Embedded newform data - 69.7.d.a.22.3

Formats: - HTML - YAML - JSON - 2024-05-19T15:28:07.329823

• 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_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': 3381, 'analytic_conductor': 15.87373176976972, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [69, 2, [47, 28], [2, 1]], 'cm_discs': [], 'conrey_index': 22, 'dim': 24, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206275870789, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 2, -1, 2, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '69.7.d.a', 'level': 69, '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': True, 'level_primes': [3, 23], 'level_radical': 69, 'minimal_twist': '69.7.d.a', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 24, 'rm_discs': [], 'sato_tate_group': '6.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '69.7.d', 'trace_display': [-20, 0, 0, 0], 'traces': [24, -20, 0, 816, 0, -324, 0, -940, 5832, 0, 0, 0, 384, 0, 0, 29544, 0, -4860, 0, 0, 0, 0, 29336, -39204, -61272, 10088, 0, 0, 64672, 0, 9696, -319620, 0, 0, -225744, 198288, 0, 0, -11664, 0, 135280, 0, 0, 0, 0, 233232, -74336, 552096, -722136, 619324, 0, 1059720, 0, -78732, -1019328, 0, 0, -694344, 1057648, 0, 0, -488776, 0, -273888, 0, 0, 0, 0, -23328, 2785512, -255392, -228420, -322560, 0, -365472, 0, -1002960, -171072, 0, 0, 1417176, -5732712, 0, 0, -2704704, 0, 611712, 0, 0, 0, 0, -1611444, 2484432, -147720, -1672656, -1818612, 0, 9104212, 0, 2726280, 2417200, 0, 0, -1201976, -3600288, 0, 0, 0, 0, 3147888, 0, 0, 0, 0, 613392, 11223720, 93312, -13629576, 14185536, 0, -2888040, 0, 6924528, 694128, 0, 0, 9512640, -21965852, 0, 0, -10011296, 0, -1773408, 0, 0, 0, 0, 7692408, 7394496, -47745840, -13324176, 12705120, 0, 7179192, 0, 23967392, -3464208, 0, 0, 1465452, -10498176, 0, 0, -196512, 0, -361584, 0, 0, 0, 0, 13382304, -1180980, -35938944, -11774448, 5781456, 0, 41504608, 0, 45565368, -13951488, 0, 0, 5697856, -22873104, 0, 0, -7717680, 0, -57078800, 0, 0, 0, 0, 64881768, 65022624, -15305760, -28113888, -640584, 0, 79296936, 0, 33561216, -2691840, 0, 0, -40584744, -41426480, 0, 0, -30765004, 0, -45537432, 0, 0, 0, 0, 7128648, 123763896, -48619776, 11485152, 41339328, 0, 1101600, 0, 30072528, -9526572, 0, 0, -27243216, -177087504, 0, 0, -99258336, 0, -14889096, 0, 0, 0, 0, 5070672, -1489104, -84998136, -79713776, 2451384, 0, 124624944, 0, 145130808, -49007984, 0, 0, 147883780, 0, 0, 0, -89987760, 0, -93889016, 0, 0, 0, 0, 47344704, 179635592, 25633584, -48215928, 15489712, 0, 77917824, 0, 15715296, -1020432, 0, 0, -12376416, -149171136, 0, 0, 140560336, 0, -18390528, 0, 0, 0, 0, 9052236, 20165808, -227669752, 2356128, 219901752, 0, 59437800, 0, 69636624, 99571680, 0, 0, -77667660, -169632696, 0, 0, -51381072, 0, 128599164, 0, 0, 0, 0, 31644160, -79476552, -10629168, -113175688, 85322160, 0, 10791456, 0, -28641312, -397573512, 0, 0, 189001744, -197334144, 0, 0, -54855792, 0, 82977184, 0, 0, 0, 0, -79641480, 208429488, 48183984, -70323600, 143920424, 0, -158102760, 0, 233577432, -9601248, 0, 0, -274283424, 256464, 0, 0, 322730868, 0, 178639560, 0, 0, 0, 0, 114054480, -269080584, -136585520, 44425584, -17883744, 0, -2834352, 0, -440274032, 47025360, 0, 0, -133233984, 141905544, 0, 0, 3525000, 0, 2134512, 0, 0, 0, 0, -568749116, 32873040, 423378576, 129374544, -45141624, 0, 187220424, 0, 375725448, 102424448, 0, 0, 401154336, -32425920, 0, 0, -201545172, 0, -524960560, 0, 0, 0, 0, 169143216, 332285660, 255450672, 504134712, -361796304, 0, -508041168, 0, 201744432, 13702032, 0, 0, -467388288, 882020304, 0, 0, 445314960, 0, 117163584, 0, 0, 0, 0, 56675376, -172773792, -36736056, 94983840, -616378272, 0, -524147112, 0, -754115200, -18063648, 0, 0, -422246520, 147031296, 0, 0, -95310984, 0, 134159328, 0, 0, 0, 0, -445580976, -625855896, 643158144, 1208113200, -175479048, 0, -246159104, 0, -100561488, -459442072, 0, 0, -263428016, 150495732, 0, 0, -121566096, 0, -443894496, 0, 0, 0, 0, 57257304, 371234800, 797942016, 122505504, -659931544, 0, -347218920, 0, 257511960, 396730464, 0, 0, -120446040, 967905120, 0, 0, 1137986280, 0, 811293504, 0, 0, 0, 0, 190504224, -1731943728, -164741472, -19131876, 225273408, 0, -658355040, 0, -1452510224, 675551016, 0, 0, -247696704, 695309616, 0, 0, 1024833120, 0, 362769840, 0, 0, 0, 0, -1747406280, -638487360, 380037024, 228282112, -409513320, 0, -580117684, 0, 1153860168, -372203184, 0, 0, 1509384456, -148832640, 0, 0, -168725592, 0, 1044291456, 0, 0, 0, 0, 202628280, -888736416, 257008464, 969153480, 1243177664, 0, -1684872576, 0, 325950480, -336855288, 0, 0, -814273440, 1070800952, 0, 0, 1187083488, 0, -480432864, 0, 0, 0, 0, 561273624, -540473088, -550460344, 178540848, -376407024, 0, -118772568, 0, -2862178560, 642048768, 0, 0, -768965400, 874989360, 0, 0, -693134544, 0, -100533960, 0, 0, 0, 0, -156517912, -66554784, 1360099680, -627316652, 126581616, 0, -493116720, 0, -663555840, -887843264, 0, 0, 1024228384, -703809648, 0, 0, -636034032, 0, -1062742352, 0, 0, 0, 0, -837596424, 1745665360, 225736956, -141290688, -1395397008, 0, -67893456, 0, 989072208, 1549158816, 0, 0, 437244192, 39701216, 0, 0, 883118264, 0, 2465292432, 0, 0, 0, 0, -5668704, -3243857208, 1869057312, 1283743728, 513062232, 0, -51830928, 0, -1784371824, 676879416, 0, 0, -347882688, -662179320, 0, 0, -1350845136, 0, -62060256, 0, 0, 0, 0, -718673784, 602045136, 52506504, -1469210288, -55506060, 0, 5093833496, 0, 236063712, -1167171728, 0, 0, 2665094336, -78382080, 0, 0, -1602518904, 0, 803180720, 0, 0, 0, 0, 1510531440, 2567409120, -218812752, 139214856, 1527307728, 0, -307395648, 0, -88809696, -433292256, 0, 0, -2789920608, -1794052464, 0, 0, -112324352, 0, -2337917856, 0, 0, 0, 0, 513750600, 2765814720, 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0, -1595557328, 0, 188891136, 0, 0, 0, 0, -391580892, 4916401920, 1720767120, 1042481664, 122026536, 0, 224641512, 0, -4632192, 603716976, 0, 0, 4303666080, -5001644952, 0, 0, -1483093680, 0, -35895960, 0, 0, 0, 0, 1358000784, 1091407608, -2920974720, -5028004632, -406455408, 0, 2930410192, 0, 958964640, -1192398096, 0, 0, -5558236016, -441922716, 0, 0, 1964742480, 0, 1124376144, 0, 0, 0, 0, -437400312, 4737860448, -6155219160, 2020276320, 2491080152, 0, -3480373152, 0, 2212323516, 2922061152, 0, 0, 4959700512, -6530841536, 0, 0, -10856945712, 0, -4140553200, 0, 0, 0, 0, 2153386944, 1126068216, 918256352, 662486040, 295466256, 0, -1727325648, 0, -5807280576, 1232803152, 0, 0, 587379600, 2348849088, 0, 0, 4708290144, 0, -6378889968, 0, 0, 0, 0, -4165219392, 2637549216, -6794664408, -4751915296, -8670817368, 0, 12269963288, 0, 6017554296, 3959764048, 0, 0, 1129053456, 1717522704, 0, 0, -292080168, 0, 12507121584, 0, 0, 0, 0, 673531632, -576985216, -874869984, 1364594112, 10046998192, 0, -2539495008, 0, 1132138944, -1123739400, 0, 0, -1552292064, -10689479880, 0, 0, -3539475360, 0, -7401820152, 0, 0, 0, 0, 658355040, 525399168, 16790970428, 2188119744, -6092479344, 0, 0, 0, 3784234280, 3783719952, 0, 0, 5389706952, 11174500608, 0, 0, 3560778504, 0, -9535689360, 0, 0, 0, 0, -517542480, 764936784, 955340832, -3074991720, -4086661248, 0, 1388825520, 0, -6341395776, -16993919080, 0, 0], 'weight': 7, '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], [-1.7093608526858233, 0.0], [-0.5773502691896257, 0.0], [1.921914524694805, 0.0], [0.0, -0.2982885544734023], [0.9868999484403683, 0.0], [0.0, -0.9416709807188769], [-1.5758845980357574, 0.0], [0.3333333333333333, 0.0], [0.0, 0.5098827778210766], [0.0, 1.6612781943230652], [-1.1096178681919973, 0.0], [-0.20465159151320048, 0.0], [0.0, 1.6096555105511148], [0.0, 0.17221697722140317], [0.7718409155380532, 0.0], [0.0, 1.090192672298937], [-0.5697869508952744, 0.0], [0.0, -0.38597361983676765], [0.0, -0.5732851053926494], [0.0, 0.5436739942061024], [0.0, -2.8397239107964394], [-0.35538185308406556, -0.9347212089701055], [0.9098373968877297, 0.0], [0.9110239382701681, 0.0], [0.3498234189725152, 0.0], [-0.19245008972987526, 0.0], [0.0, -1.809811135327211], [0.135011567001932, 0.0], [0.0, -0.29438095903015277], [0.7322425576714838, 0.0], [0.2565299525138242, 0.0], [0.0, -0.9591394126912771], [0.0, -1.863532675912747], [-0.2808896756281849, 0.0], [0.6406381748982684, 0.0], [0.0, -0.7304487090592575], [0.0, 0.659768195918411], [0.11815565145023163, 0.0], [0.0, 0.4700683387649847], [-1.2215977164398246, 0.0], [0.0, -0.9293350423192507], [0.0, -0.2974725882624994], [0.0, 3.1928346912282577], [0.0, -0.09942951815780077], [0.6074758274168464, 1.5977758427886632], [0.6344256916372317, 0.0], [-0.4456225603574622, 0.0], [0.11325576407194866, 0.0], [-1.5572686559386915, 0.0], [0.0, -0.6294230328203487], [-0.3933228662311281, 0.0], [0.0, -1.2305973252665223], [0.3289666494801228, 0.0], [0.4955402711628111, 0.0], [0.0, 1.4839647949321046], [0.0, 0.22284197331285208], [-0.23078348729287165, 0.0], [1.3788510807547816, 0.0], [0.0, 0.33098630992084915], [0.0, -0.1586408896046649], [-1.2516667627541758, 0.0], [0.0, -0.31389032690629226], [-1.2103431739065376, 0.0], [0.0, 0.06104522740315378], [0.0, 1.6395153643225413], [0.0, -0.512883397956638], [0.0, 2.0952571316071706], [0.2051798085431933, 0.5396615416161429], [0.48014181544243845, 0.0], [-1.1617115194360743, 0.0], [-0.5252948660119191, 0.0], [-0.11472759838538212, 0.0], [0.0, 1.2486004281607912], [-0.5259799159984746, 0.0], [0.0, -0.7418083061133147], [1.5643774664950856, 0.0], [-0.20197064511261686, 0.0], [0.0, -1.5248345614540637], [0.0, -0.2302313109792733], [0.1111111111111111, 0.0], [2.088151314212633, 0.0], [0.0, -1.7283311583715726], [0.0, 1.0448949461635475], [0.3251919963175455, 0.0], [0.0, 0.5084879971230448], [-0.07794896455227864, 0.0], [0.0, -2.6179827194863723], [0.0, -0.5818630900718499], [0.0, 0.1699609259403589], [0.0, 0.19271446488591448], [-0.683013545255221, -1.7964542680599338], [-0.42276043778373124, 0.0], [-1.0844624412228117, 0.0], [-0.11513151312597594, 0.0], [-0.14810763713905833, 0.0], [0.0, -1.3172805601546689], [-0.1935949694456106, 0.0], [0.0, 0.5537593981076884], [1.7509101393060995, 0.0], [1.0236815139461288, 0.0], [0.0, 1.0759110920818882], [0.0, 0.9426754179959377], [0.322507291029158, 0.0], [0.1621717298365192, 0.0], [0.0, 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0.03494824018451159, 0.07571078180055413, -0.44815633955684225, 0.16417043975060513, -0.2079823558214839, -0.23204595642432166, -0.36313319277239575, 0.029063193798103914, -0.35057669501506117, -0.4405356035337403, -0.1284366713753774, -0.2743481454455543, -0.45608032589239095, -0.4008640930684938, -0.2597488919843139, 0.055594664673502575, 0.07703230893046241, -0.30723083963513287, 0.09310382687900683, -0.44292996198396006, -0.46795438932244354, -0.2678353359069287, -0.48226673753319604, -0.3605142826495567, 0.08282727837462972, 0.05215550610482964, -0.2165952990106339, -0.3749481347968607, -0.2725103621211316, -0.10989116401190525, 0.06964576613639192, -0.20272844880574645, -0.4833065448334477, -0.4299165863321469, -0.2500201776064358, -0.40593345794384744, -0.342537473194371, -0.2816186342748439, 0.011814035642391316, -0.217388232372624, -0.3598987700863541, -0.3936008885512612, 0.0005234763432017684, 0.14107067246837812, -0.13543540532892598, -0.47687484158695237, -0.3512430000244167, -0.2765150953746987, 0.020413951851587696, -0.3056472138576978, -0.3379110807302801, 0.0808349997945891, 0.11896480042691648, -0.3889332962303465, -0.2815477862927371], 'char_orbit_index': 4, 'conrey_index': 22, 'dual_conrey_index': 22, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 3, 'embedding_m': 3, 'hecke_orbit': 1, 'hecke_orbit_code': 206275870789, 'label': '69.7.d.a.22.3', 'level': 69, 'weight': 7}
• 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

  
  {'Nk2': 3381, 'analytic_conductor': 15.87373176976972, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [69, 2, [47, 28], [2, 1]], 'conrey_index': 22, 'cusp_dim': 46, 'dim': 24, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206275870789, 'hecke_orbit_dims': [24], 'label': '69.7.d', 'level': 69, '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': True, 'level_primes': [3, 23], 'level_radical': 69, 'mf_dim': 50, 'mf_new_dim': 24, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 24, 'sturm_bound': 56, 'trace_bound': 0, 'trace_display': [-20, 0, 0, 0], 'traces': [24, -20, 0, 816, 0, -324, 0, -940, 5832, 0, 0, 0, 384, 0, 0, 29544, 0, -4860, 0, 0, 0, 0, 29336, -39204, -61272, 10088, 0, 0, 64672, 0, 9696, -319620, 0, 0, -225744, 198288, 0, 0, -11664, 0, 135280, 0, 0, 0, 0, 233232, -74336, 552096, -722136, 619324, 0, 1059720, 0, -78732, -1019328, 0, 0, -694344, 1057648, 0, 0, -488776, 0, -273888, 0, 0, 0, 0, -23328, 2785512, -255392, -228420, -322560, 0, -365472, 0, -1002960, -171072, 0, 0, 1417176, -5732712, 0, 0, -2704704, 0, 611712, 0, 0, 0, 0, -1611444, 2484432, -147720, -1672656, -1818612, 0, 9104212, 0, 2726280, 2417200, 0, 0, -1201976, -3600288, 0, 0, 0, 0, 3147888, 0, 0, 0, 0, 613392, 11223720, 93312, -13629576, 14185536, 0, -2888040, 0, 6924528, 694128, 0, 0, 9512640, -21965852, 0, 0, -10011296, 0, -1773408, 0, 0, 0, 0, 7692408, 7394496, -47745840, -13324176, 12705120, 0, 7179192, 0, 23967392, -3464208, 0, 0, 1465452, -10498176, 0, 0, -196512, 0, -361584, 0, 0, 0, 0, 13382304, -1180980, -35938944, -11774448, 5781456, 0, 41504608, 0, 45565368, -13951488, 0, 0, 5697856, -22873104, 0, 0, -7717680, 0, -57078800, 0, 0, 0, 0, 64881768, 65022624, -15305760, -28113888, -640584, 0, 79296936, 0, 33561216, -2691840, 0, 0, -40584744, -41426480, 0, 0, -30765004, 0, -45537432, 0, 0, 0, 0, 7128648, 123763896, -48619776, 11485152, 41339328, 0, 1101600, 0, 30072528, -9526572, 0, 0, -27243216, -177087504, 0, 0, -99258336, 0, -14889096, 0, 0, 0, 0, 5070672, -1489104, -84998136, -79713776, 2451384, 0, 124624944, 0, 145130808, -49007984, 0, 0, 147883780, 0, 0, 0, -89987760, 0, -93889016, 0, 0, 0, 0, 47344704, 179635592, 25633584, -48215928, 15489712, 0, 77917824, 0, 15715296, -1020432, 0, 0, -12376416, -149171136, 0, 0, 140560336, 0, -18390528, 0, 0, 0, 0, 9052236, 20165808, -227669752, 2356128, 219901752, 0, 59437800, 0, 69636624, 99571680, 0, 0, -77667660, -169632696, 0, 0, -51381072, 0, 128599164, 0, 0, 0, 0, 31644160, -79476552, -10629168, -113175688, 85322160, 0, 10791456, 0, -28641312, -397573512, 0, 0, 189001744, -197334144, 0, 0, -54855792, 0, 82977184, 0, 0, 0, 0, -79641480, 208429488, 48183984, -70323600, 143920424, 0, -158102760, 0, 233577432, -9601248, 0, 0, -274283424, 256464, 0, 0, 322730868, 0, 178639560, 0, 0, 0, 0, 114054480, -269080584, -136585520, 44425584, -17883744, 0, -2834352, 0, -440274032, 47025360, 0, 0, -133233984, 141905544, 0, 0, 3525000, 0, 2134512, 0, 0, 0, 0, -568749116, 32873040, 423378576, 129374544, -45141624, 0, 187220424, 0, 375725448, 102424448, 0, 0, 401154336, -32425920, 0, 0, -201545172, 0, -524960560, 0, 0, 0, 0, 169143216, 332285660, 255450672, 504134712, -361796304, 0, -508041168, 0, 201744432, 13702032, 0, 0, -467388288, 882020304, 0, 0, 445314960, 0, 117163584, 0, 0, 0, 0, 56675376, -172773792, -36736056, 94983840, -616378272, 0, -524147112, 0, -754115200, -18063648, 0, 0, -422246520, 147031296, 0, 0, -95310984, 0, 134159328, 0, 0, 0, 0, -445580976, -625855896, 643158144, 1208113200, -175479048, 0, -246159104, 0, -100561488, -459442072, 0, 0, -263428016, 150495732, 0, 0, -121566096, 0, -443894496, 0, 0, 0, 0, 57257304, 371234800, 797942016, 122505504, -659931544, 0, -347218920, 0, 257511960, 396730464, 0, 0, -120446040, 967905120, 0, 0, 1137986280, 0, 811293504, 0, 0, 0, 0, 190504224, -1731943728, -164741472, -19131876, 225273408, 0, -658355040, 0, -1452510224, 675551016, 0, 0, -247696704, 695309616, 0, 0, 1024833120, 0, 362769840, 0, 0, 0, 0, -1747406280, -638487360, 380037024, 228282112, -409513320, 0, -580117684, 0, 1153860168, -372203184, 0, 0, 1509384456, -148832640, 0, 0, -168725592, 0, 1044291456, 0, 0, 0, 0, 202628280, -888736416, 257008464, 969153480, 1243177664, 0, -1684872576, 0, 325950480, -336855288, 0, 0, -814273440, 1070800952, 0, 0, 1187083488, 0, -480432864, 0, 0, 0, 0, 561273624, -540473088, -550460344, 178540848, -376407024, 0, -118772568, 0, -2862178560, 642048768, 0, 0, -768965400, 874989360, 0, 0, -693134544, 0, -100533960, 0, 0, 0, 0, -156517912, -66554784, 1360099680, -627316652, 126581616, 0, -493116720, 0, -663555840, -887843264, 0, 0, 1024228384, -703809648, 0, 0, -636034032, 0, -1062742352, 0, 0, 0, 0, -837596424, 1745665360, 225736956, -141290688, -1395397008, 0, -67893456, 0, 989072208, 1549158816, 0, 0, 437244192, 39701216, 0, 0, 883118264, 0, 2465292432, 0, 0, 0, 0, -5668704, -3243857208, 1869057312, 1283743728, 513062232, 0, -51830928, 0, -1784371824, 676879416, 0, 0, -347882688, -662179320, 0, 0, -1350845136, 0, -62060256, 0, 0, 0, 0, -718673784, 602045136, 52506504, -1469210288, -55506060, 0, 5093833496, 0, 236063712, -1167171728, 0, 0, 2665094336, -78382080, 0, 0, -1602518904, 0, 803180720, 0, 0, 0, 0, 1510531440, 2567409120, -218812752, 139214856, 1527307728, 0, -307395648, 0, -88809696, -433292256, 0, 0, -2789920608, -1794052464, 0, 0, -112324352, 0, -2337917856, 0, 0, 0, 0, 513750600, 2765814720, 291578088, -243719280, -2158748232, 0, 100259856, 0, 401801240, 1286604000, 0, 0, -41570496, 472852512, 0, 0, -1274733576, 0, -993731976, 0, 0, 0, 0, 297240304, -1398004272, -3476179680, -3474306192, -611848080, 0, -1515234992, 0, 86317920, -3359048852, 0, 0, -378392672, 1462015980, 0, 0, 344373768, 0, -211015056, 0, 0, 0, 0, 3125419680, 3696872352, -1393049016, -1962703680, 1365132672, 0, 6109842840, 0, 2889549936, 307595904, 0, 0, 2215102464, -1522635408, 0, 0, -4216982152, 0, -2949863760, 0, 0, 0, 0, 1198888128, -2091668568, 725000656, 732029400, 4244570880, 0, -657243072, 0, -2081343808, 2213096256, 0, 0, -1658044080, 422701896, 0, 0, 1523004096, 0, -2566010016, 0, 0, 0, 0, -589802712, 148646016, -9758598432, -3508427136, -1994054112, 0, 5446058496, 0, 8430214968, 622775040, 0, 0, 3285218456, -488962656, 0, 0, -55542024, 0, 5054873772, 0, 0, 0, 0, 5004561648, -1492777040, -2335110768, -5045846904, 3069716368, 0, -318426528, 0, 295464672, 2424379248, 0, 0, 67975296, -5313567952, 0, 0, -1595557328, 0, 188891136, 0, 0, 0, 0, -391580892, 4916401920, 1720767120, 1042481664, 122026536, 0, 224641512, 0, -4632192, 603716976, 0, 0, 4303666080, -5001644952, 0, 0, -1483093680, 0, -35895960, 0, 0, 0, 0, 1358000784, 1091407608, -2920974720, -5028004632, -406455408, 0, 2930410192, 0, 958964640, -1192398096, 0, 0, -5558236016, -441922716, 0, 0, 1964742480, 0, 1124376144, 0, 0, 0, 0, -437400312, 4737860448, -6155219160, 2020276320, 2491080152, 0, -3480373152, 0, 2212323516, 2922061152, 0, 0, 4959700512, -6530841536, 0, 0, -10856945712, 0, -4140553200, 0, 0, 0, 0, 2153386944, 1126068216, 918256352, 662486040, 295466256, 0, -1727325648, 0, -5807280576, 1232803152, 0, 0, 587379600, 2348849088, 0, 0, 4708290144, 0, -6378889968, 0, 0, 0, 0, -4165219392, 2637549216, -6794664408, -4751915296, -8670817368, 0, 12269963288, 0, 6017554296, 3959764048, 0, 0, 1129053456, 1717522704, 0, 0, -292080168, 0, 12507121584, 0, 0, 0, 0, 673531632, -576985216, -874869984, 1364594112, 10046998192, 0, -2539495008, 0, 1132138944, -1123739400, 0, 0, -1552292064, -10689479880, 0, 0, -3539475360, 0, -7401820152, 0, 0, 0, 0, 658355040, 525399168, 16790970428, 2188119744, -6092479344, 0, 0, 0, 3784234280, 3783719952, 0, 0, 5389706952, 11174500608, 0, 0, 3560778504, 0, -9535689360, 0, 0, 0, 0, -517542480, 764936784, 955340832, -3074991720, -4086661248, 0, 1388825520, 0, -6341395776, -16993919080, 0, 0], 'weight': 7, '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: 2238079
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 22, 'source_dim': 24, 'source_embedding_index': 3, 'source_hecke_orbit_code': 206275870789, 'source_is_minimal': True, 'source_label': '69.7.d.a.22.3', 'source_level': 69, 'target_conrey_index': 22, 'target_dim': 24, 'target_embedding_index': 3, 'target_hecke_orbit_code': 206275870789, 'target_is_minimal': True, 'target_label': '69.7.d.a.22.3', 'target_level': 69, 'twist_class_label': '69.7.d.a.22.3', 'twist_class_level': 69, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
  • id: 2238080
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 22, 'source_dim': 24, 'source_embedding_index': 3, 'source_hecke_orbit_code': 206275870789, 'source_is_minimal': True, 'source_label': '69.7.d.a.22.3', 'source_level': 69, 'target_conrey_index': 91, 'target_dim': 24, 'target_embedding_index': 22, 'target_hecke_orbit_code': 18014604785352911, 'target_is_minimal': False, 'target_label': '207.7.d.e.91.22', 'target_level': 207, 'twist_class_label': '69.7.d.a.22.3', 'twist_class_level': 69, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 2238081
    {'conductor': 23, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 22, 'source_dim': 24, 'source_embedding_index': 3, 'source_hecke_orbit_code': 206275870789, 'source_is_minimal': True, 'source_label': '69.7.d.a.22.3', 'source_level': 69, 'target_conrey_index': 22, 'target_dim': 24, 'target_embedding_index': 4, 'target_hecke_orbit_code': 206275870789, 'target_is_minimal': True, 'target_label': '69.7.d.a.22.4', 'target_level': 69, 'twist_class_label': '69.7.d.a.22.3', 'twist_class_level': 69, 'twisting_char_label': '23.22', 'twisting_conrey_index': 22, 'weight': 7}
  • id: 2238082
    {'conductor': 69, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 22, 'source_dim': 24, 'source_embedding_index': 3, 'source_hecke_orbit_code': 206275870789, 'source_is_minimal': True, 'source_label': '69.7.d.a.22.3', 'source_level': 69, 'target_conrey_index': 91, 'target_dim': 24, 'target_embedding_index': 21, 'target_hecke_orbit_code': 18014604785352911, 'target_is_minimal': False, 'target_label': '207.7.d.e.91.21', 'target_level': 207, 'twist_class_label': '69.7.d.a.22.3', 'twist_class_level': 69, 'twisting_char_label': '69.68', 'twisting_conrey_index': 68, 'weight': 7}
• hecke_orbit_code 206275870789 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '69.7.d.a', 'level': 69, 'portrait': 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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 27352000
    {'hecke_orbit_code': 206275870789, 'n': 1, 'trace_an': 24}
  • id: 27352001
    {'hecke_orbit_code': 206275870789, 'n': 2, 'trace_an': -20}
  • id: 27352002
    {'hecke_orbit_code': 206275870789, 'n': 3, 'trace_an': 0}
  • id: 27352003
    {'hecke_orbit_code': 206275870789, 'n': 4, 'trace_an': 816}
  • id: 27352004
    {'hecke_orbit_code': 206275870789, 'n': 5, 'trace_an': 0}
  • id: 27352005
    {'hecke_orbit_code': 206275870789, 'n': 6, 'trace_an': -324}
  • id: 27352006
    {'hecke_orbit_code': 206275870789, 'n': 7, 'trace_an': 0}
  • id: 27352007
    {'hecke_orbit_code': 206275870789, 'n': 8, 'trace_an': -940}
  • id: 27352008
    {'hecke_orbit_code': 206275870789, 'n': 9, 'trace_an': 5832}
  • id: 27352009
    {'hecke_orbit_code': 206275870789, 'n': 10, 'trace_an': 0}
  • id: 27352010
    {'hecke_orbit_code': 206275870789, 'n': 11, 'trace_an': 0}
  • id: 27352011
    {'hecke_orbit_code': 206275870789, 'n': 12, 'trace_an': 0}
  • id: 27352012
    {'hecke_orbit_code': 206275870789, 'n': 13, 'trace_an': 384}
  • id: 27352013
    {'hecke_orbit_code': 206275870789, 'n': 14, 'trace_an': 0}
  • id: 27352014
    {'hecke_orbit_code': 206275870789, 'n': 15, 'trace_an': 0}
  • id: 27352015
    {'hecke_orbit_code': 206275870789, 'n': 16, 'trace_an': 29544}
  • id: 27352016
    {'hecke_orbit_code': 206275870789, 'n': 17, 'trace_an': 0}
  • id: 27352017
    {'hecke_orbit_code': 206275870789, 'n': 18, 'trace_an': -4860}
  • id: 27352018
    {'hecke_orbit_code': 206275870789, 'n': 19, 'trace_an': 0}
  • id: 27352019
    {'hecke_orbit_code': 206275870789, 'n': 20, 'trace_an': 0}
  • id: 27352020
    {'hecke_orbit_code': 206275870789, 'n': 21, 'trace_an': 0}
  • id: 27352021
    {'hecke_orbit_code': 206275870789, 'n': 22, 'trace_an': 0}
  • id: 27352022
    {'hecke_orbit_code': 206275870789, 'n': 23, 'trace_an': 29336}
  • id: 27352023
    {'hecke_orbit_code': 206275870789, 'n': 24, 'trace_an': -39204}
  • id: 27352024
    {'hecke_orbit_code': 206275870789, 'n': 25, 'trace_an': -61272}
  • id: 27352025
    {'hecke_orbit_code': 206275870789, 'n': 26, 'trace_an': 10088}
  • id: 27352026
    {'hecke_orbit_code': 206275870789, 'n': 27, 'trace_an': 0}
  • id: 27352027
    {'hecke_orbit_code': 206275870789, 'n': 28, 'trace_an': 0}
  • id: 27352028
    {'hecke_orbit_code': 206275870789, 'n': 29, 'trace_an': 64672}
  • id: 27352029
    {'hecke_orbit_code': 206275870789, 'n': 30, 'trace_an': 0}
  • id: 27352030
    {'hecke_orbit_code': 206275870789, 'n': 31, 'trace_an': 9696}
  • id: 27352031
    {'hecke_orbit_code': 206275870789, 'n': 32, 'trace_an': -319620}
  • id: 27352032
    {'hecke_orbit_code': 206275870789, 'n': 33, 'trace_an': 0}
  • id: 27352033
    {'hecke_orbit_code': 206275870789, 'n': 34, 'trace_an': 0}
  • id: 27352034
    {'hecke_orbit_code': 206275870789, 'n': 35, 'trace_an': -225744}
  • id: 27352035
    {'hecke_orbit_code': 206275870789, 'n': 36, 'trace_an': 198288}
  • id: 27352036
    {'hecke_orbit_code': 206275870789, 'n': 37, 'trace_an': 0}
  • id: 27352037
    {'hecke_orbit_code': 206275870789, 'n': 38, 'trace_an': 0}
  • id: 27352038
    {'hecke_orbit_code': 206275870789, 'n': 39, 'trace_an': -11664}
  • id: 27352039
    {'hecke_orbit_code': 206275870789, 'n': 40, 'trace_an': 0}
  • id: 27352040
    {'hecke_orbit_code': 206275870789, 'n': 41, 'trace_an': 135280}
  • id: 27352041
    {'hecke_orbit_code': 206275870789, 'n': 42, 'trace_an': 0}
  • id: 27352042
    {'hecke_orbit_code': 206275870789, 'n': 43, 'trace_an': 0}
  • id: 27352043
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  • id: 27352044
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  • id: 27352045
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  • id: 27352046
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  • id: 27352047
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  • id: 27352048
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  • id: 27352049
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  • id: 27352050
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  • id: 27352051
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  • id: 27352052
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  • id: 27352053
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  • id: 27352054
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  • id: 27352055
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  • id: 27352056
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  • id: 27352057
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  • id: 27352058
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  • id: 27352059
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  • id: 27352060
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  • id: 27352061
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  • id: 27352062
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  • id: 27352063
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  • id: 27352064
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  • id: 27352065
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  • id: 27352066
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  • id: 27352067
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  • id: 27352068
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  • id: 27352069
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  • id: 27352070
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  • id: 27352071
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  • id: 27352072
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  • id: 27352073
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  • id: 27352074
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  • id: 27352075
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  • id: 27352076
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  • id: 27352077
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  • id: 27352078
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  • id: 27352079
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  • id: 27352080
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  • id: 27352081
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  • id: 27352082
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  • id: 27352084
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  • id: 27352085
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  • id: 27352086
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  • id: 27352087
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  • id: 27352088
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  • id: 27352089
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  • id: 27352090
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  • id: 27352091
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  • id: 27352092
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  • id: 27352093
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  • id: 27352094
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  • id: 27352095
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  • id: 27352096
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  • id: 27352097
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  • id: 27352098
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  • id: 27352099
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  • id: 27352100
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  • id: 27352101
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  • id: 27352102
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  • id: 27352103
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  • id: 27352104
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  • id: 27352105
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  • id: 27352106
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  • id: 27352107
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  • id: 27352108
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  • id: 27352109
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  • id: 27352110
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  • id: 27352111
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  • id: 27352112
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  • id: 27352113
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  • id: 27352114
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  • id: 27352115
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  • id: 27352116
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  • id: 27352117
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  • id: 27352118
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  • id: 27352119
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  • id: 27352120
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  • id: 27352121
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  • id: 27352122
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  • id: 27352123
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  • id: 27352124
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  • id: 27352125
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  • id: 27352126
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  • id: 27352127
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  • id: 27352128
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  • id: 27352129
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  • id: 27352130
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  • id: 27352131
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  • id: 27352132
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  • id: 27352133
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  • id: 27352134
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  • id: 27352135
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  • id: 27352136
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  • id: 27352137
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  • id: 27352138
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  • id: 27352139
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  • id: 27352140
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  • id: 27352141
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  • id: 27352142
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  • id: 27352143
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  • id: 27352144
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  • id: 27352145
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  • id: 27352146
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  • id: 27352147
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  • id: 27352148
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  • id: 27352149
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  • id: 27352150
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  • id: 27352151
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  • id: 27352152
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  • id: 27352153
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  • id: 27352154
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  • id: 27352155
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  • id: 27352156
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  • id: 27352157
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  • id: 27352158
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  • id: 27352159
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  • id: 27352160
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  • id: 27352161
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  • id: 27352162
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  • id: 27352163
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  • id: 27352164
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  • id: 27352165
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  • id: 27352166
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  • id: 27352167
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  • id: 27352168
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  • id: 27352169
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  • id: 27352170
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  • id: 27352171
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  • id: 27352172
    {'hecke_orbit_code': 206275870789, 'n': 173, 'trace_an': 5697856}
  • id: 27352173
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  • id: 27352174
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  • id: 27352175
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  • id: 27352176
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  • id: 27352177
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  • id: 27352178
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  • id: 27352179
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  • id: 27352180
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  • id: 27352181
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  • id: 27352182
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  • id: 27352183
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  • id: 27352184
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  • id: 27352185
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  • id: 27352186
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  • id: 27352187
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  • id: 27352188
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  • id: 27352189
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  • id: 27352190
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  • id: 27352191
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  • id: 27352192
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  • id: 27352193
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  • id: 27352194
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  • id: 27352195
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  • id: 27352196
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  • id: 27352197
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  • id: 27352198
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  • id: 27352199
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  • id: 27352200
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  • id: 27352201
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  • id: 27352202
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  • id: 27352203
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  • id: 27352206
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  • id: 27352207
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  • id: 27352208
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  • id: 27352209
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  • id: 27352212
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  • id: 27352215
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  • id: 27352230
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  • id: 27352231
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  • id: 27352232
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