 40, 0, 358, 2396, 0, 136, 1264, 0, 1838, 170, 0, -1016, -4896, 0, -2016, 472, 0, -270, -2857, 0, -1205, -1262, 0, 2600, 1286, 0, 2866, 1504, 0, 1088, -528, 0, 620, 1306, 0, -1108, 3880, 0, -2648, 374, 0, -477, 3516, 0, -2404, -336, 0, 5172, 2023, 0, 1392, 2264, 0, 536, -4384, 0, 663, -2114, 0, 1428, 4096, 0, 2016, -2092, 0, 2984, -1058, 0, 8020, -442, 0, 2724, -2964, 0, 312, -900, 0, -2038, 10872, 0, 2136, -3616, 0, -160, -5270, 0, -2408, 1158, 0, -2747, 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-8508, 14844, 0, -4913, 10684, 0, -4936, 3088, 0, -10462, -16208, 0, -21056, 2724, 0, -11402, 4862, 0, -24064, 1400, 0, -812, 12128, 0, 19592, 13276, 0, 168, 17258, 0, -20930, -3506, 0, -2414, -30033, 0, 12060, -10140, 0, 8332, -37936, 0, -14501, -15970, 0, 16344, -12602, 0, -32736, 11644, 0, -6030, 12688, 0, 26176, -11424, 0, 15736, -14522, 0, -15048, -2908, 0, -17490, -1806, 0, 8162, -3791, 0, -7948, 2798, 0, 4352, -702, 0, -15074, 3328, 0, -25592, 17848, 0, 3414, -1616, 0, -442, 1520, 0, 4328, 25272, 0, -21908, -26842, 0, -12688, 7478, 0, 13938, -4816, 0, -8426, -10422, 0, -7776, 10946, 0, 10768, 11688, 0, -34190, -17472, 0, 24184, 2752, 0, -19448, 4560, 0, -1088, 8092, 0, 312, 34862, 0, -15920, -24726, 0, 9705, -10240, 0, 16410, 25004, 0, -18584, -24200, 0, 7752, 1016, 0, 2732, 22408, 0, 35320, -18448, 0, 8496, 30718, 0, -9384, -42000, 0, 25360, -17794, 0, 7500, -27257, 0, -8202, 20656, 0, -20152, -42608, 0, 3440, -27682, 0, 16712, -6802, 0, -28184, 3910, 0, 15203, 2160, 0, 20656, 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5368, 0, -1968, 44562, 0, -7392, -13158, 0, -17936, -28634, 0, 1904, -18672, 0, 68968, 15888, 0, -10840, 48468, 0, 71822, 31268, 0, -5134, 25356, 0, 72458, -27832, 0, -32780, -18162, 0, 27392, -15582, 0, 46720, 159142, 0, 99510, -17344, 0, 6576, 25728, 0, 145122, -61648, 0, 5228, 130256, 0, 21208, 14542, 0, 16344, 9790, 0, 4836, 1292, 0, 4562, -113792, 0, 384, 23484, 0, 65996, -63624, 0, 87552, 64972, 0, 8636, 51076, 0, -11628, -39566, 0, -19904, -156952, 0, 50232, 48888, 0, -13301, 38712, 0, -123258, 6048, 0, 22124, 91223, 0, 43120, -99476, 0, -58952, 18616, 0, 25876, 29706, 0, -80036, 55720, 0, 63004, 23154, 0, -6712, -22168, 0, -38456, -3664, 0, 18750, -55916, 0, -59120, 15164, 0, 9404, -106950, 0, 59408], 'weight': 4, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [-0.4812644762821196, 0.0], [0.0, 0.0], [-0.7683845038688971, 0.0], [-0.271164007323762, 0.0], [0.0, 0.0], [-0.4287459392793059, 0.0], [0.8510606421198808, 0.0], [0.0, 0.0], [0.13050160397123117, 0.0], [-0.7569610176159796, 0.0], [0.0, 0.0], [1.2397914711417002, 0.0], [0.20634018992534062, 0.0], [0.0, 0.0], [0.3587992496547483, 0.0], [0.24253562503633297, 0.0], [0.0, 0.0], [1.0766699343183135, 0.0], [0.20835822123457087, 0.0], [0.0, 0.0], [0.36429844770893477, 0.0], [1.0450136149707183, 0.0], [0.0, 0.0], [-0.9264700811321187, 0.0], [-0.596667593058049, 0.0], [0.0, 0.0], [0.32944173583893377, 0.0], [0.8231912992422268, 0.0], [0.0, 0.0], [1.584347888405534, 0.0], [-1.0237379750953906, 0.0], [0.0, 0.0], [-0.11672378056286734, 0.0], [0.11626046701876694, 0.0], [0.0, 0.0], [-0.5880628505243606, 0.0], [-0.5181629920684073, 0.0], [0.0, 0.0], [-0.23077701419276095, 0.0], [1.7924140392284904, 0.0], [0.0, 0.0], [1.2506369105041784, 0.0], [0.58163711596895, 0.0], [0.0, 0.0], [-0.5029279301165673, 0.0], [-0.4735893538344551, 0.0], [0.0, 0.0], [-0.8161769195515057, 0.0], [0.445877138387102, 0.0], [0.0, 0.0], [-0.9526365544541054, 0.0], [-1.3674213177868226, 0.0], [0.0, 0.0], [0.20526058292462185, 0.0], [-0.36488879438933747, 0.0], [0.0, 0.0], [-0.39617272950980786, 0.0], [0.644368182810488, 0.0], [0.0, 0.0], [-0.11312632526441642, 0.0], [-0.7624903567621714, 0.0], [0.0, 0.0], [0.13388947077965252, 0.0], [-0.3361868235606057, 0.0], [0.0, 0.0], [0.0965634664821496, 0.0], [-0.18636061591407557, 0.0], [0.0, 0.0], [-0.055952032772101506, 0.0], [-1.317829379071919, 0.0], [0.0, 0.0], [0.4742243444498022, 0.0], [0.2830137597785768, 0.0], [0.0, 0.0], [-0.8272964933117354, 0.0], [0.32454396249558237, 0.0], [0.0, 0.0], [-1.0258599062958895, 0.0], [-0.09729344236114049, 0.0], [0.0, 0.0], [-0.862625203870018, 0.0], [0.15347256227607534, 0.0], [0.0, 0.0], [-0.06576693200362539, 0.0], [-0.6018871177528815, 0.0], [0.0, 0.0], [-0.6442197297119739, 0.0], [0.9686816975922364, 0.0], [0.0, 0.0], [-0.5315555588051207, 0.0], [-0.802972268075518, 0.0], [0.0, 0.0], [0.22792173234592647, 0.0], [-0.29195413395476555, 0.0], [0.0, 0.0], [0.8318435524655662, 0.0], [0.3927969577415091, 0.0], [0.0, 0.0], [0.7118852536400799, 0.0], [-0.2615793149876718, 0.0], [0.0, 0.0], [0.5004196656543041, 0.0], [1.055137725524607, 0.0], [0.0, 0.0], [0.6580913043616811, 0.0], [0.8908779641000141, 0.0], [0.0, 0.0], [1.5943751051207435, 0.0], [-0.09878462694258072, 0.0], [0.0, 0.0], [-0.15383372130593523, 0.0], [0.5888573677731009, 0.0], [0.0, 0.0], [-0.28337007954335086, 0.0], [-0.6325274380574313, 0.0], [0.0, 0.0], [-0.3101115160331507, 0.0], [-0.10398616436489612, 0.0], [0.0, 0.0], [-0.4270100178097806, 0.0], [0.054443681682100085, 0.0], [0.0, 0.0], [-1.217388366188221, 0.0], [0.5223893471891182, 0.0], [0.0, 0.0], [1.850301332855433, 0.0], [0.959301729060931, 0.0], [0.0, 0.0], [0.16179477557384425, 0.0], [1.3199471190758867, 0.0], [0.0, 0.0], [-0.4616178622830939, 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-0.14248454155359006, -0.2880484346679238, -0.3698174776532707, -0.1977914971796393, -0.25900711417133804, -0.2423127348549831, -0.3644920924552406, -0.2118995531292275, -0.33571997300528605, -0.2377750237571497, -0.16952973433334764, -0.18172950404468716, -0.27087562770219253, -0.20975019623719784, -0.1765238107513832, -0.1031600930705572, -0.2024353279801827, -0.06196920785492956, -0.13528373243572422, -0.46786030780170695, -0.1760833850274825, -0.2374724648828938, -0.2788763446686263, -0.2206761797249989, -0.27598792962995344, -0.13591701413729085, -0.24379741139418643, -0.21571748965320808, -0.3752984937970946, -0.23517975193782303, -0.36509997560663565, -0.28963994676542987, -0.1340702385245899, -0.4144840873322818, -0.23313230880809824, -0.19908104705109275, -0.3455907398408981, -0.11975610150386269, -0.2572025177455869, -0.2912659810802315, -0.4593925896036872, -0.36208445998507965, -0.32629010986706414, -0.3134245814540662, -0.2402003685463487, -0.15456096891018464, 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-0.13301258546005543, -0.4398646941381114, -0.2904873132669235, -0.2842765762092862, -0.3047685092389181, -0.1456994200468789, -0.18129274440655177, -0.2277579119005938, -0.319406068225243, -0.24679230296433785, -0.15344396902215013, -0.1824478944906268, -0.37327674728399657, -0.2203291897407368, -0.2206260778448718, -0.32810577824364506, -0.41860818456579735], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 3.8770743824610734, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831331993, 'label': '153.4.a.g.1.2', 'level': 153, 'weight': 4}
• mf_newspaces •

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

  
  {'AL_dims': [[[[3, -1], [17, -1]], 7, 4], [[[3, 1], [17, -1]], 4, 1], [[[3, -1], [17, 1]], 5, 3], [[[3, 1], [17, 1]], 4, 1]], 'ALdims': [4, 4, 5, 7], 'Nk2': 2448, 'analytic_conductor': 9.027292230878315, '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': [153, 1, [137, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 50, 'dim': 20, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 67109017, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 3, 3, 4, 4], 'label': '153.4.a', 'level': 153, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 17], 'level_radical': 51, 'mf_dim': 58, 'mf_new_dim': 20, 'num_forms': 9, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 20, 'sturm_bound': 72, 'trace_bound': 5, 'trace_display': [-2, 0, 2, -46], 'traces': [20, -2, 0, 90, 2, 0, -46, -30, 0, 22, 36, 0, 76, 112, 0, 298, 34, 0, 60, 130, 0, -434, -82, 0, 496, 4, 0, -168, -6, 0, -702, 338, 0, -68, 20, 0, -318, 380, 0, 542, -804, 0, 848, 90, 0, -284, -1032, 0, 220, -862, 0, -1784, 12, 0, -908, 960, 0, 1654, -816, 0, -1982, -776, 0, 3730, 596, 0, 460, 408, 0, -736, 3238, 0, -2272, -914, 0, 3344, 1104, 0, 1666, 2434, 0, -1568, -872, 0, -578, 40, 0, -6586, 1064, 0, 1440, -4484, 0, -696, 2800, 0, 2356, -6042, 0, -3702, -2396, 0, -1752, -2736, 0, -1376, 3472, 0, 3510, -3492, 0, -5064, -2392, 0, 3548, -1302, 0, 9796, 1530, 0, 5000, 6182, 0, -2472, 84, 0, -620, 4410, 0, -756, 8624, 0, 808, -1700, 0, -2652, -5508, 0, -6092, 11440, 0, -684, -4236, 0, 92, 4116, 0, -12046, -6200, 0, 3988, -4536, 0, 8736, -2908, 0, 2184, 8100, 0, 11694, -2560, 0, 13008, -10752, 0, 5476, 442, 0, -4244, 2686, 0, -2316, 2858, 0, -1122, 11226, 0, -140, 7428, 0, -3790, 25024, 0, 8636, -11404, 0, -340, -26352, 0, -4112, 10576, 0, -2732, -14872, 0, -13574, 1086, 0, -8738, -13134, 0, 14064, 1572, 0, 11540, -6244, 0, 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0, 12680, 15540, 0, 7992, 74840, 0, 37856, -33096, 0, -7514, -64422, 0, -3414, 22644, 0, -30526, -58508, 0, -95214, 16460, 0, 4448, -44056, 0, -28200, 5412, 0, 21748, -32016, 0, -39712, 27696, 0, 41536, -8056, 0, -69696, -46940, 0, -13340, -52678, 0, 57224, 14178, 0, 29740, 27758, 0, -35488, 21174, 0, 200, 51880, 0, 42590, 55240, 0, -21302, -29592, 0, 11084, -55180, 0, -9052, 81948, 0, -40360, -25036, 0, 28664, 37540, 0, -13494, -63256, 0, -1096, -57396, 0, 10992, 1532, 0, 41504, 46074, 0, 58684, -14052, 0, 60024, -23496, 0, 112564, 20160, 0, 13964, 10472, 0, -10248, 50442, 0, 10740, 11760, 0, 24830, 9364, 0, 45766, 64854, 0, -20186, -18236, 0, -16626, -18508, 0, -174072, 5536, 0, 52184, -88332, 0, -14340, -11622, 0, -71076, -45804, 0, 41120, 11816, 0, 12692, -13838, 0, -79560, 48976, 0, -4600, -20624, 0, -66796, -50108, 0, 14508, -32042, 0, -23024, 12138, 0, -12332, 38820, 0, -1248, 13728, 0, 33524, 41004, 0, -44666, 61560, 0, 47938, -21868, 0, -17204, -41556, 0, -6800, 61320, 0, 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95920, 0, 110980, -41548, 0, 269500, -21030, 0, 33280, -107660, 0, -304504, -42408, 0, 67136, -200064, 0, 283160, -34716, 0, 10064, 199488, 0, 363044, -185236, 0, -165220, 92862, 0, 157160, -136730, 0, -33344, 167952, 0, 208324, 182792, 0, -7712, 29208, 0, 54144, -2024, 0, 15198, 136304, 0, 319510, -12564, 0, -10236, -69948, 0, 159192, -4692, 0, 36684, -286112, 0, 101184, 38478, 0, 19724, -32988, 0, -132840, -73820, 0, -172328, 156448, 0, 2448, 9640, 0, -122288, -83128, 0, 413436, 184320, 0, 170188, 94804, 0, 20968, 65884, 0, 11124, 39342, 0, -108644, 49056, 0, 17352, -113284, 0, -480598, 52560, 0, 52252, 236802, 0, -256448, 192918, 0, -252364, -45798, 0, -286104, -6016, 0, 151642, -89008, 0, 34624, -178564, 0, -45990, -342910, 0, 17180], 'weight': 4, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 45653915
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597831331993, 'target_is_minimal': False, 'target_label': '153.4.a.g.1.2', 'target_level': 153, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 45653916
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599694479377, 'target_is_minimal': True, 'target_label': '17.4.a.b.1.2', 'target_level': 17, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 45653917
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 153122387397708176, 'target_is_minimal': False, 'target_label': '2448.4.a.bi.1.1', 'target_level': 2448, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 45653918
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197458702608, 'target_is_minimal': False, 'target_label': '272.4.a.h.1.2', 'target_level': 272, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 4}
  • id: 45653919
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 324, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 22518066923438505, 'target_is_minimal': False, 'target_label': '425.4.b.f.324.4', 'target_level': 425, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 45653920
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 324, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22518066923438505, 'target_is_minimal': False, 'target_label': '425.4.b.f.324.3', 'target_level': 425, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 45653921
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597831332265, 'target_is_minimal': False, 'target_label': '425.4.a.g.1.2', 'target_level': 425, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
  • id: 45653922
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798949221185, 'target_is_minimal': False, 'target_label': '833.4.a.d.1.2', 'target_level': 833, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
  • id: 45653923
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 94575592241890368, 'target_is_minimal': False, 'target_label': '1088.4.a.v.1.2', 'target_level': 1088, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 4}
  • id: 45653924
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 103582791496631360, 'target_is_minimal': False, 'target_label': '1088.4.a.x.1.2', 'target_level': 1088, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 4}
  • id: 45653925
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398576592905, 'target_is_minimal': False, 'target_label': '2057.4.a.e.1.2', 'target_level': 2057, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 4}
  • id: 45653926
    {'conductor': 51, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 288, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503668413956385, 'target_is_minimal': False, 'target_label': '289.4.b.b.288.3', 'target_level': 289, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '51.38', 'twisting_conrey_index': 38, 'weight': 4}
  • id: 45653927
    {'conductor': 51, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 288, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503668413956385, 'target_is_minimal': False, 'target_label': '289.4.b.b.288.4', 'target_level': 289, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '51.47', 'twisting_conrey_index': 47, 'weight': 4}
  • id: 45653928
    {'conductor': 51, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597831331993, 'source_is_minimal': False, 'source_label': '153.4.a.g.1.2', 'source_level': 153, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599694479649, 'target_is_minimal': False, 'target_label': '289.4.a.b.1.2', 'target_level': 289, 'twist_class_label': '17.4.a.b.1.2', 'twist_class_level': 17, 'twisting_char_label': '51.50', 'twisting_conrey_index': 50, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 408125
    {'charpoly_factorization': [[[-32, -24, 1, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 2}
  • id: 408126
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 27021597831331993, 'p': 3}
  • id: 408127
    {'charpoly_factorization': [[[-32, -44, -8, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 5}
  • id: 408128
    {'charpoly_factorization': [[[792, -138, -22, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 7}
  • id: 408129
    {'charpoly_factorization': [[[4692, -1366, -28, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 11}
  • id: 408130
    {'charpoly_factorization': [[[-9392, -1472, -30, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 13}
  • id: 408131
    {'charpoly_factorization': [[[-17, 1], 3]], 'hecke_orbit_code': 27021597831331993, 'p': 17}
  • id: 408132
    {'charpoly_factorization': [[[340128, -4632, -80, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 19}
  • id: 408133
    {'charpoly_factorization': [[[-1600544, -15770, 142, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 23}
  • id: 408134
    {'charpoly_factorization': [[[-1518624, 53908, -456, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 29}
  • id: 408135
    {'charpoly_factorization': [[[-81608, -11586, -230, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 31}
  • id: 408136
    {'charpoly_factorization': [[[6176752, -17964, -356, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 37}
  • id: 408137
    {'charpoly_factorization': [[[1638744, -86564, -294, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 41}
  • id: 408138
    {'charpoly_factorization': [[[7270272, 51096, -556, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 43}
  • id: 408139
    {'charpoly_factorization': [[[1671168, 85328, 640, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 47}
  • id: 408140
    {'charpoly_factorization': [[[-18162072, -153460, 302, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 53}
  • id: 408141
    {'charpoly_factorization': [[[-49419072, -101768, 636, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 59}
  • id: 408142
    {'charpoly_factorization': [[[-6792784, -124412, 84, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 61}
  • id: 408143
    {'charpoly_factorization': [[[-765952, 65040, -1008, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 67}
  • id: 408144
    {'charpoly_factorization': [[[274866016, -589874, -402, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 71}
  • id: 408145
    {'charpoly_factorization': [[[-19957512, 227852, -838, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 73}
  • id: 408146
    {'charpoly_factorization': [[[-742135824, -1121274, 594, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 79}
  • id: 408147
    {'charpoly_factorization': [[[-142080704, 1488888, -2396, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 83}
  • id: 408148
    {'charpoly_factorization': [[[446571376, -1072304, -170, 1], 1]], 'hecke_orbit_code': 27021597831331993, 'p': 89}
  • id: 408149
    {'charpoly_factorization': [[[-206623000, -586100, 270, 1], 1]], 'hecke_orbit_code': 27021597831331993, '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': 7, 'label': '153.4.a.g', 'level': 153, 'portrait': 'data:image/png;base64,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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 180214000
    {'hecke_orbit_code': 27021597831331993, 'n': 1, 'trace_an': 3}
  • id: 180214001
    {'hecke_orbit_code': 27021597831331993, 'n': 2, 'trace_an': -1}
  • id: 180214002
    {'hecke_orbit_code': 27021597831331993, 'n': 3, 'trace_an': 0}
  • id: 180214003
    {'hecke_orbit_code': 27021597831331993, 'n': 4, 'trace_an': 25}
  • id: 180214004
    {'hecke_orbit_code': 27021597831331993, 'n': 5, 'trace_an': 8}
  • id: 180214005
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  • id: 180214006
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  • id: 180214008
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  • id: 180214009
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  • id: 180214010
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  • id: 180214011
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  • id: 180214012
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  • id: 180214013
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  • id: 180214014
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  • id: 180214015
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  • id: 180214016
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  • id: 180214017
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  • id: 180214018
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  • id: 180214019
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  • id: 180214020
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  • id: 180214021
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  • id: 180214022
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  • id: 180214023
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  • id: 180214024
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  • id: 180214025
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  • id: 180214026
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  • id: 180214027
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  • id: 180214028
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  • id: 180214029
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  • id: 180214030
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  • id: 180214031
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  • id: 180214032
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  • id: 180214033
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  • id: 180214034
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  • id: 180214035
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  • id: 180214036
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  • id: 180214037
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  • id: 180214038
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  • id: 180214039
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  • id: 180214040
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  • id: 180214041
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  • id: 180214042
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  • id: 180214043
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  • id: 180214044
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  • id: 180214045
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  • id: 180214046
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  • id: 180214047
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  • id: 180214048
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  • id: 180214049
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  • id: 180214050
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  • id: 180214051
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  • id: 180214052
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  • id: 180214053
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  • id: 180214054
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  • id: 180214055
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  • id: 180214056
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  • id: 180214057
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  • id: 180214058
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  • id: 180214059
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  • id: 180214060
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  • id: 180214061
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  • id: 180214062
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  • id: 180214063
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  • id: 180214064
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  • id: 180214065
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  • id: 180214066
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  • id: 180214067
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  • id: 180214068
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  • id: 180214069
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  • id: 180214070
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  • id: 180214071
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  • id: 180214072
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  • id: 180214073
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  • id: 180214074
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  • id: 180214075
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  • id: 180214076
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  • id: 180214077
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  • id: 180214078
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  • id: 180214079
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  • id: 180214080
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  • id: 180214081
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  • id: 180214082
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  • id: 180214083
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  • id: 180214084
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  • id: 180214085
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  • id: 180214086
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  • id: 180214087
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  • id: 180214088
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  • id: 180214089
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  • id: 180214090
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  • id: 180214091
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  • id: 180214092
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  • id: 180214093
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  • id: 180214094
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  • id: 180214095
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  • id: 180214096
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  • id: 180214098
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  • id: 180214099
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  • id: 180214100
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  • id: 180214101
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  • id: 180214102
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  • id: 180214104
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  • id: 180214105
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  • id: 180214106
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  • id: 180214107
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  • id: 180214108
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  • id: 180214109
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  • id: 180214110
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  • id: 180214111
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  • id: 180214112
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  • id: 180214113
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  • id: 180214114
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  • id: 180214115
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  • id: 180214116
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  • id: 180214117
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  • id: 180214118
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  • id: 180214119
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  • id: 180214120
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  • id: 180214121
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  • id: 180214122
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  • id: 180214123
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  • id: 180214124
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  • id: 180214125
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  • id: 180214126
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  • id: 180214127
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  • id: 180214128
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  • id: 180214129
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  • id: 180214130
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  • id: 180214131
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  • id: 180214132
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  • id: 180214133
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  • id: 180214134
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  • id: 180214135
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  • id: 180214136
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  • id: 180214137
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  • id: 180214138
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  • id: 180214139
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  • id: 180214140
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  • id: 180214142
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  • id: 180214143
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  • id: 180214144
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  • id: 180214145
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  • id: 180214146
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  • id: 180214147
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  • id: 180214149
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  • id: 180214150
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  • id: 180214151
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  • id: 180214152
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  • id: 180214153
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  • id: 180214154
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  • id: 180214155
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  • id: 180214156
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  • id: 180214157
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  • id: 180214158
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  • id: 180214159
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  • id: 180214160
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  • id: 180214161
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  • id: 180214162
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  • id: 180214311
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  • id: 180214312
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  • id: 180214314
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  • id: 180214317
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  • id: 180214407
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  • id: 180214408
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  • id: 180214409
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  • id: 180214411
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  • id: 180214412
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  • id: 180214413
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  • id: 180214414
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  • id: 180214415
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  • id: 180214416
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  • id: 180214417
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  • id: 180214418
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  • id: 180214419
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  • id: 180214420
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  • id: 180214421
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  • id: 180214422
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  • id: 180214423
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  • id: 180214424
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  • id: 180214425
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  • id: 180214426
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  • id: 180214427
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  • id: 180214428
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  • id: 180214430
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  • id: 180214431
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  • id: 180214433
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  • id: 180214447
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  • id: 180214448
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  • id: 180214458
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  • id: 180214478
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  • id: 180214479
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  • id: 180214482
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  • id: 180214485
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  • id: 180214486
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  • id: 180214488
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  • id: 180214490
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  • id: 180214491
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  • id: 180214492
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  • id: 180214494
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  • id: 180214495
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  • id: 180214496
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  • id: 180214497
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  • id: 180214498
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  • id: 180214499
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  • id: 180214500
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  • id: 180214502
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  • id: 180214503
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  • id: 180214504
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  • id: 180214505
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  • id: 180214506
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  • id: 180214507
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  • id: 180214508
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  • id: 180214509
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  • id: 180214510
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  • id: 180214511
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  • id: 180214512
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  • id: 180214513
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  • id: 180214514
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  • id: 180214515
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  • id: 180214516
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  • id: 180214517
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  • id: 180214518
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  • id: 180214519
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  • id: 180214520
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  • id: 180214521
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  • id: 180214522
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  • id: 180214523
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  • id: 180214524
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  • id: 180214525
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  • id: 180214526
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  • id: 180214527
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  • id: 180214528
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  • id: 180214529
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  • id: 180214530
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  • id: 180214531
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  • id: 180214532
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  • id: 180214533
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  • id: 180214534
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  • id: 180214535
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  • id: 180214536
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  • id: 180214537
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  • id: 180214538
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  • id: 180214539
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  • id: 180214540
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  • id: 180214541
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  • id: 180214542
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  • id: 180214543
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  • id: 180214544
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  • id: 180214545
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  • id: 180214546
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  • id: 180214547
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  • id: 180214548
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  • id: 180214549
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  • id: 180214550
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  • id: 180214551
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  • id: 180214552
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  • id: 180214554
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    {'hecke_orbit_code': 27021597831331993, 'n': 991, 'trace_an': 18750}
  • id: 180214991
    {'hecke_orbit_code': 27021597831331993, 'n': 992, 'trace_an': -55916}
  • id: 180214992
    {'hecke_orbit_code': 27021597831331993, 'n': 993, 'trace_an': 0}
  • id: 180214993
    {'hecke_orbit_code': 27021597831331993, 'n': 994, 'trace_an': -59120}
  • id: 180214994
    {'hecke_orbit_code': 27021597831331993, 'n': 995, 'trace_an': 15164}
  • id: 180214995
    {'hecke_orbit_code': 27021597831331993, 'n': 996, 'trace_an': 0}
  • id: 180214996
    {'hecke_orbit_code': 27021597831331993, 'n': 997, 'trace_an': 9404}
  • id: 180214997
    {'hecke_orbit_code': 27021597831331993, 'n': 998, 'trace_an': -106950}
  • id: 180214998
    {'hecke_orbit_code': 27021597831331993, 'n': 999, 'trace_an': 0}
  • id: 180214999
    {'hecke_orbit_code': 27021597831331993, 'n': 1000, 'trace_an': 59408}