Newform data - 304.8.a.i

Formats: - HTML - YAML - JSON - 2025-05-09T04:13:37.775121

• 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': 19456, 'analytic_conductor': 94.96504774717302, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [19, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [304, 1, [191, 229, 97], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 1240243159287613763689517196, 'field_disc_factorization': [[2, 2], [3, 2], [19, 1], [1381, 1], [279913, 1], [4690660395896173, 1]], 'field_poly': [-6276171312, -280013424, 16275767, 135458, -8376, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-7412317344, -43655400, 16686996, -93190, -7711, 40, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797153182000, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 64, 'hecke_ring_index_factorization': [[2, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '304.8.a.i', 'level': 304, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'minimal_twist': '76.8.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-7+\\beta _{1})q^{3}+(47-\\beta _{1}-\\beta _{2})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '304.8.a', 'trace_display': [0, -40, 279, 1565], 'trace_hash': 1960989760390352214, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.360', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '78.538', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1717.918', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, 0, -40, 0, 279, 0, 1565, 0, 3900, 0, -7983, 0, 1250, 0, -26790, 0, 21735, 0, -41154, 0, -86346, 0, -100920, 0, 373305, 0, -534790, 0, -58656, 0, -403808, 0, 916430, 0, -463497, 0, 808780, 0, -758704, 0, 556944, 0, -1220735, 0, 3234843, 0, -1915305, 0, 2045883, 0, -908816, 0, 511650, 0, -1813341, 0, 274360, 0, -1300572, 0, 565335, 0, 7170325, 0, -6195012, 0, 45010, 0, -7381528, 0, 1424106, 0, -11153825, 0, -3941974, 0, -17515425, 0, 6392144, 0, 6187530, 0, 3164160, 0, -19479255, 0, 25999500, 0, -14502678, 0, 9736226, 0, -18344300, 0, -1913661, 0, -21377010, 0, -24032935, 0, -2363172, 0, -21069050, 0, -61759290, 0, -20599500, 0, -9807210, 0, -19769748, 0, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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-1480688977, 194698224, 19088901, -519239844]], 'char_orbit_index': 1, 'field_poly': [-6276171312, -280013424, 16275767, 135458, -8376, -2, 1], 'hecke_orbit_code': 36028797153182000, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 12622824, 2103804, 2103804, 4207608], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [2800, -20, -3, -1, 1, -1], [-60834, 4321, 198, 12, -90, 78], [12452470, -212696, -19821, -4033, 10219, -9331], [-631311360, 24624409, 1644228, 103440, -866472, 745380]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [-394340616, -655626372, -3798869, 331031, 1337, -23], [11111121348, 548036696, -9662021, -357983, 2117, 51], [-33289998684, -2202338405, 41365824, 1628074, -12312, -269], [-76626597048, -4929275990, 101646951, 3641083, -30195, -617]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '304.8.a.i', 'level': 304, 'maxp': 2999, 'weight': 8}
• mf_newspaces •

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

  
  {'ALdims': [17, 14, 16, 16], 'Nk2': 19456, 'analytic_conductor': 94.96504774717302, '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': [304, 1, [191, 229, 97], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 274, 'dim': 63, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134218032, 'hecke_orbit_dims': [1, 2, 2, 2, 4, 4, 5, 6, 6, 6, 8, 8, 9], 'label': '304.8.a', 'level': 304, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 286, 'mf_new_dim': 63, 'num_forms': 13, 'plus_dim': 33, 'prim_orbit_index': 1, 'relative_dim': 63, 'sturm_bound': 320, 'trace_bound': 5, 'trace_display': [0, 0, -278, 686], 'traces': [63, 0, 0, 0, -278, 0, 686, 0, 45927, 0, -9190, 0, 6554, 0, 37452, 0, 1454, 0, -20577, 0, 2344, 0, 224348, 0, 1012925, 0, -604800, 0, -240134, 0, 0, 0, -256824, 0, -677286, 0, 622506, 0, 1597476, 0, -220642, 0, -1412982, 0, -4310, 0, 677678, 0, 8428279, 0, 893908, 0, -1915422, 0, -2379650, 0, 0, 0, 5250992, 0, 443810, 0, -2418590, 0, -2306988, 0, -970340, 0, 7143672, 0, -18829148, 0, 8271966, 0, 10662348, 0, -11906456, 0, -14621192, 0, 30437639, 0, -7972268, 0, 3490492, 0, 15654444, 0, 9783534, 0, 2466424, 0, -26260456, 0, 6859000, 0, -4601850, 0, -20314414, 0, 23103618, 0, -6146212, 0, 42613520, 0, -41697304, 0, -17300518, 0, 81832152, 0, -39458194, 0, 47090512, 0, 73326986, 0, 106473774, 0, 160644879, 0, -35096512, 0, -42502308, 0, -31358236, 0, -66451168, 0, -53065474, 0, 0, 0, -117564976, 0, 55137486, 0, 59480018, 0, -730832, 0, -92000976, 0, -122912164, 0, 87469468, 0, 52588698, 0, 49174300, 0, -8445798, 0, 191667736, 0, -77303486, 0, 192360308, 0, 7272660, 0, 236294724, 0, 11709792, 0, 210762780, 0, 357900605, 0, -75003165, 0, -150597854, 0, 50993132, 0, -210414372, 0, 137074208, 0, 337783050, 0, -332670580, 0, 2047860, 0, 224948958, 0, -176735000, 0, 129915214, 0, -161107314, 0, 65024008, 0, 169899210, 0, -90542738, 0, -15701572, 0, 266315780, 0, 101518084, 0, 984704144, 0, 0, 0, 318661136, 0, -20042048, 0, 149993390, 0, 1193000, 0, 322341444, 0, -316424948, 0, -358763164, 0, 1454489541, 0, -1206858388, 0, -444019670, 0, 840227668, 0, -355826982, 0, -391528258, 0, 1076658576, 0, 94363294, 0, 42943590, 0, -753485840, 0, -23063334, 0, 90415338, 0, -198687696, 0, -816724626, 0, -306117072, 0, -1199524540, 0, -95615930, 0, 566716476, 0, -1382678454, 0, 346065542, 0, -609645996, 0, 1213216400, 0, 1289515922, 0, -81242732, 0, 432156788, 0, -2302486260, 0, -310504358, 0, -4246721880, 0, -549629362, 0, -650730174, 0, 0, 0, 1262352100, 0, 1670180773, 0, 698689864, 0, -286673854, 0, -2367034732, 0, -583936448, 0, -512639440, 0, 2189620320, 0, -833176928, 0, 862784696, 0, -291863364, 0, -286150104, 0, 902336322, 0, -2610331558, 0, 3849316418, 0, -188036518, 0, -1356395308, 0, -1135105964, 0, -404379204, 0, -1214635130, 0, -3791183540, 0, 275663956, 0, 947540980, 0, 1581035602, 0, -108233880, 0, 604445446, 0, -2562141360, 0, 348266496, 0, 1068968962, 0, -2265527784, 0, -3120659322, 0, -1325605094, 0, 5766496004, 0, 955366562, 0, 4598568196, 0, -3739190600, 0, 5008253742, 0, 2963890503, 0, -2927052596, 0, -826249332, 0, 3837769104, 0, -2254715162, 0, -2380985480, 0, 63836946, 0, 4658789028, 0, -2017223944, 0, 321544488, 0, -7087108416, 0, 2359058712, 0, -3925980756, 0, -5526611374, 0, -2335041382, 0, -4350845084, 0, 3222165952, 0, -363187056, 0, 807114698, 0, 1016339184, 0, -1112115746, 0, 5904210760, 0, 3604057050, 0, -6306542388, 0, 1502862974, 0, 8011449012, 0, -2243817128, 0, 5908904064, 0, -128952432, 0, 1181897716, 0, -961005230, 0, -11837531170, 0, 2159902822, 0, -5789615902, 0, 2606700600, 0, -1407356600, 0, 2164668614, 0, 8691106320, 0, 0, 0, -743344132, 0, 13470788011, 0, -1844488722, 0, -16700324716, 0, -1844421348, 0, 1188542942, 0, -10065440124, 0, -8712658856, 0, -10670153104, 0, 2501554542, 0, -5787969368, 0, -1588022550, 0, -4288523954, 0, 198869504, 0, -773671866, 0, 14580568472, 0, -2422373480, 0, 2471989780, 0, -1607578125, 0, -23207634974, 0, 1374579272, 0, 645166436, 0, 32179678880, 0, -6146356316, 0, -4954302172, 0, 6820371784, 0, -12999363660, 0, 3279526684, 0, 2775919966, 0, 3645358304, 0, 10343526550, 0, 9963936448, 0, 6147943220, 0, 7129706876, 0, -7565937520, 0, -6209376926, 0, 1944026382, 0, 2308163244, 0, 3837492436, 0, -411868568, 0, 38564574520, 0, 6357665702, 0, -7363705432, 0, 8047769592, 0, 18969505552, 0, 17553261859, 0, -908212352, 0, 4364958676, 0, 7941062588, 0, 15138260480, 0, -11912868896, 0, -2835130422, 0, -15378691384, 0, -3028857580, 0, -7026909892, 0, -12070861414, 0, 4349387926, 0, 5363862712, 0, 4158076936, 0, 28588245690, 0, -18629937416, 0, -2699691304, 0, 29028240416, 0, 1342943172, 0, 18524035798, 0, 3517880710, 0, -10056984620, 0, -7747529080, 0, -14262194340, 0, -2363693874, 0, -13264817024, 0, -16952839096, 0, -13567244800, 0, -3510689892, 0, 12991491566, 0, 2627216488, 0, 28455175040, 0, -751306562, 0, -38061803518, 0, 18303430600, 0, -12910866704, 0, 4277066518, 0, -15525669940, 0, 11194181794, 0, -6366939192, 0, 21087520804, 0, 16418341896, 0, 13623549402, 0, 10249831304, 0, -23050289958, 0, 8008773460, 0, 10452586168, 0, -51792925776, 0, 17437211235, 0, -2957902596, 0, -22020045580, 0, -3724727638, 0, -21351637876, 0, 55558883980, 0, -14027424334, 0, -4512126468, 0, 12625523838, 0, 15161127578, 0, 4886583648, 0, -17785579906, 0, -21025584232, 0, -17698114776, 0, 20850288410, 0, -27479651238, 0, 20901651970, 0, 35594811208, 0, -34725665150, 0, 12878881284, 0, -4617396492, 0, -21505009632, 0, 380402424, 0, 39955417310, 0, -6170569834, 0, 4297074760, 0, -9290618062, 0, 2781788328, 0, -16401415876, 0, 58128800900, 0, 32855480084, 0, 76556740260, 0, 15779484120, 0, -19215147938, 0, -50073328432, 0, 1456742694, 0, -1378403260, 0, 34657299484, 0, 2770155458, 0, 4864004978, 0, -9722191032, 0, -24362724924, 0, -30407629798, 0, 13529265744, 0, -26700319128, 0, -59170676728, 0, -10689413640, 0, 6215936198, 0, -23121063688, 0, 69375421632, 0, -35588106650, 0, 9631059586, 0, 24833852019, 0, -2733341634, 0, -9190038502, 0, -69575971376, 0, 43216427072, 0, -75827363598, 0, -11651959456, 0, 220700736, 0, 39632171408, 0, -86672805220, 0, -21899358264, 0, 25161889024, 0, -47355011280, 0, 19431422484, 0, 46774080490, 0, -53500560400, 0, -69769860034, 0, -81430631888, 0, -77616109036, 0, 32469792468, 0, 10139287254, 0, -75921101312, 0, -31411269134, 0, -22879935656, 0, 30401579224, 0, -14181874170, 0, -28623280960, 0, 50342146708, 0, 52204420780, 0, 5975119340, 0, -40459047152, 0, 42732490804, 0, 63930769396, 0, 125757414088, 0, -71539150438, 0, -54135673938, 0, 12619573118, 0, 15361357430, 0, 32038676016, 0, -100813502656, 0, -42399504026, 0, 30990986684, 0, -7101488072, 0, 79825022896, 0, 4304927888, 0, -19449162568, 0, 16147365458, 0, -24615136610, 0, 63225468080, 0, -37983297052, 0, -49476026694, 0, -47234147004, 0, 25370093686, 0, 130667093380, 0, -33191229880, 0, 4543501564, 0, 93118256285, 0, -11467537056, 0, 60960822286, 0, 44581873952, 0, 12982677608, 0, 51345391776, 0, 25358037298, 0, 15000633000, 0, -9531829122, 0, -91338909526, 0, -16773880640, 0, -119618871212, 0, 9790249428, 0, -78310401524, 0, -5654668960, 0, -119252705500, 0, 140353106166, 0, 155208016070, 0, -91469308182, 0, -36776836628, 0, -70301760006, 0, 151273854986, 0, -41960608584, 0, 85849887516, 0, -31401102384, 0, -187605532430, 0, 817757416, 0, -11364074780, 0, -119649759868, 0, -106680194952, 0, 12315385500, 0, -76180063860, 0, 6855001684, 0, 67831523244, 0, -35280760894, 0, -75724573580, 0, 34241141040, 0, -169691656996, 0, 10089686424, 0, 70623503772, 0, 88734318576, 0, -84439173584, 0, 114948484726, 0, -193160393748, 0, 32483683778, 0, -16946044311, 0, 225516282840, 0, 259608031918, 0, 48118276070, 0, 32482765984, 0, 103763484410, 0, 155339911040, 0, -158656510488, 0, 88503908468, 0, 119426705548, 0, -193042323500, 0, 29201891126, 0, -13915821182, 0, -120372102760, 0, -150297339386, 0, 84892599391, 0, 33279876904, 0, -20328778332, 0, 155372660264, 0, 1605088308, 0, -78826562652, 0, -184541796128, 0, 181157518972, 0, 89409743926, 0, -57961474928, 0, -14886612582, 0, 53304582680, 0, -44419473684, 0, 327022847156, 0, 224236080368, 0, 83330214988, 0, -130158664284, 0, -239267771734, 0, 45339120026, 0, 318240252456, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 235200
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '304.8.a.i', 'source_level': 304, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '76.8.a.b', 'target_level': 76, 'twist_class_label': '76.8.a.b', 'twist_class_level': 76, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 235201
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '304.8.a.i', 'source_level': 304, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '304.8.a.i', 'target_level': 304, 'twist_class_label': '76.8.a.b', 'twist_class_level': 76, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 677975
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 36028797153182000, 'p': 2}
  • id: 677976
    {'charpoly_factorization': [[[-7412317344, -43655400, 16686996, -93190, -7711, 40, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 3}
  • id: 677977
    {'charpoly_factorization': [[[174360864384000, -5181395099400, 31455689670, 89339211, -382107, -279, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 5}
  • id: 677978
    {'charpoly_factorization': [[[15086336025908584, -2093958739148105, 1278964317269, 3630360070, -2268958, -1565, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 7}
  • id: 677979
    {'charpoly_factorization': [[[-47929083669332301456, -385525041126730164, -880155543756408, -432916267239, -37767781, 7983, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 11}
  • id: 677980
    {'charpoly_factorization': [[[-15319634805440895689856, 589363572143005920, 3312548747774008, -6544577750, -122286729, -1250, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 13}
  • id: 677981
    {'charpoly_factorization': [[[8152361263409668732149786, -858871018484235580455, -231907545730575987, 36745972939470, -1164308584, -21735, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 17}
  • id: 677982
    {'charpoly_factorization': [[[6859, 1], 6]], 'hecke_orbit_code': 36028797153182000, 'p': 19}
  • id: 677983
    {'charpoly_factorization': [[[-10131803990133889037451264, 7015145233308404129280, 1502913205656366528, -151244309224680, -284311201, 100920, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 23}
  • id: 677984
    {'charpoly_factorization': [[[-19309171134099958491730368909456, 76523107161988774318618944, 2578255904089960750008, -4494973587859440, -95711902329, 58656, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 29}
  • id: 677985
    {'charpoly_factorization': [[[-59469561500940745594498842624, -7665008493910929005383680, -319372289042744119808, -4120055684069632, 18356065296, 403808, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 31}
  • id: 677986
    {'charpoly_factorization': [[[124536595731119467187730296896, 5191054539189353523141440, -347190860463975948304, -9069720444468640, 176256645884, -808780, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 37}
  • id: 677987
    {'charpoly_factorization': [[[23338992175248254326181410627584, -1067514808032839309216904576, 2157162144421067749584, 174434267004322080, -326056713208, -556944, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 41}
  • id: 677988
    {'charpoly_factorization': [[[-154097329310339035579788080098944, -4661658345451186652836838160, -46051523057753836668440, -142748983288435795, 158935767027, 1220735, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 43}
  • id: 677989
    {'charpoly_factorization': [[[104713598761424722953743469567814656, 324720105707311102197786553920, -661005833538587861055696, -2150474405962335525, -384082342837, 1915305, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 47}
  • id: 677990
    {'charpoly_factorization': [[[-695595985358363257740317072458258176, -189404486376422674701976467840, 3965837149172783092356840, 1036250365853981250, -3740637014161, -511650, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 53}
  • id: 677991
    {'charpoly_factorization': [[[-86009270406166492856689005529297056, 619638885049121808670044671976, 574513744255956073498212, -1965619922082623202, -1547972074327, 1300572, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 59}
  • id: 677992
    {'charpoly_factorization': [[[-2301352032237925633469153645158227464, -3269585231287627013776097234316, 12147376867741010024327214, 3565037032223823767, -8735718697011, -565335, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 61}
  • id: 677993
    {'charpoly_factorization': [[[-132726823572930625244662477069019198976, 12206470804539541818915606522240, 85557155517434897219425360, -1501881992060699320, -16470947063367, -45010, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 67}
  • id: 677994
    {'charpoly_factorization': [[[13535981091827314004436212385699151104, -50907169907215768219104435032352, 41117713101441495009540432, 18728657102643413232, -14152150868392, -1424106, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 71}
  • id: 677995
    {'charpoly_factorization': [[[9624457063719626672182251795785919226, 49054691402281892204791620009725, 96226770293526768419688329, 92710992204432255410, 46136474610476, 11153825, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 73}
  • id: 677996
    {'charpoly_factorization': [[[2956440985861855561798670399576498176, 35993795123493685348231918829056, -79446304014369974498532160, 43513478257211180320, 2824710229340, -6392144, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 79}
  • id: 677997
    {'charpoly_factorization': [[[-6545218979767270128105855563739588824064, 1700840388442765245769356686922240, 2896490929079852479940429568, 121042182434330223840, -103202687694196, -3164160, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 83}
  • id: 677998
    {'charpoly_factorization': [[[188797913343229671059662130763365927755776, 69701367951459345963376571477455872, -1452412221116096437145650176, -2225414419024761179040, -112082030411632, 14502678, 1], 1]], 'hecke_orbit_code': 36028797153182000, 'p': 89}
  • id: 677999
    {'charpoly_factorization': [[[48176140375807984342995060572820534943744, 28421264378688452504439526273536000, -1588463970838532305718360640, -2330897223876266942920, -45190604396916, 21377010, 1], 1]], 'hecke_orbit_code': 36028797153182000, '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': 9, 'label': '304.8.a.i', 'level': 304, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51834757
    {'hecke_orbit_code': 36028797153182000, 'n': 1, 'trace_an': 6}
  • id: 51834758
    {'hecke_orbit_code': 36028797153182000, 'n': 2, 'trace_an': 0}
  • id: 51834759
    {'hecke_orbit_code': 36028797153182000, 'n': 3, 'trace_an': -40}
  • id: 51834760
    {'hecke_orbit_code': 36028797153182000, 'n': 4, 'trace_an': 0}
  • id: 51834761
    {'hecke_orbit_code': 36028797153182000, 'n': 5, 'trace_an': 279}
  • id: 51834762
    {'hecke_orbit_code': 36028797153182000, 'n': 6, 'trace_an': 0}
  • id: 51834763
    {'hecke_orbit_code': 36028797153182000, 'n': 7, 'trace_an': 1565}
  • id: 51834764
    {'hecke_orbit_code': 36028797153182000, 'n': 8, 'trace_an': 0}
  • id: 51834765
    {'hecke_orbit_code': 36028797153182000, 'n': 9, 'trace_an': 3900}
  • id: 51834766
    {'hecke_orbit_code': 36028797153182000, 'n': 10, 'trace_an': 0}
  • id: 51834767
    {'hecke_orbit_code': 36028797153182000, 'n': 11, 'trace_an': -7983}
  • id: 51834768
    {'hecke_orbit_code': 36028797153182000, 'n': 12, 'trace_an': 0}
  • id: 51834769
    {'hecke_orbit_code': 36028797153182000, 'n': 13, 'trace_an': 1250}
  • id: 51834770
    {'hecke_orbit_code': 36028797153182000, 'n': 14, 'trace_an': 0}
  • id: 51834771
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  • id: 51834816
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  • id: 51834819
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  • id: 51834820
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  • id: 51834821
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  • id: 51834822
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  • id: 51834848
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  • id: 51834967
    {'hecke_orbit_code': 36028797153182000, 'n': 683, 'trace_an': -12607710360}
  • id: 51834968
    {'hecke_orbit_code': 36028797153182000, 'n': 691, 'trace_an': -11310553441}
  • id: 51834969
    {'hecke_orbit_code': 36028797153182000, 'n': 701, 'trace_an': -7778655936}
  • id: 51834970
    {'hecke_orbit_code': 36028797153182000, 'n': 709, 'trace_an': 41049759156}
  • id: 51834971
    {'hecke_orbit_code': 36028797153182000, 'n': 719, 'trace_an': 37356811149}
  • id: 51834972
    {'hecke_orbit_code': 36028797153182000, 'n': 727, 'trace_an': -82127745}
  • id: 51834973
    {'hecke_orbit_code': 36028797153182000, 'n': 729, 'trace_an': 93492121350}
  • id: 51834974
    {'hecke_orbit_code': 36028797153182000, 'n': 733, 'trace_an': -23717767040}
  • id: 51834975
    {'hecke_orbit_code': 36028797153182000, 'n': 739, 'trace_an': -14036122111}
  • id: 51834976
    {'hecke_orbit_code': 36028797153182000, 'n': 743, 'trace_an': 19603865700}
  • id: 51834977
    {'hecke_orbit_code': 36028797153182000, 'n': 751, 'trace_an': -30150121576}
  • id: 51834978
    {'hecke_orbit_code': 36028797153182000, 'n': 757, 'trace_an': -55818441705}
  • id: 51834979
    {'hecke_orbit_code': 36028797153182000, 'n': 761, 'trace_an': 23646140283}
  • id: 51834980
    {'hecke_orbit_code': 36028797153182000, 'n': 769, 'trace_an': 37471543721}
  • id: 51834981
    {'hecke_orbit_code': 36028797153182000, 'n': 773, 'trace_an': -254194140}
  • id: 51834982
    {'hecke_orbit_code': 36028797153182000, 'n': 787, 'trace_an': 25778767730}
  • id: 51834983
    {'hecke_orbit_code': 36028797153182000, 'n': 797, 'trace_an': -67506608070}
  • id: 51834984
    {'hecke_orbit_code': 36028797153182000, 'n': 809, 'trace_an': -14480366631}
  • id: 51834985
    {'hecke_orbit_code': 36028797153182000, 'n': 811, 'trace_an': 1275253562}
  • id: 51834986
    {'hecke_orbit_code': 36028797153182000, 'n': 821, 'trace_an': -20018791719}
  • id: 51834987
    {'hecke_orbit_code': 36028797153182000, 'n': 823, 'trace_an': -58781969515}
  • id: 51834988
    {'hecke_orbit_code': 36028797153182000, 'n': 827, 'trace_an': -33876497430}
  • id: 51834989
    {'hecke_orbit_code': 36028797153182000, 'n': 829, 'trace_an': -26592368058}
  • id: 51834990
    {'hecke_orbit_code': 36028797153182000, 'n': 839, 'trace_an': 40187519250}
  • id: 51834991
    {'hecke_orbit_code': 36028797153182000, 'n': 841, 'trace_an': 91365073140}
  • id: 51834992
    {'hecke_orbit_code': 36028797153182000, 'n': 853, 'trace_an': 65762591360}
  • id: 51834993
    {'hecke_orbit_code': 36028797153182000, 'n': 857, 'trace_an': -43656718440}
  • id: 51834994
    {'hecke_orbit_code': 36028797153182000, 'n': 859, 'trace_an': -45881441347}
  • id: 51834995
    {'hecke_orbit_code': 36028797153182000, 'n': 863, 'trace_an': -44998011450}
  • id: 51834996
    {'hecke_orbit_code': 36028797153182000, 'n': 877, 'trace_an': -53007528420}
  • id: 51834997
    {'hecke_orbit_code': 36028797153182000, 'n': 881, 'trace_an': 21418402221}
  • id: 51834998
    {'hecke_orbit_code': 36028797153182000, 'n': 883, 'trace_an': 39752194705}
  • id: 51834999
    {'hecke_orbit_code': 36028797153182000, 'n': 887, 'trace_an': 42603389550}
  • id: 51835000
    {'hecke_orbit_code': 36028797153182000, 'n': 907, 'trace_an': 97067188010}
  • id: 51835001
    {'hecke_orbit_code': 36028797153182000, 'n': 911, 'trace_an': -5777225718}
  • id: 51835002
    {'hecke_orbit_code': 36028797153182000, 'n': 919, 'trace_an': -116867151004}
  • id: 51835003
    {'hecke_orbit_code': 36028797153182000, 'n': 929, 'trace_an': 66516948918}
  • id: 51835004
    {'hecke_orbit_code': 36028797153182000, 'n': 937, 'trace_an': -35721035145}
  • id: 51835005
    {'hecke_orbit_code': 36028797153182000, 'n': 941, 'trace_an': 56759818968}
  • id: 51835006
    {'hecke_orbit_code': 36028797153182000, 'n': 947, 'trace_an': 37457604060}
  • id: 51835007
    {'hecke_orbit_code': 36028797153182000, 'n': 953, 'trace_an': -36091274430}
  • id: 51835008
    {'hecke_orbit_code': 36028797153182000, 'n': 961, 'trace_an': -38726914394}
  • id: 51835009
    {'hecke_orbit_code': 36028797153182000, 'n': 967, 'trace_an': 16830803560}
  • id: 51835010
    {'hecke_orbit_code': 36028797153182000, 'n': 971, 'trace_an': -10004238072}
  • id: 51835011
    {'hecke_orbit_code': 36028797153182000, 'n': 977, 'trace_an': -98363087010}
  • id: 51835012
    {'hecke_orbit_code': 36028797153182000, 'n': 983, 'trace_an': 44864028540}
  • id: 51835013
    {'hecke_orbit_code': 36028797153182000, 'n': 991, 'trace_an': 107913927134}
  • id: 51835014
    {'hecke_orbit_code': 36028797153182000, 'n': 997, 'trace_an': -69954716655}