Newform data - 40.11.e.b

Formats: - HTML - YAML - JSON - 2026-10-06T01:06:21.003505

• 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': 4840, 'analytic_conductor': 25.414290106948965, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 40, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [40, 2, [31, 21, 17], [1, 1, 1]], 'cm_discs': [-40], 'conrey_index': 19, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [0, 1]], [7, [26886, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503874689826856, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 40, 5, -1, 2, -40]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '40.11.e.b', 'level': 40, '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, 5], 'level_radical': 10, 'minimal_twist': '40.11.e.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 5, 'qexp_display': 'q+2^{5}q^{2}+2^{10}q^{4}-5^{5}q^{5}-26886q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '10.2.1.d2', 'self_twist_discs': [-40], 'self_twist_type': 1, 'space_label': '40.11.e', 'trace_display': [32, 0, -3125, -26886], 'trace_hash': 1572530722130808291, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.001', 'prec': 4}, {'__RealLiteral__': 0, 'data': '0.962', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.005', 'prec': 4}, {'__RealLiteral__': 0, 'data': '2.818', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '9.213', 'prec': 14}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 10}, 'traces': [1, 32, 0, 1024, -3125, 0, -26886, 32768, 59049, -100000, 321102, 0, 682086, -860352, 0, 1048576, 0, 1889568, -1288802, -3200000, 0, 10275264, 1772186, 0, 9765625, 21826752, 0, -27531264, 0, 0, 0, 33554432, 0, 0, 84018750, 60466176, -112652586, -41241664, 0, -102400000, -611598, 0, 0, 328808448, -184528125, 56709952, 222705514, 0, 440381747, 312500000, 0, 698456064, 552886486, 0, -1003443750, -881000448, 0, 0, -646632402, 0, 0, 0, -1587591414, 1073741824, -2131518750, 0, 0, 0, 0, 2688600000, 0, 1934917632, 0, -3604882752, 0, -1319733248, -8633148372, 0, 0, -3276800000, 3486784401, -19571136, 0, 0, 0, 0, 0, 10521870336, 5417714898, -5904900000, -18338564196, 1814718464, 0, 7126576448, 4027506250, 0, 0, 14092215904, 18960751998, 10000000000, 0, 0, -14044339014, 22350594048, 0, 17692367552, 0, 0, 0, -32110200000, 0, -28192014336, 0, 0, -5538081250, 0, 40276496214, -20692236864, 0, 0, 77169069803, 0, 0, 0, -30517578125, -50802925248, -20318773686, 34359738368, 0, -68208600000, -72683101698, 0, 34650730572, 0, 0, 0, 0, 0, -103495919602, 86035200000, 0, 0, 219019178772, 61917364224, 0, 0, 0, -115356248064, 0, 0, 0, -42231463936, 0, -276260747904, 0, 0, 5400472614, 0, 0, -104857600000, -47646992796, 111577100832, 0, -626276352, 0, 0, -43509849286, 0, 327382819547, 0, -76102469298, 0, 184997159686, 0, -262558593750, 336699850752, 0, 173366876736, -267558407202, -188956800000, 0, -586834054272, 0, 58070990848, 352039331250, 0, 0, 228050446336, 0, 128880200000, 0, 0, 0, 0, 0, 450950908928, -580524950986, 606744063936, 0, 320000000000, 0, 0, 0, 0, 1911243750, -449418848448, 104645811114, 715219009536, -413836899804, 0, 562320155102, 566155761664, 0, 0, 0, 0, 0, 0, 0, -1027526400000, 0, 0, -629009357814, -902144458752, 576650390625, 0, 0, 0, 0, -177218600000, 0, 0, 0, 1288847878848, -695954731250, -662151579648, 0, 0, 0, 0, -1618005901598, 2469410233696, 0, 0, -1376192959375, 0, -879073800972, 0, 0, -976562500000, -1608098772498, -1625693607936, 569052468972, -650200757952, 0, 1099511627776, 0, 0, 3028777427196, -2182675200000, 0, -2325859254336, 2214897910586, 0, -1727770268750, 1108823378304, 0, 0, 0, 0, 0, 0, 0, 0, 3135761718750, 0, 3089404925814, -3311869427264, 0, 2753126400000, -2247119085198, 0, 0, 0, 0, 7008613720704, 16443423828, 1981355655168, 2015993900449, 0, 0, 0, 1113327388886, 0, 2020726256250, -3691399938048, 0, 0, 1208783259996, 0, 0, 0, 0, -1351406845952, 0, 0, 0, -8840343932928, 0, 0, 0, 0, 0, 172815123648, 4961223168750, 0, -1616308081786, 0, 0, -3355443200000, 0, -1524703769472, 0, 3570467226624, 6660996093750, 0, 0, -20040843264, -5987660449404, 0, -3544376403698, 0, -6652022550714, -1392315177152, 0, 0, 0, 10476250225504, 0, 0, 0, -2435279017536, -4245474105228, 0, 0, 5919909109952, 0, 0, 0, -8401875000000, 0, 10774395224064, 0, 0, 0, 5547740055552, 0, -8561869030464, 0, -6046617600000, -4470055662597, 0, 0, -18778689736704, 0, 0, 13297915500714, 1858271707136, -36114250302, 11265258600000, -14864906062596, 0, -14435898778314, 0, 0, 7297614282752, 0, 0, 5766608786798, 4124166400000, 0, 0, -15442830340214, 0, 26978588662500, 0, 0, 0, 0, 0, 0, 14430429085696, 0, -18576798431552, 0, 19415810045952, 8511052423014, 0, 0, 10240000000000, -20683921279998, 0, 0, 0, -10896201253125, 0, -36172970669772, 0, 21146642646098, 61159800000, 0, -14381403150336, 17385358760172, 3348665955648, 0, 22887008305152, 0, -13242780793728, -21345112988802, 0, 0, 17994244963264, 13150537896186, 18116984373248, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2283996861172, 0, 0, -32880844800000, 26004101778603, 0, 0, 0, -16930359056250, -20128299450048, 0, -28868622680064, 36261574218498, 18452812500000, -196385340996, 0, 0, 0, 57308013112500, 0, 0, 0, 0, -5670995200000, 0, 0, 29048827604586, 0, 0, 0, 0, 41243132123136, 0, -22270551400000, 0, -21188850548736, 0, 0, -12585957031250, 0, 32647394111814, 0, 0, 0, -76838751774396, -51776188851136, 0, 79021127478272, 0, 0, -1687217902086, 0, 0, -44038174700000, -51356040682098, 0, 0, -28130361631104, -59252349993750, 0, 0, 0, -13729356084002, -31250000000000, 0, -51459160719936, 9040014344986, -52022195453952, 0, 18209679007104, 0, -20806424254464, 0, 0, 0, 35184372088832, 0, 0, 43888559418750, 0, 71511185956428, 96920877670272, 0, -69845606400000, 70425245717202, 0, 0, -74427496138752, 0, 70876733138752, 0, 0, -38285867995053, -55288648600000, -38182996705698, 35482348105728, -417162433428, 0, 0, 0, 0, 0, 141407459725194, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 100344375000000, 0, 0, 0, 98860957626048, 0, -105979821672448, -103637277435386, 0, 0, 88100044800000, 0, -71907810726336, 0, 0, 0, 0, -93745685405286, 0, -106986856456302, 0, 91263192214702, 224275639062528, 0, 526189562496, 17306503906250, 63403380965376, 0, 64511804814368, 0, 0, 0, 0, 177532956427572, 0, -125864050668750, 35626476444352, 0, 0, 0, 64663240200000, 0, -118124798017536, 0, 0, 0, 0, 0, 38681064319872, 0, 0, 102099889430002, 0, 0, 0, -241153343134375, 0, -138364328480886, -43245019070464, 0, 0, 151904313222204, 0, -71521365211914, 0, 0, -282891005853696, 0, 0, -130417699050802, 0, 0, 0, -145660682747628, 0, 95367431640625, 0, 0, 5530083956736, 0, 158759141400000, 0, 0, 0, -51721858617152, 63496167768750, 0, 300378224284242, 0, 0, -107374182400000, -199758798905598, 0, 0, -48790520623104, 0, 0, -216797045564486, 114254951251968, -207634957547004, 213151875000000, 0, 0, 152001204656486, 0, 227134692806250, -641306984448, 0, -191605134380928, -139894449714402, 0, 0, -113420044918336, 0, 0, -108283533037500, -212864721622848, 0, -44554085668864, 0, 0, 0, 0, 0, 0, 0, 335240007216128, 279816712573814, 0, 0, 0, 0, 0, 0, -77928928561152, 0, -135855171367296, 0, 0, 377116131689796, 0, 310510477583902, 189437091518464, -509778778218228, 0, 323424748756250, 0, 0, 0, 0, -268860000000000, 0, 0, 145186878141972, 344780647170048, 0, 0, 0, 0, 0, 0, 0, 177527681777664, 0, 0, -684434933662500, -273979808974848, 0, 0, 0, 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0, 0, 732384265764864, 0, 0, 135968279018750, -423768985399296, 0, -683043615641664, 0, 0, 420707233300201, 0, 0, 575815838824448, -1023071311084375, 420817212677952, -2074767610723458, 579743499943936, 0, 0, -199641335772996, 0, -510601595345514, 0, 237820216556250, 0, 0, 0, 697087687375598, 0, 0, 0, -116051258383414, 0, -578116124018750, 0, 0, 0, 0, 0, 0, 0, 0, -73087899557504, 820495605468750, 0, 356957606711814, 0, 0, -1052187033600000, -578569500027198, 832131256915296, 0, 0, 0, 0, 802351357965914, 0, 546290549321796, -541771489800000, 1119613444729902, -644105582401536, -287023311854228, 0, 836120022506250, -923795925762048, 0, 1160370374991936, 0, 590490000000000, 0, -6284330911872, 0, 0, 0, 0, 0, 0, 0, 1833856419600000, 0, 0, 0, 0, 0, 0, 1954157872252428, 0, 0, -181471846400000, 0, 0, 0, 0, -1100122910156250, 929562483346752, -829304174437686, 0, -1292034043872702, 0, -567564876297094, 0, 0, 0, 0, 1319780227940352, 0, 0, 0, -712657644800000, 0, 0, -1083865413228, -678043217559552, 0, 0, 0, 0, 0, -402750625000000, 0, 0, 0, 1044716611578048, 0, 0, 0, 0, 0, 0, 819628286980801, -2458840056780672, 0, -1656838043236352, 0, 0, 901597754454714, 2528676079304704, 0, 0, 908542780746702, 0, 2782591294419372, -53990972866752, 0, 0, 0, 0, 1739639089177596, -1409221590400000, 0, -1643393301827136, 1420157971789786, 0, 1814140471831250, 0, 0, -900171572195328, 0, -1896075199800000, 0, 0, 0, 0, 0, 0, -1734356381950986, -439339394688064, 0, -1000000000000000], 'weight': 11, '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], [32], [0], [1024], [-3125], [0], [-26886], [32768], [59049], [-100000], [321102], [0], [682086], [-860352], [0], [1048576], [0], [1889568], [-1288802], [-3200000], [0], [10275264], [1772186], [0], [9765625], [21826752], [0], [-27531264], [0], [0], [0], [33554432], [0], [0], [84018750], [60466176], [-112652586], [-41241664], [0], [-102400000], [-611598], [0], [0], [328808448], [-184528125], [56709952], [222705514], [0], [440381747], [312500000], [0], [698456064], [552886486], [0], [-1003443750], [-881000448], [0], [0], [-646632402], [0], [0], [0], [-1587591414], [1073741824], [-2131518750], [0], [0], [0], [0], [2688600000], [0], [1934917632], [0], [-3604882752], [0], [-1319733248], [-8633148372], [0], [0], [-3276800000], [3486784401], [-19571136], [0], [0], [0], [0], [0], [10521870336], [5417714898], [-5904900000], [-18338564196], [1814718464], [0], [7126576448], [4027506250], [0], [0], [14092215904], [18960751998], [10000000000]], 'ap': [[32], [0], [-3125], [-26886], [321102], [682086], [0], [-1288802], [1772186], [0], [0], [-112652586], [-611598], [0], [222705514], [552886486], [-646632402], [0], [0], [0], [0], [0], [0], [5417714898], [0], [0], [-14044339014], [0], [0], [0], [-20318773686], [-72683101698], [0], [-103495919602], [0], [0], [5400472614], [0], [-43509849286], [184997159686], [-267558407202], [0], [0], [0], [-580524950986], [0], [562320155102], [-629009357814], [0], [0], [0], [0], [-1618005901598], [-1608098772498], [0], [2214897910586], [0], [0], [3089404925814], [-2247119085198], [0], [1113327388886], [0], [0], [0], [-1616308081786], [-3544376403698], [0], [0], [0], [0], [0], [13297915500714], [-14435898778314], [5766608786798], [-15442830340214], [0], [8511052423014], [-20683921279998], [21146642646098], [-21345112988802], [0], [0], [0], [0], [0], [36261574218498], [0], [0], [29048827604586], [0], [0], [-1687217902086], [-51356040682098], [-13729356084002], [9040014344986], [0], [70425245717202], [0], [0], [0], [-103637277435386], [0], [-106986856456302], [91263192214702], [0], [0], [0], [0], [102099889430002], [-138364328480886], [-71521365211914], [0], [-130417699050802], [0], [-199758798905598], [0], [-216797045564486], [152001204656486], [-139894449714402], [0], [0], [279816712573814], [0], [310510477583902], [0], [0], [0], [274031113804314], [165297764117286], [173644792574398], [-197589693396614], [0], [483909690946614], [292779315175602], [-358734875814302], [-299716495082314], [0], [-52397951292986], [-23858387137902], [-658837761030898], [0], [658306425756186], [0], [0], [0], [-510601595345514], [0], [697087687375598], [-116051258383414], [356957606711814], [-578569500027198], [0], [802351357965914], [0], [0], [0], [-1292034043872702], [0], [0], [0], [0], [901597754454714], [908542780746702], [0], [1420157971789786], [0], [-1734356381950986]], 'char_orbit_index': 5, 'field_poly': [0, 1], 'hecke_orbit_code': 4503874689826856, 'hecke_ring_character_values': [[31, [-1]], [21, [-1]], [17, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '40.11.e.b', 'level': 40, 'maxp': 997, 'weight': 11}
• mf_newspaces •

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

  
  {'Nk2': 4840, 'analytic_conductor': 25.414290106948965, 'char_conductor': 40, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [40, 2, [31, 21, 17], [1, 1, 1]], 'conrey_index': 19, 'cusp_dim': 58, 'dim': 58, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 275062456360, 'hecke_orbit_dims': [1, 1, 56], 'label': '40.11.e', 'level': 40, '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, 5], 'level_radical': 10, 'mf_dim': 62, 'mf_new_dim': 62, 'num_forms': 3, 'prim_orbit_index': 5, 'relative_dim': 58, 'sturm_bound': 66, 'trace_bound': 2, 'trace_display': [0, 0, 0, 0], 'traces': [58, 0, 0, -612, 0, 4476, 0, 0, -1062886, -234040, -4, 0, 0, -1563020, 0, -1501992, 0, 0, -5107044, 7209620, 0, 0, 0, -16455824, 738490, 33760120, 0, 0, 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-398338992494800, 0, 0, 336962766035200, -423712216527240, -78712871804360, 0, 0, -183023405145724, 0, 138157833103840, 0, 0, -1105256933669124, 373137999764880, 0, 0, 0, 465032821729600, -52335340254310, 264811798686896, 0, 0, 0, 793339589625180, 0, 0, 0, 180103662388680, 983976883715260, -470988545342400, 0, 0, 0, -545703529747680, -292628927133884, 0, 0, -453905559706040, 0, -86473619742928, 0, 0, -306781365974488, -642440692870120, 807620618467200, 0, 0, -771980817723400, 0, 509259265766496, 0, 0, 1505478116406556, 928741520332880, 0, 0, 0, 661765307608976, 137679502588520, -31339186782080, 0, 0, 0, 895626303747820, 0, 0, 0, 429261412922976, -1039884033864320, 367674377502628, 0, 0, 0, -898322783613280, -269767090419248, 0, 0, -728563137180072, 0, -208546613864960, 0, 0, -67830448720440, -939053085261880, -1241018592008804, 0, 0, -989270696952724, 0, -284379520776000, 0, 0, -2293223117714048, 921726787922480, 0, 0, 0, 1219944183686656, 359339095095440, -112093192357904, 0, 0, 0, 865834570180080, 0, 0, 0, 2101718325408400, 734555523576760, 87598961159096, 0, 0, 0, -1326592893739880, -323100589060360, 0, 0, -1042176940257200, 0, 277178184918548, 0, 0, 461600060918186, -1117810466409560, 468140140241152, 0, 0, -961476148777020, 0, 294255399362320, 0, 0, 1606597783930076, 1166296301004160, 0, 0, 0, 1860074587361600, 680316940470640, -856573472304880, 0, 0, 0, 1424503543579020, 0, 0, 0, 2141573612699200, -1482696996679360, 1449271296956800, 0, 0, 0, -1092957694752800, 684163723046196, 0, 0, -2824342340218400, 0, 1877717660629220, 0, 0, -632746851050444, -958790957790280, -1699670044510848, 0, 0, -4208139331275052, 0, -1406871759931904, 0, 0, -2161993555535368, 1676831125323040, 0, 0, 0, 4025504178957368, -17210853859260, -2619463589642248, 0, 0, 0, 1237928269553200, 0, 0, 0, 2252175869725480, 1516955451629760, 2946364129994800, 0, 0, 0, -889858219627040, 1837143416554868, 0, 0, -5671977963719128, 0, 2509113117176000, 0, 0, 640432054027476, -2298199470872160, 35106297569916, 0, 0, -5424052959635040, 0, -4538681548962528, 0, 0, 2250976088383160, 1560947956805840, 0, 0, 0, 3554423344909280, -486748789851840, -3785244811526360, 0, 0, 0, 224134199741340, 0, 0, 0, 6560534140250472, -1261313665241700, 3589702209386512, 0, 0, 0, -2157767097004160, 468850445718858, 0, 0, -3614619283218744, 0, 5336669562948020, 0, 0, 1707619538543472, -2089527225194520, 1614514387798840, 0, 0, -6250419695712600, 0, -4288072785106224, 0, 0, -714153353061444, 1625104073005640, 0, 0, 0, 9775607494428672, -442980611043260, -2975671909258424, 0, 0, 0, 3670917115665040, 0, 0, 0, 6548198537974360, 2251079360639420, 4193865350429072, 0, 0, 0, -3579067944175440, -1741191523782684, 0, 0, -8105818876827200, 0, 2925426397644276, 0, 0, -630747605542440, -4269551455374080, 611397971140540, 0, 0, -9242163358528200, 0, -5720868902104480, 0, 0, 2619753635094400, 5720594003004140, 0, 0, 0, 9526565679838976, -2017928313847680, -5357633016916000, 0, 0, 0, 6413691794177680, 0, 0, 0, 11082523186242976, -100999899660480, 3300359023682800, 0, 0, 0, -5936522108508880, -1917540763581328, 0, 0, -14128589782964400, 0, 4531138919445420, 0, 0, -2539994720027324, -8362343932064880, -3011114420707564, 0, 0, -9403555740946804, 0, -3700120891477280, 0, 0, -3432495593870848, 6220776926846520, 0, 0, 0, 9160610399502576, 1869557135494720, -4303295151004248, 0, 0, 0, 7481863456324720, 0, 0, 0, 16355786322431880, -202954306990080, 4487140557021200, 0, 0, 0, -10213850783252160, 710096513664058, 0, 0, -12415570898240944, 0, 6890352997679000, 0, 0, 318425830466624, -5906467035145640, 2967211460847996, 0, 0, -11542122708246620, 0, -5634015900025200, 0, 0, 903103793803832, 10975402354589860, 0, 0, 0, 17188817380662272, 1160576933268100, -3011548159613600, 0, 0, 0, 14788541167003360, 0, 0, 0, 16396658874813200, -558577811327680, 6746250287542472, 0, 0, 0, -11669864680505440], 'weight': 11, '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: 32975
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '40.11.e.b', 'source_level': 40, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '40.11.e.a', 'target_level': 40, 'twist_class_label': '40.11.e.a', 'twist_class_level': 40, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 32976
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '40.11.e.b', 'source_level': 40, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '40.11.e.a', 'target_level': 40, 'twist_class_label': '40.11.e.a', 'twist_class_level': 40, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 11}
  • id: 32977
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '40.11.e.b', 'source_level': 40, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '40.11.e.b', 'target_level': 40, 'twist_class_label': '40.11.e.a', 'twist_class_level': 40, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 32978
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -40, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '40.11.e.b', 'source_level': 40, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '40.11.e.b', 'target_level': 40, 'twist_class_label': '40.11.e.a', 'twist_class_level': 40, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 11}
  • id: 32979
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '40.11.e.b', 'source_level': 40, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '160.11.e.a', 'target_level': 160, 'twist_class_label': '40.11.e.a', 'twist_class_level': 40, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 32980
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '40.11.e.b', 'source_level': 40, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '160.11.e.a', 'target_level': 160, 'twist_class_label': '40.11.e.a', 'twist_class_level': 40, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 11}
  • id: 32981
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '40.11.e.b', 'source_level': 40, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '160.11.e.b', 'target_level': 160, 'twist_class_label': '40.11.e.a', 'twist_class_level': 40, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 32982
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '40.11.e.b', 'source_level': 40, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '160.11.e.b', 'target_level': 160, 'twist_class_label': '40.11.e.a', 'twist_class_level': 40, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 140600
    {'charpoly_factorization': [[[-32, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 2}
  • id: 140601
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 3}
  • id: 140602
    {'charpoly_factorization': [[[3125, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 5}
  • id: 140603
    {'charpoly_factorization': [[[26886, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 7}
  • id: 140604
    {'charpoly_factorization': [[[-321102, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 11}
  • id: 140605
    {'charpoly_factorization': [[[-682086, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 13}
  • id: 140606
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 17}
  • id: 140607
    {'charpoly_factorization': [[[1288802, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 19}
  • id: 140608
    {'charpoly_factorization': [[[-1772186, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 23}
  • id: 140609
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 29}
  • id: 140610
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 31}
  • id: 140611
    {'charpoly_factorization': [[[112652586, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 37}
  • id: 140612
    {'charpoly_factorization': [[[611598, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 41}
  • id: 140613
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 43}
  • id: 140614
    {'charpoly_factorization': [[[-222705514, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 47}
  • id: 140615
    {'charpoly_factorization': [[[-552886486, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 53}
  • id: 140616
    {'charpoly_factorization': [[[646632402, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 59}
  • id: 140617
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 61}
  • id: 140618
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 67}
  • id: 140619
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 71}
  • id: 140620
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 73}
  • id: 140621
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 79}
  • id: 140622
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 83}
  • id: 140623
    {'charpoly_factorization': [[[-5417714898, 1], 1]], 'hecke_orbit_code': 4503874689826856, 'p': 89}
  • id: 140624
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503874689826856, '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': 5, 'hecke_orbit': 2, 'label': '40.11.e.b', 'level': 40, 'portrait': 'data:image/png;base64,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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 22284469
    {'hecke_orbit_code': 4503874689826856, 'n': 1, 'trace_an': 1}
  • id: 22284470
    {'hecke_orbit_code': 4503874689826856, 'n': 2, 'trace_an': 32}
  • id: 22284471
    {'hecke_orbit_code': 4503874689826856, 'n': 3, 'trace_an': 0}
  • id: 22284472
    {'hecke_orbit_code': 4503874689826856, 'n': 4, 'trace_an': 1024}
  • id: 22284473
    {'hecke_orbit_code': 4503874689826856, 'n': 5, 'trace_an': -3125}
  • id: 22284474
    {'hecke_orbit_code': 4503874689826856, 'n': 6, 'trace_an': 0}
  • id: 22284475
    {'hecke_orbit_code': 4503874689826856, 'n': 7, 'trace_an': -26886}
  • id: 22284476
    {'hecke_orbit_code': 4503874689826856, 'n': 8, 'trace_an': 32768}
  • id: 22284477
    {'hecke_orbit_code': 4503874689826856, 'n': 9, 'trace_an': 59049}
  • id: 22284478
    {'hecke_orbit_code': 4503874689826856, 'n': 10, 'trace_an': -100000}
  • id: 22284479
    {'hecke_orbit_code': 4503874689826856, 'n': 11, 'trace_an': 321102}
  • id: 22284480
    {'hecke_orbit_code': 4503874689826856, 'n': 12, 'trace_an': 0}
  • id: 22284481
    {'hecke_orbit_code': 4503874689826856, 'n': 13, 'trace_an': 682086}
  • id: 22284482
    {'hecke_orbit_code': 4503874689826856, 'n': 14, 'trace_an': -860352}
  • id: 22284483
    {'hecke_orbit_code': 4503874689826856, 'n': 15, 'trace_an': 0}
  • id: 22284484
    {'hecke_orbit_code': 4503874689826856, 'n': 16, 'trace_an': 1048576}
  • id: 22284485
    {'hecke_orbit_code': 4503874689826856, 'n': 17, 'trace_an': 0}
  • id: 22284486
    {'hecke_orbit_code': 4503874689826856, 'n': 18, 'trace_an': 1889568}
  • id: 22284487
    {'hecke_orbit_code': 4503874689826856, 'n': 19, 'trace_an': -1288802}
  • id: 22284488
    {'hecke_orbit_code': 4503874689826856, 'n': 20, 'trace_an': -3200000}
  • id: 22284489
    {'hecke_orbit_code': 4503874689826856, 'n': 21, 'trace_an': 0}
  • id: 22284490
    {'hecke_orbit_code': 4503874689826856, 'n': 22, 'trace_an': 10275264}
  • id: 22284491
    {'hecke_orbit_code': 4503874689826856, 'n': 23, 'trace_an': 1772186}
  • id: 22284492
    {'hecke_orbit_code': 4503874689826856, 'n': 24, 'trace_an': 0}
  • id: 22284493
    {'hecke_orbit_code': 4503874689826856, 'n': 25, 'trace_an': 9765625}
  • id: 22284494
    {'hecke_orbit_code': 4503874689826856, 'n': 26, 'trace_an': 21826752}
  • id: 22284495
    {'hecke_orbit_code': 4503874689826856, 'n': 27, 'trace_an': 0}
  • id: 22284496
    {'hecke_orbit_code': 4503874689826856, 'n': 28, 'trace_an': -27531264}
  • id: 22284497
    {'hecke_orbit_code': 4503874689826856, 'n': 29, 'trace_an': 0}
  • id: 22284498
    {'hecke_orbit_code': 4503874689826856, 'n': 30, 'trace_an': 0}
  • id: 22284499
    {'hecke_orbit_code': 4503874689826856, 'n': 31, 'trace_an': 0}
  • id: 22284500
    {'hecke_orbit_code': 4503874689826856, 'n': 32, 'trace_an': 33554432}
  • id: 22284501
    {'hecke_orbit_code': 4503874689826856, 'n': 33, 'trace_an': 0}
  • id: 22284502
    {'hecke_orbit_code': 4503874689826856, 'n': 34, 'trace_an': 0}
  • id: 22284503
    {'hecke_orbit_code': 4503874689826856, 'n': 35, 'trace_an': 84018750}
  • id: 22284504
    {'hecke_orbit_code': 4503874689826856, 'n': 36, 'trace_an': 60466176}
  • id: 22284505
    {'hecke_orbit_code': 4503874689826856, 'n': 37, 'trace_an': -112652586}
  • id: 22284506
    {'hecke_orbit_code': 4503874689826856, 'n': 38, 'trace_an': -41241664}
  • id: 22284507
    {'hecke_orbit_code': 4503874689826856, 'n': 39, 'trace_an': 0}
  • id: 22284508
    {'hecke_orbit_code': 4503874689826856, 'n': 40, 'trace_an': -102400000}
  • id: 22284509
    {'hecke_orbit_code': 4503874689826856, 'n': 41, 'trace_an': -611598}
  • id: 22284510
    {'hecke_orbit_code': 4503874689826856, 'n': 42, 'trace_an': 0}
  • id: 22284511
    {'hecke_orbit_code': 4503874689826856, 'n': 43, 'trace_an': 0}
  • id: 22284512
    {'hecke_orbit_code': 4503874689826856, 'n': 44, 'trace_an': 328808448}
  • id: 22284513
    {'hecke_orbit_code': 4503874689826856, 'n': 45, 'trace_an': -184528125}
  • id: 22284514
    {'hecke_orbit_code': 4503874689826856, 'n': 46, 'trace_an': 56709952}
  • id: 22284515
    {'hecke_orbit_code': 4503874689826856, 'n': 47, 'trace_an': 222705514}
  • id: 22284516
    {'hecke_orbit_code': 4503874689826856, 'n': 48, 'trace_an': 0}
  • id: 22284517
    {'hecke_orbit_code': 4503874689826856, 'n': 49, 'trace_an': 440381747}
  • id: 22284518
    {'hecke_orbit_code': 4503874689826856, 'n': 50, 'trace_an': 312500000}
  • id: 22284519
    {'hecke_orbit_code': 4503874689826856, 'n': 51, 'trace_an': 0}
  • id: 22284520
    {'hecke_orbit_code': 4503874689826856, 'n': 52, 'trace_an': 698456064}
  • id: 22284521
    {'hecke_orbit_code': 4503874689826856, 'n': 53, 'trace_an': 552886486}
  • id: 22284522
    {'hecke_orbit_code': 4503874689826856, 'n': 54, 'trace_an': 0}
  • id: 22284523
    {'hecke_orbit_code': 4503874689826856, 'n': 55, 'trace_an': -1003443750}
  • id: 22284524
    {'hecke_orbit_code': 4503874689826856, 'n': 56, 'trace_an': -881000448}
  • id: 22284525
    {'hecke_orbit_code': 4503874689826856, 'n': 57, 'trace_an': 0}
  • id: 22284526
    {'hecke_orbit_code': 4503874689826856, 'n': 58, 'trace_an': 0}
  • id: 22284527
    {'hecke_orbit_code': 4503874689826856, 'n': 59, 'trace_an': -646632402}
  • id: 22284528
    {'hecke_orbit_code': 4503874689826856, 'n': 60, 'trace_an': 0}
  • id: 22284529
    {'hecke_orbit_code': 4503874689826856, 'n': 61, 'trace_an': 0}
  • id: 22284530
    {'hecke_orbit_code': 4503874689826856, 'n': 62, 'trace_an': 0}
  • id: 22284531
    {'hecke_orbit_code': 4503874689826856, 'n': 63, 'trace_an': -1587591414}
  • id: 22284532
    {'hecke_orbit_code': 4503874689826856, 'n': 64, 'trace_an': 1073741824}
  • id: 22284533
    {'hecke_orbit_code': 4503874689826856, 'n': 65, 'trace_an': -2131518750}
  • id: 22284534
    {'hecke_orbit_code': 4503874689826856, 'n': 66, 'trace_an': 0}
  • id: 22284535
    {'hecke_orbit_code': 4503874689826856, 'n': 67, 'trace_an': 0}
  • id: 22284536
    {'hecke_orbit_code': 4503874689826856, 'n': 68, 'trace_an': 0}
  • id: 22284537
    {'hecke_orbit_code': 4503874689826856, 'n': 69, 'trace_an': 0}
  • id: 22284538
    {'hecke_orbit_code': 4503874689826856, 'n': 70, 'trace_an': 2688600000}
  • id: 22284539
    {'hecke_orbit_code': 4503874689826856, 'n': 71, 'trace_an': 0}
  • id: 22284540
    {'hecke_orbit_code': 4503874689826856, 'n': 72, 'trace_an': 1934917632}
  • id: 22284541
    {'hecke_orbit_code': 4503874689826856, 'n': 73, 'trace_an': 0}
  • id: 22284542
    {'hecke_orbit_code': 4503874689826856, 'n': 74, 'trace_an': -3604882752}
  • id: 22284543
    {'hecke_orbit_code': 4503874689826856, 'n': 75, 'trace_an': 0}
  • id: 22284544
    {'hecke_orbit_code': 4503874689826856, 'n': 76, 'trace_an': -1319733248}
  • id: 22284545
    {'hecke_orbit_code': 4503874689826856, 'n': 77, 'trace_an': -8633148372}
  • id: 22284546
    {'hecke_orbit_code': 4503874689826856, 'n': 78, 'trace_an': 0}
  • id: 22284547
    {'hecke_orbit_code': 4503874689826856, 'n': 79, 'trace_an': 0}
  • id: 22284548
    {'hecke_orbit_code': 4503874689826856, 'n': 80, 'trace_an': -3276800000}
  • id: 22284549
    {'hecke_orbit_code': 4503874689826856, 'n': 81, 'trace_an': 3486784401}
  • id: 22284550
    {'hecke_orbit_code': 4503874689826856, 'n': 82, 'trace_an': -19571136}
  • id: 22284551
    {'hecke_orbit_code': 4503874689826856, 'n': 83, 'trace_an': 0}
  • id: 22284552
    {'hecke_orbit_code': 4503874689826856, 'n': 84, 'trace_an': 0}
  • id: 22284553
    {'hecke_orbit_code': 4503874689826856, 'n': 85, 'trace_an': 0}
  • id: 22284554
    {'hecke_orbit_code': 4503874689826856, 'n': 86, 'trace_an': 0}
  • id: 22284555
    {'hecke_orbit_code': 4503874689826856, 'n': 87, 'trace_an': 0}
  • id: 22284556
    {'hecke_orbit_code': 4503874689826856, 'n': 88, 'trace_an': 10521870336}
  • id: 22284557
    {'hecke_orbit_code': 4503874689826856, 'n': 89, 'trace_an': 5417714898}
  • id: 22284558
    {'hecke_orbit_code': 4503874689826856, 'n': 90, 'trace_an': -5904900000}
  • id: 22284559
    {'hecke_orbit_code': 4503874689826856, 'n': 91, 'trace_an': -18338564196}
  • id: 22284560
    {'hecke_orbit_code': 4503874689826856, 'n': 92, 'trace_an': 1814718464}
  • id: 22284561
    {'hecke_orbit_code': 4503874689826856, 'n': 93, 'trace_an': 0}
  • id: 22284562
    {'hecke_orbit_code': 4503874689826856, 'n': 94, 'trace_an': 7126576448}
  • id: 22284563
    {'hecke_orbit_code': 4503874689826856, 'n': 95, 'trace_an': 4027506250}
  • id: 22284564
    {'hecke_orbit_code': 4503874689826856, 'n': 96, 'trace_an': 0}
  • id: 22284565
    {'hecke_orbit_code': 4503874689826856, 'n': 97, 'trace_an': 0}
  • id: 22284566
    {'hecke_orbit_code': 4503874689826856, 'n': 98, 'trace_an': 14092215904}
  • id: 22284567
    {'hecke_orbit_code': 4503874689826856, 'n': 99, 'trace_an': 18960751998}
  • id: 22284568
    {'hecke_orbit_code': 4503874689826856, 'n': 100, 'trace_an': 10000000000}