Embedded newform data - 49.6.a.g.1.3

Formats: - HTML - YAML - JSON - 2024-04-25T15:18:35.028242

• mf_newforms •

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

  
  {'Nk2': 1764, 'analytic_conductor': 7.858807170836051, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [49, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 817216, 'field_disc_factorization': [[2, 6], [113, 2]], 'field_poly': [674, 60, -59, -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': 1, 'hecke_cutters': [[2, [-22, 5, 1]], [3, [23716, 0, -596, 0, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597864886321, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 7, 'hecke_ring_index_factorization': [[7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '49.6.a.g', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '49.6.a.g', 'nf_label': '4.4.817216.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2+\\beta _{1})q^{2}+(2\\beta _{2}-\\beta _{3})q^{3}-5\\beta _{1}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.6.a', 'trace_display': [-10, 0, 0, 0], 'trace_hash': 1954073698719821495, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.816', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.384', 'prec': 17}, {'__RealLiteral__': 0, 'data': '75.664', 'prec': 20}, {'__RealLiteral__': 0, 'data': '49.683', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2132.013', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [4, -10, 0, 10, 0, 0, 0, -270, 220, 0, -1952, 0, 0, 0, -4096, -1566, 0, -5974, 0, 0, 0, 3524, -7136, 0, 2764, 0, 0, 0, -3352, 25608, 0, 27810, 0, 0, 0, 27670, -9208, 0, 2464, 0, 0, 0, 20448, 1900, 0, 56712, 0, 0, 0, -43070, -67408, 0, -102920, 0, 0, 0, -15576, 96972, 0, -87080, 0, 0, 0, -40318, -63168, 0, -22896, 0, 0, 0, -153824, 77358, 0, 17596, 0, 0, 0, 133056, -90688, 0, -17204, 0, 0, 0, 272656, -161860, 0, 154812, 0, 0, 0, -212200, 247760, 0, 108224, 0, 0, 0, -42272, 187710, 0, 362428, 0, 0, 0, 550196, -201456, 0, 151320, 0, 0, 0, -72624, -40612, 0, -451340, 0, 0, 0, 15224, 324644, 0, 274736, 0, 0, 0, -395744, -439390, 0, -576128, 0, 0, 0, -1257176, 32384, 0, -596112, 0, 0, 0, 901872, -102696, 0, -818370, 0, 0, 0, 4100, 79272, 0, -676416, 0, 0, 0, -1227136, -689920, 0, 708552, 0, 0, 0, 764402, 852576, 0, 1814432, 0, 0, 0, 1036172, -976344, 0, 604820, 0, 0, 0, 581148, 1725992, 0, 923056, 0, 0, 0, 826496, -179144, 0, -713416, 0, 0, 0, 294440, -712512, 0, 2039136, 0, 0, 0, -94072, 2678012, 0, 428150, 0, 0, 0, -1138060, -221648, 0, -2258336, 0, 0, 0, -1562224, -1721780, 0, -742072, 0, 0, 0, 661300, -3654992, 0, -2026528, 0, 0, 0, 1887700, -1590280, 0, 358820, 0, 0, 0, -1279804, 2724992, 0, -3236992, 0, 0, 0, -3449536, 3678264, 0, 511846, 0, 0, 0, -3923612, -2548448, 0, -1179640, 0, 0, 0, 3015904, 3026976, 0, 1044290, 0, 0, 0, 3512320, -4436776, 0, -505056, 0, 0, 0, -2537872, 6514840, 0, 2584032, 0, 0, 0, 2593160, -914912, 0, 1560056, 0, 0, 0, 2476384, -5979160, 0, 2051720, 0, 0, 0, 2532990, -452092, 0, 5161072, 0, 0, 0, -5949952, 713748, 0, 2365564, 0, 0, 0, 7831008, 1131328, 0, -660320, 0, 0, 0, 2350256, 1001296, 0, -2532992, 0, 0, 0, -2635880, 4634536, 0, 572672, 0, 0, 0, 2768016, -3649970, 0, -2779156, 0, 0, 0, -10647120, -5671648, 0, -246088, 0, 0, 0, 113352, 9458082, 0, 2155160, 0, 0, 0, 502340, 12593856, 0, -5137376, 0, 0, 0, -7145600, -13320420, 0, -12116500, 0, 0, 0, -5406552, -4787520, 0, -7184612, 0, 0, 0, 11449360, -11821304, 0, 8041464, 0, 0, 0, 1089480, 2768168, 0, 5051904, 0, 0, 0, 419168, -2554440, 0, -14037816, 0, 0, 0, -5197280, 6440160, 0, 7387976, 0, 0, 0, -7805512, 6082252, 0, -12967340, 0, 0, 0, -5963706, -1729864, 0, 17797696, 0, 0, 0, 4558592, 1253604, 0, 14209944, 0, 0, 0, 17460216, 8536640, 0, 5246472, 0, 0, 0, 9913464, -1409960, 0, 1967868, 0, 0, 0, 5724920, -2873024, 0, -15767296, 0, 0, 0, 15480960, -4819700, 0, 28821628, 0, 0, 0, -11626944, 18466032, 0, 5301328, 0, 0, 0, -18939528, -10456034, 0, 8677640, 0, 0, 0, 2403764, -11283744, 0, 3365120, 0, 0, 0, 4534496, 13272228, 0, -18866416, 0, 0, 0, 17788784, -7143008, 0, -8649744, 0, 0, 0, -19719608, 2555288, 0, -31320520, 0, 0, 0, -5805670, -16456944, 0, -6330848, 0, 0, 0, -17728976, 16870700, 0, -7208768, 0, 0, 0, -4011700, -2042288, 0, -410256, 0, 0, 0, -4678304, -24090192, 0, -11177440, 0, 0, 0, -8793630, 6746784, 0, -10730240, 0, 0, 0, 17554592, 16742656, 0, 20509812, 0, 0, 0, 8320168, -26975072, 0, 357220, 0, 0, 0, -32663008, 27296236, 0, 23890552, 0, 0, 0, -13244000, -8425560, 0, -25413472, 0, 0, 0, 41113696, -7004680, 0, 18996364, 0, 0, 0, 13908660, 8691328, 0, -23587192, 0, 0, 0, 30568208, 23310176, 0, 20877080, 0, 0, 0, 18666472, -20030552, 0, 40636576, 0, 0, 0, -17370016, -19004770, 0, 2985238, 0, 0, 0, -39901092, 46710208, 0, 31760064, 0, 0, 0, -20523056, 36861064, 0, 2872692, 0, 0, 0, -12620540, -30566576, 0, -15934400, 0, 0, 0, 61832688, -32390880, 0, -5801576, 0, 0, 0, 42822576, 8209600, 0, -13511000, 0, 0, 0, -7216936, -9271064, 0, 7264880, 0, 0, 0, 17829504, -34218876, 0, 8555712, 0, 0, 0, -13404768, -2069704, 0, -4415812, 0, 0, 0, -43528248, 14927968, 0, -29218328, 0, 0, 0, -35999392, 7640236, 0, -11102394, 0, 0, 0, 5370020, -9063848, 0, 11821632, 0, 0, 0, -12224288, 35091280, 0, -13932116, 0, 0, 0, 12802948, 36455616, 0, 5132288, 0, 0, 0, -16589712, -50072084, 0, -57652130, 0, 0, 0, -13394312, 31750840, 0, 36106288, 0, 0, 0, -17801120, -22955292, 0, -98706080, 0, 0, 0, -24891780, -27215552, 0, 9386776, 0, 0, 0, -649256, -11649792, 0, 15478364, 0, 0, 0, 43322580, 79395208, 0, -28115776, 0, 0, 0, 39634560, 17802200, 0, 58828544, 0, 0, 0, 32416490, -54381360, 0, -30665672, 0, 0, 0, -44383244, -91286872, 0, 50841560, 0, 0, 0, -56804360, 26946240, 0, 19473952, 0, 0, 0, -2954944, -15125528, 0, 81754748, 0, 0, 0, -13007632, 8850944, 0, 9876104, 0, 0, 0, 94694888, 10136820, 0, -16910120, 0, 0, 0, 77314200, 29141872, 0, 4443040, 0, 0, 0, 64605680, 5595040, 0, -49918588, 0, 0, 0, -45146980, 29640912, 0, 80913184, 0, 0, 0, 17617088, 96281460, 0, -29470540, 0, 0, 0, -40876284, -98558656, 0, 145223936, 0, 0, 0, -55760160, 25906310, 0, -64871116, 0, 0, 0, 65233280, 42324256, 0, -19756736, 0, 0, 0, -37518272, -5628056, 0, 52567812, 0, 0, 0, -68833240, 53261240, 0, -137876864, 0, 0, 0, 6128592, -64717720, 0, 26213320, 0, 0, 0, -11724020, 24160640, 0, -42066112, 0, 0, 0, -9779492, -34528780, 0, 22672040, 0, 0, 0, 79834140, -123679512, 0, 14561216, 0, 0, 0, -21167680, 34775384, 0, -61590144, 0, 0, 0, 7609192, -35376960, 0, -74253952, 0, 0, 0, 38473760, -142298992, 0, -27887300, 0, 0, 0, -107558220, 46994280, 0, -102970560, 0, 0, 0, -93130960, 78400000, 0, -42183864, 0, 0, 0, -93844920, -261152, 0, -18130192, 0, 0, 0, 43494528, 89164244, 0, 33403170, 0, 0, 0, 35023400, 99468096, 0, 53212496, 0, 0, 0, -13005600, -4641516, 0, 93319056, 0, 0, 0, 46537744, -180618112, 0, 89247928, 0, 0, 0, -4627048, 96480224, 0, -39694300, 0, 0, 0, 67082160, -43001600, 0, -129519680, 0, 0, 0, -63531728, -56574000, 0, 69412640, 0, 0, 0, 68733608, -5366112, 0, 43508192, 0, 0, 0, 134361368, 204967820, 0, 21718920, 0, 0, 0, 88849592, 55725092, 0, 48714096, 0, 0, 0, -86448032, -44412222, 0, 125570536, 0, 0, 0, -14526488, -42846496, 0, 183023184, 0, 0, 0, -41578200, -15477160, 0, 36480444, 0, 0, 0, 61528320, -74573792, 0, 12106144, 0, 0, 0, 107065216, 31854900, 0, -93059640, 0, 0], 'weight': 6, 'weight_parity': 1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [0.49763928540671454, 0.0], [-0.42005535836607427, 0.0], [-0.7523551416198945, 0.0], [0.8227129112807128, 0.0], [-0.2090360483685546, 0.0], [0.0, 0.0], [-0.8720407604545064, 0.0], [-0.8235534959079489, 0.0], [0.40941426526461167, 0.0], [-1.3749437479031446, 0.0], [0.31603080863170335, 0.0], [-1.795551331156733, 0.0], [0.0, 0.0], [-0.34558496678041606, 0.0], [0.31839340074178596, 0.0], [0.9908833167562774, 0.0], [-0.40983257319783334, 0.0], [0.7410739042980896, 0.0], [-0.6189722888791164, 0.0], [0.0, 0.0], [-0.6842260241809508, 0.0], [0.017495139707681216, 0.0], [0.3663053941425416, 0.0], [-0.32314346561201407, 0.0], [-0.8935368813479118, 0.0], [0.765993417223321, 0.0], [0.0, 0.0], [0.7350570357454774, 0.0], [-0.17197665591590944, 0.0], [-1.641681158917938, 0.0], [1.0304858248778626, 0.0], [0.5775524887586487, 0.0], [0.49310246567202903, 0.0], [0.0, 0.0], [0.6196047070453841, 0.0], [-0.3070770735817802, 0.0], [0.3687874881684653, 0.0], [0.7542309578737233, 0.0], [-0.7174391927889736, 0.0], [1.1855887030197463, 0.0], [0.0, 0.0], [-0.007981345324830897, 0.0], [1.034445998173059, 0.0], [-0.6775480942138372, 0.0], [0.008706268822221117, 0.0], [-0.5070707643611155, 0.0], [-0.133742854049984, 0.0], [0.0, 0.0], [-0.16080888331101192, 0.0], [-0.41622584671902235, 0.0], [1.350892276038214, 0.0], [-0.5845198614782164, 0.0], [0.3811884167732609, 0.0], [-1.1311839736846105, 0.0], [0.0, 0.0], [-0.31129206444567986, 0.0], [0.3657932580015572, 0.0], [-0.3686594547736181, 0.0], [0.2600026266237865, 0.0], [1.3253717682307153, 0.0], [-0.8169650387895897, 0.0], [0.0, 0.0], [0.1944168287721823, 0.0], [-1.4772232630099151, 0.0], [0.2874128077907235, 0.0], [-1.8383637795387624, 0.0], [-0.7454961581069598, 0.0], [-0.0073489271795745695, 0.0], [0.0, 0.0], [-1.444916541957568, 0.0], [0.718172216846535, 0.0], [-0.04064042301704235, 0.0], [-0.1528136154620222, 0.0], [0.13573814425130976, 0.0], [-0.5575507622189974, 0.0], [0.0, 0.0], [0.3753349549079015, 0.0], [-0.00015375769706980967, 0.0], [0.2619463616568414, 0.0], [0.501793856530153, 0.0], [0.5899955149570201, 0.0], [1.5142856562345197, 0.0], [0.0, 0.0], [0.8152124982680456, 0.0], [-0.00397183098403307, 0.0], [-0.30876464656957076, 0.0], [1.1990069915036274, 0.0], [-0.7173567269324026, 0.0], [-0.33717454943325526, 0.0], [0.0, 0.0], [-0.01316255831243234, 0.0], [0.6895969675321066, 0.0], [-0.25233833282730206, 0.0], [0.6096910692792457, 0.0], [-0.4328610924602302, 0.0], [-0.0335692635097291, 0.0], [0.0, 0.0], [1.1323397302624123, 0.0], [0.24311864783407033, 0.0], [-0.21299414481151574, 0.0], [-0.207130332929059, 0.0], [-0.606869901591822, 0.0], [1.565793948257019, 0.0], [0.0, 0.0], [-0.29088004617205143, 0.0], [-0.920019733235605, 0.0], [-0.5762990858949586, 0.0], [0.6991919915470235, 0.0], [-0.5629215843279374, 0.0], [0.12898937018940004, 0.0], [0.0, 0.0], [-0.7477463238027456, 0.0], [-0.15491116050352907, 0.0], [0.014393477322169211, 0.0], 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• mf_newspaces •

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

  
  {'AL_dims': [[[[7, -1]], 8, 5], [[[7, 1]], 6, 2]], 'ALdims': [6, 8], 'Nk2': 1764, 'analytic_conductor': 7.858807170836051, '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': [49, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 20, 'dim': 14, 'eis_dim': 8, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 100663345, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 4], 'label': '49.6.a', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 28, 'mf_new_dim': 19, 'num_forms': 7, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 14, 'sturm_bound': 28, 'trace_bound': 3, 'trace_display': [0, 20, 74, 0], 'traces': [14, 0, 20, 140, 74, 58, 0, 420, 490, -764, -1120, 2506, 490, 0, 560, 1204, -78, -5740, 3364, 1288, 0, 4004, -5208, -3186, 5138, -3416, 2312, 0, 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4491840, 24371496, 0, 26577096, -86076662, 26539694, -65468592, -207396, -22344516, 0, -30812152, 47397224, 28760912, 76399652, -734880, 9261084, 0, -110295304, 66495352, 13056672, -83267380, 26247448, 2525460, 0, -32895520, -48069644, -35391896, 67165308, 2088384, 5259464, 0, 85883896, -5215308, -29677068, -11344368, 18356954, 3723402, 0, 41330352, 113967448, 1740010, 8691340, 23277072, -11802294, 0, 92355088, 11869536, -21615524, 49345856, 26572816, -10113448, 0, 537656, -166485536, -12023048, -131864348, 35310594, 41483068, 0, -85453928, 83829508, -12211200, 93461928, 18378262, 6672804, 0, -93651824, 89530112, 2720508, -148149596, -25577436, -11110204, 0, -27941340, -82664456, -10976436, 48816124, -23585408, -20983800, 0, 52774008, -45701880, 9434872, 2673888, -186048, 9420658, 0, 146624520, 109878468, 27166368, -70685944, -10868070, 5222016, 0, 49624176, 51973768, 3616128, 127108436, 35176992, 13034368, 0, 11111380, -158151336, -3181500, -139838664, -7714462, -52843560, 0, -118423802, 1940372, 11082552, 149220848, -5176510, 28548312, 0, -224062832, 45360532, 32862830, -76568688, -46586064, -32933152, 0, 9941344, -92503712, -10422084, 92540196, -49923468, 58089024, 0, 57336188, -32933432, 12018348, 43768592, -14350112, 3956944, 0, 105356104, 87798984, -1762944, 8302840, 3541290, -21558624, 0, 160728064, 46522756, 14198652, 28926520, -29092798, -9059022, 0, -6799576, -136749144, -38274566, -178549840, 2821904, -23733738, 0, -156041116, 35120568, 34361152, 73017952, -46637280, 9783344, 0, -122248504, 181284348, 1471588, -91302008, 3154400, -38318656, 0, -56804832, -123379284, -32936016, 178831856, 27571964, 8292074, 0, 13381704, -91479500, -3104950, -10609732, -37825224, -29150408, 0, 124066712, 118415584, 4628784, -25073104, 20029348, -17637060, 0, 76572916, -3322172, -5979352, 115207512, -6321664, 70466678, 0, 14747432, -68856816, 22696596, -129115056, 22612860, 28255552, 0, -92959048, 61236224, 21946434, 143655400, 83209592, -9431996, 0, -144861584, 136010336, -48021344, -154701148, 27405042, 43719368, 0, 34421954, -100500960, 61854280, 2088856, -9186138, -72180468, 0, 207482296, -112875420, 12280266, 24991904, 14915712, -2748606, 0, 164051048, 114987152, -49916182, -24565800, 9024684, 37594592, 0, 68984860, 61759712, -21309820, 82886888, 39032854, -4922116, 0, 14395444, -253631224, 4541544, -278074160, -17595606, 41837952, 0, -211495704, 63094724, -120984312, 47822040, 42140032, -12418854, 0, -186186056, 118740328, -32838144, -174480180, 31136536, 58275324, 0, -149659692, -59044832, 68827416, 78867404, 34296972, 37961992, 0, 72163560, 25667768, 22315872, -3470460, -5076564, -58173808, 0, 156636200, 88267452, 265040, -54112856, -5950938, 17146882, 0, 156993088, 45865008, 37148832, 115360980, -70437040, -149786756, 0, 53994052, -101544128, -37798272, -22080128, 10160024, 23931600, 0, -76424264, 79085608, -833912, 232314656, -9507326, -48915840, 0, -116432008, 21872956, 22857246, -133612472, -6534612, 91549346, 0, -130075064, -109967256, -10778510, 85562204, 56754096, -7827258, 0, 103687304, -143184608, 87924368, 70937748, -33428590, 14736024, 0, 135869580, 182588672, 29875712, -12174064, -50051392, 44162372, 0, 96790904, 7496594, 2242464, 167194104, -118401206, -12577868, 0, -68134080, -191905812, 12113616, -112924616, -80328132, -34097714, 0, -123510212, 74918984, -66148104, 154251916, -97722944, -83434696, 0, -161633304, 176562680, 37872120, -93825816, -32422564, -82732548, 0, -82572056, -211195712, 35995888, 115638096, 523740, 60032800, 0, 35277424, -28207536, -105781670, -167449716, 67057392, 77296224], 'weight': 6, '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: 45680237
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021597864886321, 'source_is_minimal': True, 'source_label': '49.6.a.g.1.3', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021597864886321, 'target_is_minimal': True, 'target_label': '49.6.a.g.1.3', 'target_level': 49, 'twist_class_label': '49.6.a.g.1.3', 'twist_class_level': 49, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 45680238
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021597864886321, 'source_is_minimal': True, 'source_label': '49.6.a.g.1.3', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 112589990784926137, 'target_is_minimal': False, 'target_label': '441.6.a.z.1.1', 'target_level': 441, 'twist_class_label': '49.6.a.g.1.3', 'twist_class_level': 49, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 45680239
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021597864886321, 'source_is_minimal': True, 'source_label': '49.6.a.g.1.3', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 139611588549149456, 'target_is_minimal': False, 'target_label': '784.6.a.bf.1.3', 'target_level': 784, 'twist_class_label': '49.6.a.g.1.3', 'twist_class_level': 49, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 45680240
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021597864886321, 'source_is_minimal': True, 'source_label': '49.6.a.g.1.3', 'source_level': 49, 'target_conrey_index': 18, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525334931210289, 'target_is_minimal': False, 'target_label': '49.6.c.h.18.2', 'target_level': 49, 'twist_class_label': '49.6.a.g.1.3', 'twist_class_level': 49, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 45680241
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021597864886321, 'source_is_minimal': True, 'source_label': '49.6.a.g.1.3', 'source_level': 49, 'target_conrey_index': 30, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334931210289, 'target_is_minimal': False, 'target_label': '49.6.c.h.30.1', 'target_level': 49, 'twist_class_label': '49.6.a.g.1.3', 'twist_class_level': 49, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 45680242
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021597864886321, 'source_is_minimal': True, 'source_label': '49.6.a.g.1.3', 'source_level': 49, 'target_conrey_index': 30, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525334931210289, 'target_is_minimal': False, 'target_label': '49.6.c.h.30.2', 'target_level': 49, 'twist_class_label': '49.6.a.g.1.3', 'twist_class_level': 49, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 45680243
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021597864886321, 'source_is_minimal': True, 'source_label': '49.6.a.g.1.3', 'source_level': 49, 'target_conrey_index': 18, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334931210289, 'target_is_minimal': False, 'target_label': '49.6.c.h.18.1', 'target_level': 49, 'twist_class_label': '49.6.a.g.1.3', 'twist_class_level': 49, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 45680244
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021597864886321, 'source_is_minimal': True, 'source_label': '49.6.a.g.1.3', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27021597864886321, 'target_is_minimal': True, 'target_label': '49.6.a.g.1.4', 'target_level': 49, 'twist_class_label': '49.6.a.g.1.3', 'twist_class_level': 49, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 45680245
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021597864886321, 'source_is_minimal': True, 'source_label': '49.6.a.g.1.3', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 112589990784926137, 'target_is_minimal': False, 'target_label': '441.6.a.z.1.2', 'target_level': 441, 'twist_class_label': '49.6.a.g.1.3', 'twist_class_level': 49, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 45680246
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021597864886321, 'source_is_minimal': True, 'source_label': '49.6.a.g.1.3', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 139611588549149456, 'target_is_minimal': False, 'target_label': '784.6.a.bf.1.2', 'target_level': 784, 'twist_class_label': '49.6.a.g.1.3', 'twist_class_level': 49, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 164150
    {'charpoly_factorization': [[[-22, 5, 1], 2]], 'hecke_orbit_code': 27021597864886321, 'p': 2}
  • id: 164151
    {'charpoly_factorization': [[[23716, 0, -596, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 3}
  • id: 164152
    {'charpoly_factorization': [[[11669056, 0, -7632, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 5}
  • id: 164153
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 27021597864886321, 'p': 7}
  • id: 164154
    {'charpoly_factorization': [[[234076, 976, 1], 2]], 'hecke_orbit_code': 27021597864886321, 'p': 11}
  • id: 164155
    {'charpoly_factorization': [[[76158337024, 0, -1260672, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 13}
  • id: 164156
    {'charpoly_factorization': [[[1700202150724, 0, -2613668, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 17}
  • id: 164157
    {'charpoly_factorization': [[[56942116, 0, -1359892, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 19}
  • id: 164158
    {'charpoly_factorization': [[[-160336, 3568, 1], 2]], 'hecke_orbit_code': 27021597864886321, 'p': 23}
  • id: 164159
    {'charpoly_factorization': [[[-16661788, 1676, 1], 2]], 'hecke_orbit_code': 27021597864886321, 'p': 29}
  • id: 164160
    {'charpoly_factorization': [[[614334295349824, 0, -85120848, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 31}
  • id: 164161
    {'charpoly_factorization': [[[5234116, 4604, 1], 2]], 'hecke_orbit_code': 27021597864886321, 'p': 37}
  • id: 164162
    {'charpoly_factorization': [[[14370455329863556, 0, -251093444, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 41}
  • id: 164163
    {'charpoly_factorization': [[[-998756, -10224, 1], 2]], 'hecke_orbit_code': 27021597864886321, 'p': 43}
  • id: 164164
    {'charpoly_factorization': [[[17113573085148736, 0, -349180624, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 47}
  • id: 164165
    {'charpoly_factorization': [[[472236292, 51460, 1], 2]], 'hecke_orbit_code': 27021597864886321, 'p': 53}
  • id: 164166
    {'charpoly_factorization': [[[111991443063303076, 0, -1249753044, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 59}
  • id: 164167
    {'charpoly_factorization': [[[1187821342581020224, 0, -2284246736, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 61}
  • id: 164168
    {'charpoly_factorization': [[[-3789557552, 11448, 1], 2]], 'hecke_orbit_code': 27021597864886321, 'p': 67}
  • id: 164169
    {'charpoly_factorization': [[[953601968, 76912, 1], 2]], 'hecke_orbit_code': 27021597864886321, 'p': 71}
  • id: 164170
    {'charpoly_factorization': [[[20948903958719044, 0, -6121721124, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 73}
  • id: 164171
    {'charpoly_factorization': [[[386672, 45344, 1], 2]], 'hecke_orbit_code': 27021597864886321, 'p': 79}
  • id: 164172
    {'charpoly_factorization': [[[17246872858022500, 0, -9034370100, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 83}
  • id: 164173
    {'charpoly_factorization': [[[13633253463731899396, 0, -7617937028, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 89}
  • id: 164174
    {'charpoly_factorization': [[[114671792612888644, 0, -11859566628, 0, 1], 1]], 'hecke_orbit_code': 27021597864886321, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '49.6.a.g', 'level': 49, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 181304000
    {'hecke_orbit_code': 27021597864886321, 'n': 1, 'trace_an': 4}
  • id: 181304001
    {'hecke_orbit_code': 27021597864886321, 'n': 2, 'trace_an': -10}
  • id: 181304002
    {'hecke_orbit_code': 27021597864886321, 'n': 3, 'trace_an': 0}
  • id: 181304003
    {'hecke_orbit_code': 27021597864886321, 'n': 4, 'trace_an': 10}
  • id: 181304004
    {'hecke_orbit_code': 27021597864886321, 'n': 5, 'trace_an': 0}
  • id: 181304005
    {'hecke_orbit_code': 27021597864886321, 'n': 6, 'trace_an': 0}
  • id: 181304006
    {'hecke_orbit_code': 27021597864886321, 'n': 7, 'trace_an': 0}
  • id: 181304007
    {'hecke_orbit_code': 27021597864886321, 'n': 8, 'trace_an': -270}
  • id: 181304008
    {'hecke_orbit_code': 27021597864886321, 'n': 9, 'trace_an': 220}
  • id: 181304009
    {'hecke_orbit_code': 27021597864886321, 'n': 10, 'trace_an': 0}
  • id: 181304010
    {'hecke_orbit_code': 27021597864886321, 'n': 11, 'trace_an': -1952}
  • id: 181304011
    {'hecke_orbit_code': 27021597864886321, 'n': 12, 'trace_an': 0}
  • id: 181304012
    {'hecke_orbit_code': 27021597864886321, 'n': 13, 'trace_an': 0}
  • id: 181304013
    {'hecke_orbit_code': 27021597864886321, 'n': 14, 'trace_an': 0}
  • id: 181304014
    {'hecke_orbit_code': 27021597864886321, 'n': 15, 'trace_an': -4096}
  • id: 181304015
    {'hecke_orbit_code': 27021597864886321, 'n': 16, 'trace_an': -1566}
  • id: 181304016
    {'hecke_orbit_code': 27021597864886321, 'n': 17, 'trace_an': 0}
  • id: 181304017
    {'hecke_orbit_code': 27021597864886321, 'n': 18, 'trace_an': -5974}
  • id: 181304018
    {'hecke_orbit_code': 27021597864886321, 'n': 19, 'trace_an': 0}
  • id: 181304019
    {'hecke_orbit_code': 27021597864886321, 'n': 20, 'trace_an': 0}
  • id: 181304020
    {'hecke_orbit_code': 27021597864886321, 'n': 21, 'trace_an': 0}
  • id: 181304021
    {'hecke_orbit_code': 27021597864886321, 'n': 22, 'trace_an': 3524}
  • id: 181304022
    {'hecke_orbit_code': 27021597864886321, 'n': 23, 'trace_an': -7136}
  • id: 181304023
    {'hecke_orbit_code': 27021597864886321, 'n': 24, 'trace_an': 0}
  • id: 181304024
    {'hecke_orbit_code': 27021597864886321, 'n': 25, 'trace_an': 2764}
  • id: 181304025
    {'hecke_orbit_code': 27021597864886321, 'n': 26, 'trace_an': 0}
  • id: 181304026
    {'hecke_orbit_code': 27021597864886321, 'n': 27, 'trace_an': 0}
  • id: 181304027
    {'hecke_orbit_code': 27021597864886321, 'n': 28, 'trace_an': 0}
  • id: 181304028
    {'hecke_orbit_code': 27021597864886321, 'n': 29, 'trace_an': -3352}
  • id: 181304029
    {'hecke_orbit_code': 27021597864886321, 'n': 30, 'trace_an': 25608}
  • id: 181304030
    {'hecke_orbit_code': 27021597864886321, 'n': 31, 'trace_an': 0}
  • id: 181304031
    {'hecke_orbit_code': 27021597864886321, 'n': 32, 'trace_an': 27810}
  • id: 181304032
    {'hecke_orbit_code': 27021597864886321, 'n': 33, 'trace_an': 0}
  • id: 181304033
    {'hecke_orbit_code': 27021597864886321, 'n': 34, 'trace_an': 0}
  • id: 181304034
    {'hecke_orbit_code': 27021597864886321, 'n': 35, 'trace_an': 0}
  • id: 181304035
    {'hecke_orbit_code': 27021597864886321, 'n': 36, 'trace_an': 27670}
  • id: 181304036
    {'hecke_orbit_code': 27021597864886321, 'n': 37, 'trace_an': -9208}
  • id: 181304037
    {'hecke_orbit_code': 27021597864886321, 'n': 38, 'trace_an': 0}
  • id: 181304038
    {'hecke_orbit_code': 27021597864886321, 'n': 39, 'trace_an': 2464}
  • id: 181304039
    {'hecke_orbit_code': 27021597864886321, 'n': 40, 'trace_an': 0}
  • id: 181304040
    {'hecke_orbit_code': 27021597864886321, 'n': 41, 'trace_an': 0}
  • id: 181304041
    {'hecke_orbit_code': 27021597864886321, 'n': 42, 'trace_an': 0}
  • id: 181304042
    {'hecke_orbit_code': 27021597864886321, 'n': 43, 'trace_an': 20448}
  • id: 181304043
    {'hecke_orbit_code': 27021597864886321, 'n': 44, 'trace_an': 1900}
  • id: 181304044
    {'hecke_orbit_code': 27021597864886321, 'n': 45, 'trace_an': 0}
  • id: 181304045
    {'hecke_orbit_code': 27021597864886321, 'n': 46, 'trace_an': 56712}
  • id: 181304046
    {'hecke_orbit_code': 27021597864886321, 'n': 47, 'trace_an': 0}
  • id: 181304047
    {'hecke_orbit_code': 27021597864886321, 'n': 48, 'trace_an': 0}
  • id: 181304048
    {'hecke_orbit_code': 27021597864886321, 'n': 49, 'trace_an': 0}
  • id: 181304049
    {'hecke_orbit_code': 27021597864886321, 'n': 50, 'trace_an': -43070}
  • id: 181304050
    {'hecke_orbit_code': 27021597864886321, 'n': 51, 'trace_an': -67408}
  • id: 181304051
    {'hecke_orbit_code': 27021597864886321, 'n': 52, 'trace_an': 0}
  • id: 181304052
    {'hecke_orbit_code': 27021597864886321, 'n': 53, 'trace_an': -102920}
  • id: 181304053
    {'hecke_orbit_code': 27021597864886321, 'n': 54, 'trace_an': 0}
  • id: 181304054
    {'hecke_orbit_code': 27021597864886321, 'n': 55, 'trace_an': 0}
  • id: 181304055
    {'hecke_orbit_code': 27021597864886321, 'n': 56, 'trace_an': 0}
  • id: 181304056
    {'hecke_orbit_code': 27021597864886321, 'n': 57, 'trace_an': -15576}
  • id: 181304057
    {'hecke_orbit_code': 27021597864886321, 'n': 58, 'trace_an': 96972}
  • id: 181304058
    {'hecke_orbit_code': 27021597864886321, 'n': 59, 'trace_an': 0}
  • id: 181304059
    {'hecke_orbit_code': 27021597864886321, 'n': 60, 'trace_an': -87080}
  • id: 181304060
    {'hecke_orbit_code': 27021597864886321, 'n': 61, 'trace_an': 0}
  • id: 181304061
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  • id: 181304062
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  • id: 181304063
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  • id: 181304064
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  • id: 181304065
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  • id: 181304066
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  • id: 181304067
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  • id: 181304068
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  • id: 181304069
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  • id: 181304070
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  • id: 181304071
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  • id: 181304072
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  • id: 181304073
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  • id: 181304074
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  • id: 181304075
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  • id: 181304076
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  • id: 181304077
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  • id: 181304078
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  • id: 181304079
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  • id: 181304080
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  • id: 181304081
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  • id: 181304082
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  • id: 181304083
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  • id: 181304084
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  • id: 181304085
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  • id: 181304086
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  • id: 181304087
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  • id: 181304088
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  • id: 181304089
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  • id: 181304090
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  • id: 181304091
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  • id: 181304092
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  • id: 181304093
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  • id: 181304094
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  • id: 181304095
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  • id: 181304096
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  • id: 181304097
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  • id: 181304098
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  • id: 181304099
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  • id: 181304100
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  • id: 181304101
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  • id: 181304102
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  • id: 181304103
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  • id: 181304104
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  • id: 181304105
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  • id: 181304106
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  • id: 181304107
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  • id: 181304108
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  • id: 181304109
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  • id: 181304110
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  • id: 181304111
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  • id: 181304112
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  • id: 181304113
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  • id: 181304114
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  • id: 181304115
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  • id: 181304116
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  • id: 181304117
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  • id: 181304118
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  • id: 181304119
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  • id: 181304120
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  • id: 181304121
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  • id: 181304122
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  • id: 181304123
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  • id: 181304124
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  • id: 181304125
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  • id: 181304126
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  • id: 181304127
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  • id: 181304128
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  • id: 181304129
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  • id: 181304130
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  • id: 181304131
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  • id: 181304132
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  • id: 181304133
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  • id: 181304134
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  • id: 181304135
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  • id: 181304136
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  • id: 181304137
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  • id: 181304138
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  • id: 181304139
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  • id: 181304140
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  • id: 181304141
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  • id: 181304142
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  • id: 181304143
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  • id: 181304144
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  • id: 181304145
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  • id: 181304146
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  • id: 181304147
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  • id: 181304148
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  • id: 181304149
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  • id: 181304150
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  • id: 181304151
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  • id: 181304152
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  • id: 181304153
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  • id: 181304154
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  • id: 181304155
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  • id: 181304156
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  • id: 181304157
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  • id: 181304158
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  • id: 181304159
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  • id: 181304160
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  • id: 181304161
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  • id: 181304162
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  • id: 181304163
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  • id: 181304164
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  • id: 181304165
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  • id: 181304166
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  • id: 181304167
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  • id: 181304168
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  • id: 181304169
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  • id: 181304170
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  • id: 181304171
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  • id: 181304172
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  • id: 181304173
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  • id: 181304174
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  • id: 181304175
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  • id: 181304176
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  • id: 181304177
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  • id: 181304178
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  • id: 181304179
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  • id: 181304180
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  • id: 181304181
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  • id: 181304182
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  • id: 181304183
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  • id: 181304184
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  • id: 181304185
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  • id: 181304186
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  • id: 181304187
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  • id: 181304188
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  • id: 181304189
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  • id: 181304190
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  • id: 181304191
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  • id: 181304192
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  • id: 181304193
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  • id: 181304194
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  • id: 181304195
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  • id: 181304196
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  • id: 181304197
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  • id: 181304198
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  • id: 181304199
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  • id: 181304200
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  • id: 181304201
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  • id: 181304202
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  • id: 181304203
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  • id: 181304204
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  • id: 181304205
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  • id: 181304206
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  • id: 181304207
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  • id: 181304208
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  • id: 181304209
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  • id: 181304210
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  • id: 181304211
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  • id: 181304212
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  • id: 181304213
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  • id: 181304214
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  • id: 181304215
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  • id: 181304216
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  • id: 181304217
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  • id: 181304218
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  • id: 181304219
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  • id: 181304220
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  • id: 181304221
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  • id: 181304222
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  • id: 181304223
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  • id: 181304224
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  • id: 181304225
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  • id: 181304226
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  • id: 181304227
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  • id: 181304228
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  • id: 181304229
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  • id: 181304230
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  • id: 181304231
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  • id: 181304232
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  • id: 181304233
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  • id: 181304234
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  • id: 181304235
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  • id: 181304236
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  • id: 181304237
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  • id: 181304238
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  • id: 181304239
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  • id: 181304240
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  • id: 181304241
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  • id: 181304242
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  • id: 181304243
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  • id: 181304244
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  • id: 181304245
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  • id: 181304246
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  • id: 181304247
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  • id: 181304248
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  • id: 181304249
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  • id: 181304250
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  • id: 181304251
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  • id: 181304252
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  • id: 181304253
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  • id: 181304254
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  • id: 181304255
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  • id: 181304455
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  • id: 181304456
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  • id: 181304463
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  • id: 181304464
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  • id: 181304521
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  • id: 181304551
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  • id: 181304552
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  • id: 181304553
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  • id: 181304556
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