Embedded newform data - 75.4.a.d.1.1

Formats: - HTML - YAML - JSON - 2024-04-25T06:30:12.212303

• 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': 1200, 'analytic_conductor': 4.425143250430546, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -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': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 76, 'field_disc_factorization': [[2, 2], [19, 1]], 'field_poly': [-19, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-18, 2, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798949220427, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '75.4.a.d', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.4.a.d', 'nf_label': '2.2.76.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta )q^{2}+3q^{3}+(12-2\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.4.a', 'trace_display': [-2, 6, 0, 26], 'trace_hash': 1585315042162873707, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.941', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.344', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '62.567', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -2, 6, 24, 0, -6, 26, -84, 18, 0, 28, 72, 18, 126, 0, 120, -68, -18, 6, 0, 78, 124, 132, -252, 0, -626, 54, 8, 92, 0, 122, -664, 84, -692, 0, 216, -284, -158, 54, 0, 392, 378, 690, 32, 0, -588, -620, 360, 260, 0, -204, 1432, -848, -54, 0, -180, 18, -1156, 124, 0, 750, 942, 234, 1376, 0, 372, -358, 704, 396, 0, 824, -756, -108, 1196, 0, 376, 972, -1878, -880, 0, 162, -2368, 156, 24, 0, -842, 276, -264, -864, 0, -2198, 2496, 366, -596, 0, -1992, 1042, 3692, 252, 0, 1008, -2076, 760, -4404, 0, 1912, -1680, 648, 2026, 0, -852, -3304, -2984, -474, 0, 3232, 162, 2308, -3924, 0, -1662, 1378, 1176, -664, 0, 1134, 912, -624, 2070, 0, -1920, 96, -530, 4158, 0, -1704, 2028, -1764, -2216, 0, -1860, -64, -2180, 1080, 0, 412, 780, -5232, 2948, 0, -546, -1164, -612, 3132, 0, 4296, 2038, 6960, -2544, 0, -108, -162, 2134, 8656, 0, 7140, -2304, -540, 5496, 0, 54, 8584, -1884, -3468, 0, -3184, 372, -4608, -3380, 0, -158, -4338, 2250, -8280, 0, 2826, -3992, -5008, 702, 0, -652, 4128, -2714, -1042, 0, -4784, 2604, 1116, -4602, 0, -1074, -2376, -3060, 2112, 0, -10792, 1188, 20536, -524, 0, 3142, -12304, 2472, -3336, 0, -2268, 5842, -2938, -324, 0, 11548, 3588, 3898, -1944, 0, -1880, -10984, 1128, 2594, 0, 2916, -10248, 3240, -5634, 0, -3376, -2640, -11124, -1424, 0, -462, 5918, 486, 4744, 0, -7104, 2486, 1260, 468, 0, -6456, 72, 24, -2432, 0, 6944, 4200, -2526, -44, 0, 828, 12408, 5624, -792, 0, -990, -2592, -11896, 5236, 0, 2928, 20240, -6594, -2940, 0, 7488, -12406, -5992, 1098, 0, 3156, -1788, -322, 8368, 0, -4964, -2808, -5976, 7686, 0, 3126, -1904, 7404, 11076, 0, 17400, 756, 15596, 8484, 0, 8362, 14986, 3024, 5224, 0, -6228, -1170, 3456, 2280, 0, -5892, -13212, -7466, -12070, 0, -22720, 8480, 5736, -2968, 0, -5040, 4212, 2836, 1944, 0, 13826, 6078, -28320, -12924, 0, 584, -12720, -2556, 14616, 0, -9912, -5646, -16440, -8952, 0, 5964, -1422, 10270, -29892, 0, -6780, -908, 9696, -4668, 0, 486, -2608, -732, 6924, 0, 576, -11772, 23140, 12264, 0, -13092, -16258, -4986, -13304, 0, 4134, 12134, 22512, 3528, 0, -6768, -1992, 1830, -11816, 0, 18744, 17852, 3402, -6030, 0, 2736, -34156, 984, -1872, 0, 14570, 6210, 12504, 2184, 0, 4632, 12792, -5760, -8988, 0, 288, -12450, -1934, -1590, 0, -23040, 12474, -15926, 14832, 0, -3780, -328, -5112, -24326, 0, 6084, 29184, 11340, -5292, 0, -32728, -6648, -1148, 21536, 0, -2484, -17278, -5580, 42000, 0, -192, 18262, -10128, -6540, 0, -6348, 3240, -17466, 17262, 0, 26136, 2220, 1236, 1050, 0, 2340, 2284, -2112, -15696, 0, 26654, 8844, -352, -28232, 0, -2416, -26080, -1638, 17216, 0, -3492, 1836, -32082, -1836, 0, 15264, 9396, -12400, 39568, 0, 39168, -7540, 12888, 10546, 0, 6114, 9384, 9052, 20880, 0, -16992, -7632, 27112, 22860, 0, -17148, -18386, -324, -28456, 0, -486, -6698, -18732, 6402, 0, -15760, 25968, 18152, -5678, 0, -26728, 13752, 21420, 5286, 0, -6912, 29256, -33832, -1620, 0, 3624, 16488, 13984, -14756, 0, -188, 5344, 162, -25176, 0, 25752, -13544, -9684, -5652, 0, -25468, -10404, -5970, -44016, 0, -27664, -25428, -9552, -10150, 0, 1116, -3320, 35144, -13824, 0, 37836, -10140, -6908, 19448, 0, 27002, -17216, -474, -10864, 0, -13014, 8256, 26160, 6750, 0, 4532, -24840, 12880, -1578, 0, -10176, 5652, 8478, 8642, 0, -11976, -11820, 18036, -15024, 0, -49686, 2106, -30048, -11724, 0, 44758, -11872, -1956, 6912, 0, 12384, -11018, 43994, -8142, 0, 31212, -3126, -7616, 6360, 0, -25644, -720, -14352, -3890, 0, 7812, -46224, 6920, 3348, 0, -1712, -13806, -52716, 1448, 0, -42602, 42102, -3222, -35432, 0, -7128, 40512, -8680, -9180, 0, 13876, 6336, 36276, 8314, 0, -16200, 29568, -32376, 18334, 0, 3564, 15924, -33120, 61608, 0, -33574, -1572, 44520, -8584, 0, 12114, 73440, 9426, 46544, 0, -36912, -60892, -4936, 7416, 0, 14472, -10008, 17240, -9504, 0, 52, -22808, -6804, 11464, 0, 17526, -6312, 7844, -8814, 0, 86752, -972, -50004, 18040, 0, 7044, 55656, 34644, 37224, 0, 10764, 18840, -52272, 11694, 0, 19012, -5832, -44068, -43298, 0, 87840, -36276, -5640, 13546, 0, -32952, 18204, -8976, 3384, 0, 8730, 7782, 46264, -24656, 0, -6432, -5280, 8748, -11252, 0, -30744, 26192, 15004, 9720, 0, 45140, -16902, -4500, 1024, 0, -46236, 7632, -10128, 36546, 0, -7920, 3456, -4716, -33372, 0, -80080, -4272, -18192, -5772, 0, -30248, 12180, -1386, 30936, 0, 17754, -33782, 53100, 1458, 0, -20420, 14232, 17740, 8082, 0, -63888, 10188, -21312, -46536, 0, 7458, -43848, -42920, 3780, 0, 13978, 1404, -16288, -41904, 0, 8688, 1712, -19368, -55396, 0, 216, 12738, 61510, 72, 0, 2136, -7296, 22690, 61792, 0, 85656, -37796, 20832, -37322, 0, 12600, -56280, 13464, -7578, 0, -43764, -132, 73968, 9080, 0, 14576, -39288, 2484, -110864, 0, 37224, 27150, 44016, 16872, 0, -58248, -2376, -27298, 62914, 0, -42152, -18280, -2970, 45400, 0, -7776, -2952, -296, -35688, 0, -11586, 15708, -50544, 2960, 0, -346, -23040, 8784, -8488, 0, 60720, 2678, 25238, -19782, 0, 33756, -8820, 42226, -92112, 0, 29700, 8992, 22464, 29300, 0, -37218, 85344, -87880, -17976, 0, -2944, 3294, -62728, -42100, 0, -14754, -73820, 9468, 65976, 0, -5364, -4582, -84928, -966, 0, -29688, 25104, -12346, 66402, 0, 40464, 66520, -14892, -26400, 0, -8424, 115332, -11440, -17928, 0, 25066, 23058, 23896, 12000, 0, -64022, -90564, 9378, -13620, 0, -5712, 32006, 58990, 22212, 0, -12944, 33228, -6350, 110912, 0, -15216, -28980, 52200, 5776, 0, 2268, -14328, 3004, 46788, 0, 61200, 25452, 68056, -24180, 0, 7552, 4544, 25086, 96144, 0, 44958, -12040, -144272, 9072, 0, 38044, 15672, 31368, 106996, 0, 90104, 16992, -18684, -28530, 0, -3510, -117864, -4744, 10368, 0, -55392, 6840, -77360, 6596, 0, -15028, -45936, -17676, -53716, 0, -39636, 15134, 11646, -22398, 0, 23852, -36210, 49584, -70384, 0, 41260, -7212, -68160, -5836, 0, 25440, 74520, -69392, 17208, 0, -68464, -8904, 4500, 22716, 0, -22348, 111692, -15120, 32152, 0, 12636, 48592, 95340, 8508, 0, -18828, 5832, -61640, -63982, 0, -23096, 27412, 41478, -33984, 0, 18234, -86992, 28872, -84960, 0, -16936, -38772, 36216, 47364, 0, -40526, 6312, 1752, 58752, 0, -38160, -27292, 44722, -7668, 0], 'weight': 4, 'weight_parity': 1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [-1.894656891335518, 0.0], [0.5773502691896257, 0.0], [2.5897247358851683, 0.0], [0.0, 0.0], [-1.0938806662345408, 0.0], [-0.23949965989476543, 0.0], [-3.0119829261713704, 0.0], [0.3333333333333333, 0.0], [0.0, 0.0], [-0.09417010011758879, 0.0], [1.4951782733903345, 0.0], [1.6799390521136288, 0.0], [0.45376968109213006, 0.0], [0.0, 0.0], [3.116949471770337, 0.0], [0.7586796672706855, 0.0], [-0.6315522971118392, 0.0], [0.24674985271640448, 0.0], [0.0, 0.0], [-0.13827519311106665, 0.0], [0.17842002914554525, 0.0], [1.072550888587981, 0.0], [-1.7389691532195974, 0.0], [0.0, 0.0], [-3.1829081021107446, 0.0], [0.19245008972987526, 0.0], [-0.6202381934655591, 0.0], [1.076067156253621, 0.0], [0.0, 0.0], [-0.35370176424559635, 0.0], [-2.8935668704629003, 0.0], [-0.0543691326525039, 0.0], [-1.437437659910542, 0.0], [0.0, 0.0], [0.8632415786283895, 0.0], [-1.0957573493888708, 0.0], [-0.4675063088851598, 0.0], [0.9699132639599684, 0.0], [0.0, 0.0], [1.6099714855323832, 0.0], [0.2619840475286319, 0.0], [1.285370004493154, 0.0], [-0.24387463765530248, 0.0], [0.0, 0.0], [-2.0321159323712514, 0.0], [-0.5291958112654377, 0.0], [1.7995716165770659, 0.0], [-0.9426399129102917, 0.0], [0.0, 0.0], [0.438023910127426, 0.0], [4.350579718038148, 0.0], [-1.4152004149525794, 0.0], [-0.36462688874484694, 0.0], [0.0, 0.0], [0.7213688864268836, 0.0], [0.14246109388831665, 0.0], [-2.0387780531357365, 0.0], [-0.47876317182085515, 0.0], [0.0, 0.0], [0.2747580330673165, 0.0], [0.6701434851054499, 0.0], [-0.0798332199649218, 0.0], [2.365366939892345, 0.0], [0.0, 0.0], [0.10301085185600142, 0.0], [-1.121205324381248, 0.0], [1.9647715009440234, 0.0], [0.6192375442458432, 0.0], [0.0, 0.0], [0.5429476293712322, 0.0], [-1.0039943087237901, 0.0], [-0.14248748234935707, 0.0], [2.076084213251165, 0.0], [0.0, 0.0], [0.6390141971556949, 0.0], [0.022553706950418525, 0.0], [-1.8376528495594793, 0.0], [-1.6198756841080315, 0.0], [0.0, 0.0], [0.1111111111111111, 0.0], [-3.0503435699176107, 0.0], [-1.0036269947838614, 0.0], [-0.3580946879590277, 0.0], [0.0, 0.0], [-2.43533513692892, 0.0], [0.6212676623291432, 0.0], [0.28363873371002596, 0.0], [0.23305833696474546, 0.0], [0.0, 0.0], [-0.4023448316251487, 0.0], [2.777611566671912, 0.0], [-0.2042098088000406, 0.0], [1.0026444906799516, 0.0], [0.0, 0.0], [-1.6706016115799385, 0.0], [0.5453560330253768, 0.0], [1.7859792070433966, 0.0], [-0.031390033372529595, 0.0], [0.0, 0.0], [0.6511290494303709, 0.0], [-0.8299050198926572, 0.0], [1.4643612850531649, 0.0], [-5.059947741974766, 0.0], [0.0, 0.0], [2.6813192188107893, 0.0], [-0.23908688932238645, 0.0], [0.49839275779677816, 0.0], [0.9820914298302106, 0.0], [0.0, 0.0], [-0.6326358006361753, 0.0], [-0.7465083383981644, 0.0], [-0.7776023133714552, 0.0], [-0.26991489328269536, 0.0], [0.0, 0.0], [2.786717732023613, 0.0], [0.5599796840378762, 0.0], [0.9070919428080338, 0.0], [-0.18170352228040298, 0.0], [0.0, 0.0], [-0.9911319922438433, 0.0], 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-0.12116433621447031, -0.33996073266486604, -0.3015525534288272, -0.17955073879474365, -0.2671230332704639, -0.19081696452266744, -0.28135583968302125, -0.1335649032075907, -0.23740906965980704, -0.32151932152479445, -0.14150352590576568, -0.39055359095800335, -0.24199594087137324, -0.20735543532183998, -0.23696146909949567, -0.23174199760525768], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': -4.358898943540674, 'hecke_orbit': 4, 'hecke_orbit_code': 13510798949220427, 'label': '75.4.a.d.1.1', 'level': 75, 'weight': 4}
• mf_newspaces •

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

  
  {'AL_dims': [[[[3, -1], [5, -1]], 4, 2], [[[3, 1], [5, 1]], 3, 2], [[[3, 1], [5, -1]], 2, 1], [[[3, -1], [5, 1]], 1, 1]], 'ALdims': [3, 2, 1, 4], 'Nk2': 1200, 'analytic_conductor': 4.425143250430546, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 24, 'dim': 10, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67108939, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2], 'label': '75.4.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 36, 'mf_new_dim': 10, 'num_forms': 6, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 40, 'trace_bound': 2, 'trace_display': [-4, 0, 0, 4], 'traces': [10, -4, 0, 60, 0, 0, 4, 36, 90, 0, 0, 24, -96, 60, 0, 260, 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-13824, -59520, 0, 39560, 712, 2268, -19580, 0, -3360, -8840, 5880, -22860, 0, 28860, 864, 6348, 39780, 0, 3520, 4692, 4788, 2240, 0, -12960, -4392, 12656, 24420, 0, -49380, -1512, -8464, 3480, 0, 8160, 88, -4032, -65240, 0, -8640, -1068, 1920, -13680, 0, -91560, 6912, -7888, 16680, 0, -14620, 1168, -2088, 96760, 0, 23040, 24248, 1656, -9720, 0, 16920, -3024, 4020, 50460, 0, 26520, -18240, -3756, 15580, 0, 8550, -11680, 26304, -2280, 0, 39900, 4764, -12668, -64500, 0, 13680, 6208, 1200, 37280, 0, -8280, 444, 888, 0, 0, 77700, -576, -16244, 91320, 0, 120880, -7352, 720, 8820, 0, -5700, 2004, 11984, 86040, 0, -77520, -1008, -5848, -32760, 0, -29640, -4600, -19296, -45660, 0, 0, 9020, 4368, -10740, 0, -81480, 3552, 7432, -69180, 0, -79640, -2112, -2232, 78460, 0, -2880, -1428, 24424, -3240, 0, 6240, 14976, 12308, 17940, 0, -26640, -2788, -2808, -43840, 0, 93840, -13888, 3384, 2880, 0, -9180, 36, -12024, -160560, 0, -35240, -14832, -1284, -45750, 0, 0, 5840, -27104, -43560, 0, 120840, -14340, 6452, 55560, 0, 55400, 8480, -8856, -54240, 0, -63180, 6864, -17616, 23400, 0, -45000, 0, 4640, 28740, 0, -23280, 10560, -2808, 5700, 0, -42480, 22416, 1152, -64440, 0, -125100, 324, -10968, -16140, 0, 34940, 9784, 16392, 80160, 0, 18540, -11140, 10708, -10380, 0, 81720, -5172, 28376, 94680, 0, -37760, 4248, 5064, -12100, 0, 61560, -3576, -23264, 0, 0, 65400, -8016, 30336, -60960, 0, -67360, -10032, 2520, -82080, 0, -35280, -28500, -2360, -66960, 0, 68280, -1368, 18792, 126420, 0, 32040, 22536, 4332, 14860, 0, 3240, -1800, -12600, 145320, 0, -84420, 12048, -26976, 32880, 0, 17300, -14520, 16704, 9920, 0, -87480, -9344, -17576, 8640, 0, -50700, -12744, -31064, -39120, 0, -64600, 17000, 2916, 36840, 0, 53580, -14424, -29120, -38340, 0, 143400, 4212, 7584, 79320, 0, 42740, -12408, 12912, -5720, 0, 47520, 29280, 3552, 5100, 0, 46440, 8892, 6148, -161580, 0, 127860, 31872, 6648, 55020, 0, -68760, 29376, 11880, -15120, 0, 82020, -20208, 14240, 28080, 0, 58640, -4752, 15552, -3160, 0, -120240, -16112, -23776, 78840, 0, -23100, 5400, -9360, 43680, 0, -96680, 5448, 2172, -30800, 0, -15840, 26496, -24384, -117720, 0, -226560, -3432, -14592, -31080, 0, -84120, -19092, -3408, 118920, 0, 68040, -48724, 23160, 7290, 0, 18360, 14616, 12776, 76740, 0, -131640, -336, -10008, -76880, 0, 71940, -35112, 16136, 39600, 0, 220620, -12312, -3800, -147360, 0, 128480, -12200, 900, -69480, 0, -14040, 17016, 8960, -34560, 0, 45900, 5388, 6200, 158160, 0, 79480, -3976, 4896, -1520, 0, -1800, 10788, 14160, 24300, 0, -143520, -6648, 32508, -36240, 0, -23760, 17088, -8316, -218900, 0, -14040, -18552, 20400, 3600, 0, -251280, 2484, 7504, 65100, 0, -4560, 48928, -23760, 66560, 0, 16740, 56544, -8344, -27120, 0, -180, -11532, -54684, 82020, 0, -125620, -37080, -12768, -137040, 0, 142560, 7648, -15272, -13500, 0, 91620, 25704, -15028, -347280, 0, 81120, -11440, -9504, 95740, 0, -30540, -28368, 184, -61920, 0, 61680, 13176, -26228, -127080, 0, 56590, -34024, -32184, 276720, 0, -38160, 48052, 45808, 55500, 0, -42240, -7752, 36520, 33300, 0, 3320, -35512, -19416, 20800, 0, -43920, -17952, 35776, -46980, 0, -153540, 8160, 44384, -65760, 0, -102060, -45504, -5220, 37720, 0, 66480, -1376, 30080, 81720, 0, -70380, -3636, -23464, 263040, 0, -15920, 65328, 2880, -43080, 0, 0, 40260, 2144, 146520, 0, 318240, -15552, -13744, -167400, 0, 51520, 17416, -8016, 191680, 0, 74700, -16352, 17792, -28620, 0, 10920, 28872, -59280, 251520, 0, 243240, -28992, 4752, -46100, 0, -36660, -59268, 28528, 104760, 0, -60240, -3276, -40540, 49860, 0, -2440, 20232, 13032, -52240, 0, -62640, -5828, 9744, -55020, 0, 11580, 31944, 60096, -143760, 0, -74280, -80064, -6600, 33000, 0, 104040, 27720, -29776, 24120, 0, -100080, -30264, 12840, 210360, 0, -91890, 16288, 12312, -67680, 0, 69480, 2660, 4740, 25560, 0, -6480, 1944, -46000, -223740, 0, 27400, 7880, 5736, -86880, 0, 2520, 45964, 6648, -218520, 0, -49920, 16992, 6096, 141000, 0, -84340, 55368, 7080, 67920, 0, -205560, -6704, -38008, 2160, 0], 'weight': 4, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 42877295
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949220427, 'source_is_minimal': True, 'source_label': '75.4.a.d.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220427, 'target_is_minimal': True, 'target_label': '75.4.a.d.1.1', 'target_level': 75, 'twist_class_label': '75.4.a.d.1.1', 'twist_class_level': 75, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 42877296
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949220427, 'source_is_minimal': True, 'source_label': '75.4.a.d.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 58546795222925537, 'target_is_minimal': False, 'target_label': '225.4.a.n.1.2', 'target_level': 225, 'twist_class_label': '75.4.a.d.1.1', 'twist_class_level': 75, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 42877297
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949220427, 'source_is_minimal': True, 'source_label': '75.4.a.d.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 166633186279818416, 'target_is_minimal': False, 'target_label': '1200.4.a.bl.1.2', 'target_level': 1200, 'twist_class_label': '75.4.a.d.1.1', 'twist_class_level': 75, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 42877298
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949220427, 'source_is_minimal': True, 'source_label': '75.4.a.d.1.1', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007268041326667, 'target_is_minimal': False, 'target_label': '75.4.b.c.49.1', 'target_level': 75, 'twist_class_label': '75.4.a.d.1.1', 'twist_class_level': 75, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 42877299
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949220427, 'source_is_minimal': True, 'source_label': '75.4.a.d.1.1', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007268041326667, 'target_is_minimal': False, 'target_label': '75.4.b.c.49.4', 'target_level': 75, 'twist_class_label': '75.4.a.d.1.1', 'twist_class_level': 75, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 42877300
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949220427, 'source_is_minimal': True, 'source_label': '75.4.a.d.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398576590923, 'target_is_minimal': True, 'target_label': '75.4.a.e.1.2', 'target_level': 75, 'twist_class_label': '75.4.a.d.1.1', 'twist_class_level': 75, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 42877301
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949220427, 'source_is_minimal': True, 'source_label': '75.4.a.d.1.1', 'source_level': 75, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 31525266178179297, 'target_is_minimal': False, 'target_label': '225.4.b.h.199.4', 'target_level': 225, 'twist_class_label': '75.4.a.d.1.1', 'twist_class_level': 75, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 42877302
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949220427, 'source_is_minimal': True, 'source_label': '75.4.a.d.1.1', 'source_level': 75, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525266178179297, 'target_is_minimal': False, 'target_label': '225.4.b.h.199.1', 'target_level': 225, 'twist_class_label': '75.4.a.d.1.1', 'twist_class_level': 75, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 42877303
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949220427, 'source_is_minimal': True, 'source_label': '75.4.a.d.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396713443553, 'target_is_minimal': False, 'target_label': '225.4.a.j.1.1', 'target_level': 225, 'twist_class_label': '75.4.a.d.1.1', 'twist_class_level': 75, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
  • id: 42877304
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949220427, 'source_is_minimal': True, 'source_label': '75.4.a.d.1.1', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 94575935839274160, 'target_is_minimal': False, 'target_label': '1200.4.f.v.49.1', 'target_level': 1200, 'twist_class_label': '75.4.a.d.1.1', 'twist_class_level': 75, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 42877305
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949220427, 'source_is_minimal': True, 'source_label': '75.4.a.d.1.1', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 94575935839274160, 'target_is_minimal': False, 'target_label': '1200.4.f.v.49.4', 'target_level': 1200, 'twist_class_label': '75.4.a.d.1.1', 'twist_class_level': 75, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 4}
  • id: 42877306
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949220427, 'source_is_minimal': True, 'source_label': '75.4.a.d.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 207165582926152880, 'target_is_minimal': False, 'target_label': '1200.4.a.bu.1.1', 'target_level': 1200, 'twist_class_label': '75.4.a.d.1.1', 'twist_class_level': 75, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 231750
    {'charpoly_factorization': [[[-18, 2, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 2}
  • id: 231751
    {'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 13510798949220427, 'p': 3}
  • id: 231752
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510798949220427, 'p': 5}
  • id: 231753
    {'charpoly_factorization': [[[-135, -26, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 7}
  • id: 231754
    {'charpoly_factorization': [[[-108, -28, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 11}
  • id: 231755
    {'charpoly_factorization': [[[-4783, -18, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 13}
  • id: 231756
    {'charpoly_factorization': [[[-6444, 68, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 17}
  • id: 231757
    {'charpoly_factorization': [[[-295, -6, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 19}
  • id: 231758
    {'charpoly_factorization': [[[1620, -132, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 23}
  • id: 231759
    {'charpoly_factorization': [[[-12780, -92, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 29}
  • id: 231760
    {'charpoly_factorization': [[[-11175, -122, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 31}
  • id: 231761
    {'charpoly_factorization': [[[9220, 284, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 37}
  • id: 231762
    {'charpoly_factorization': [[[-12960, -392, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 41}
  • id: 231763
    {'charpoly_factorization': [[[118721, -690, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 43}
  • id: 231764
    {'charpoly_factorization': [[[76644, 620, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 47}
  • id: 231765
    {'charpoly_factorization': [[[164880, 848, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 53}
  • id: 231766
    {'charpoly_factorization': [[[-73980, -124, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 59}
  • id: 231767
    {'charpoly_factorization': [[[81041, -750, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 61}
  • id: 231768
    {'charpoly_factorization': [[[-157959, 358, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 67}
  • id: 231769
    {'charpoly_factorization': [[[162144, -824, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 71}
  • id: 231770
    {'charpoly_factorization': [[[1700, 108, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 73}
  • id: 231771
    {'charpoly_factorization': [[[-292800, 880, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 79}
  • id: 231772
    {'charpoly_factorization': [[[-694332, -156, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 83}
  • id: 231773
    {'charpoly_factorization': [[[-207360, 864, 1], 1]], 'hecke_orbit_code': 13510798949220427, 'p': 89}
  • id: 231774
    {'charpoly_factorization': [[[-521, 1], 2]], 'hecke_orbit_code': 13510798949220427, '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': 4, 'label': '75.4.a.d', 'level': 75, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 134096000
    {'hecke_orbit_code': 13510798949220427, 'n': 1, 'trace_an': 2}
  • id: 134096001
    {'hecke_orbit_code': 13510798949220427, 'n': 2, 'trace_an': -2}
  • id: 134096002
    {'hecke_orbit_code': 13510798949220427, 'n': 3, 'trace_an': 6}
  • id: 134096003
    {'hecke_orbit_code': 13510798949220427, 'n': 4, 'trace_an': 24}
  • id: 134096004
    {'hecke_orbit_code': 13510798949220427, 'n': 5, 'trace_an': 0}
  • id: 134096005
    {'hecke_orbit_code': 13510798949220427, 'n': 6, 'trace_an': -6}
  • id: 134096006
    {'hecke_orbit_code': 13510798949220427, 'n': 7, 'trace_an': 26}
  • id: 134096007
    {'hecke_orbit_code': 13510798949220427, 'n': 8, 'trace_an': -84}
  • id: 134096008
    {'hecke_orbit_code': 13510798949220427, 'n': 9, 'trace_an': 18}
  • id: 134096009
    {'hecke_orbit_code': 13510798949220427, 'n': 10, 'trace_an': 0}
  • id: 134096010
    {'hecke_orbit_code': 13510798949220427, 'n': 11, 'trace_an': 28}
  • id: 134096011
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  • id: 134096012
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  • id: 134096013
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  • id: 134096014
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  • id: 134096015
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  • id: 134096016
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  • id: 134096017
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  • id: 134096018
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  • id: 134096019
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  • id: 134096020
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  • id: 134096021
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  • id: 134096022
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  • id: 134096023
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  • id: 134096024
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  • id: 134096025
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  • id: 134096026
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  • id: 134096027
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  • id: 134096028
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  • id: 134096029
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  • id: 134096030
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  • id: 134096031
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  • id: 134096032
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  • id: 134096033
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  • id: 134096034
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  • id: 134096035
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  • id: 134096036
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  • id: 134096037
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  • id: 134096038
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  • id: 134096039
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  • id: 134096040
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  • id: 134096041
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  • id: 134096042
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  • id: 134096043
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  • id: 134096044
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  • id: 134096045
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  • id: 134096046
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  • id: 134096047
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  • id: 134096048
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  • id: 134096049
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  • id: 134096050
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  • id: 134096051
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  • id: 134096052
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  • id: 134096053
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  • id: 134096054
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  • id: 134096055
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  • id: 134096056
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  • id: 134096057
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  • id: 134096058
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  • id: 134096059
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  • id: 134096060
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  • id: 134096061
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  • id: 134096062
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  • id: 134096063
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  • id: 134096064
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  • id: 134096065
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  • id: 134096066
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  • id: 134096067
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  • id: 134096068
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  • id: 134096069
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  • id: 134096070
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  • id: 134096071
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  • id: 134096072
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  • id: 134096073
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  • id: 134096074
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  • id: 134096075
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  • id: 134096076
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  • id: 134096077
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  • id: 134096078
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  • id: 134096079
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  • id: 134096080
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  • id: 134096081
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  • id: 134096082
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  • id: 134096083
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  • id: 134096084
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  • id: 134096085
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  • id: 134096086
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  • id: 134096087
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  • id: 134096088
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  • id: 134096089
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  • id: 134096090
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  • id: 134096091
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  • id: 134096092
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  • id: 134096093
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  • id: 134096094
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  • id: 134096095
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  • id: 134096096
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  • id: 134096097
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  • id: 134096098
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  • id: 134096099
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  • id: 134096100
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  • id: 134096101
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  • id: 134096102
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  • id: 134096103
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  • id: 134096104
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  • id: 134096105
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  • id: 134096106
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  • id: 134096107
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  • id: 134096108
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  • id: 134096109
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  • id: 134096110
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  • id: 134096111
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  • id: 134096112
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  • id: 134096113
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  • id: 134096114
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  • id: 134096115
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  • id: 134096116
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  • id: 134096117
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  • id: 134096118
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  • id: 134096119
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  • id: 134096120
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  • id: 134096121
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  • id: 134096122
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  • id: 134096123
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  • id: 134096124
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  • id: 134096125
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  • id: 134096126
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  • id: 134096127
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  • id: 134096128
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  • id: 134096129
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  • id: 134096130
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  • id: 134096131
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  • id: 134096132
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  • id: 134096133
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  • id: 134096134
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  • id: 134096135
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  • id: 134096136
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  • id: 134096137
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  • id: 134096138
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  • id: 134096139
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  • id: 134096140
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  • id: 134096141
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  • id: 134096142
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  • id: 134096143
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  • id: 134096144
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  • id: 134096145
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  • id: 134096146
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  • id: 134096147
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  • id: 134096148
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  • id: 134096149
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  • id: 134096150
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  • id: 134096151
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  • id: 134096152
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  • id: 134096153
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  • id: 134096154
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  • id: 134096155
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  • id: 134096156
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  • id: 134096157
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  • id: 134096158
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  • id: 134096159
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  • id: 134096160
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  • id: 134096161
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  • id: 134096162
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  • id: 134096163
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  • id: 134096164
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  • id: 134096165
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  • id: 134096166
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  • id: 134096167
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  • id: 134096168
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  • id: 134096169
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  • id: 134096170
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  • id: 134096171
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  • id: 134096172
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  • id: 134096173
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  • id: 134096174
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  • id: 134096175
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  • id: 134096176
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  • id: 134096177
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  • id: 134096178
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  • id: 134096179
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  • id: 134096180
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  • id: 134096181
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  • id: 134096182
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  • id: 134096183
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  • id: 134096184
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  • id: 134096185
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  • id: 134096186
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  • id: 134096187
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  • id: 134096188
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  • id: 134096189
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  • id: 134096190
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  • id: 134096191
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  • id: 134096192
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  • id: 134096193
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  • id: 134096194
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  • id: 134096195
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  • id: 134096196
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  • id: 134096197
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  • id: 134096198
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  • id: 134096199
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  • id: 134096200
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  • id: 134096201
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  • id: 134096202
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  • id: 134096203
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  • id: 134096204
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  • id: 134096205
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  • id: 134096206
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  • id: 134096221
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  • id: 134096222
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  • id: 134096302
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  • id: 134096304
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  • id: 134096308
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  • id: 134096310
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  • id: 134096311
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  • id: 134096312
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  • id: 134096313
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  • id: 134096317
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  • id: 134096318
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  • id: 134096319
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  • id: 134096332
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  • id: 134096399
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  • id: 134096400
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  • id: 134096401
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  • id: 134096402
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  • id: 134096403
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  • id: 134096404
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  • id: 134096405
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  • id: 134096406
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  • id: 134096407
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  • id: 134096408
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  • id: 134096409
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  • id: 134096410
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  • id: 134096411
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  • id: 134096412
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  • id: 134096413
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  • id: 134096414
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  • id: 134096415
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  • id: 134096416
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  • id: 134096417
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  • id: 134096418
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  • id: 134096419
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  • id: 134096420
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  • id: 134096421
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  • id: 134096422
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  • id: 134096423
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  • id: 134096424
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  • id: 134096425
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  • id: 134096426
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  • id: 134096427
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  • id: 134096428
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  • id: 134096429
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  • id: 134096430
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  • id: 134096431
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  • id: 134096432
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  • id: 134096433
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  • id: 134096434
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  • id: 134096435
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  • id: 134096436
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  • id: 134096437
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  • id: 134096438
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  • id: 134096439
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  • id: 134096440
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  • id: 134096441
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  • id: 134096442
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  • id: 134096443
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  • id: 134096444
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  • id: 134096445
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  • id: 134096446
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  • id: 134096447
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  • id: 134096448
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  • id: 134096449
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  • id: 134096450
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  • id: 134096451
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  • id: 134096452
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  • id: 134096453
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  • id: 134096454
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  • id: 134096455
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  • id: 134096456
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  • id: 134096457
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  • id: 134096458
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  • id: 134096459
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  • id: 134096460
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  • id: 134096461
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  • id: 134096462
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  • id: 134096463
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  • id: 134096464
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  • id: 134096465
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  • id: 134096466
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  • id: 134096467
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  • id: 134096468
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  • id: 134096469
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  • id: 134096470
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  • id: 134096471
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  • id: 134096472
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  • id: 134096473
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  • id: 134096474
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  • id: 134096475
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  • id: 134096476
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  • id: 134096477
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  • id: 134096478
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  • id: 134096479
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  • id: 134096480
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  • id: 134096481
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  • id: 134096482
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  • id: 134096483
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  • id: 134096484
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  • id: 134096485
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  • id: 134096486
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  • id: 134096487
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  • id: 134096488
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  • id: 134096489
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  • id: 134096490
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  • id: 134096491
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  • id: 134096492
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  • id: 134096493
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  • id: 134096494
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  • id: 134096495
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  • id: 134096496
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  • id: 134096497
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  • id: 134096498
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  • id: 134096499
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  • id: 134096500
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  • id: 134096501
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  • id: 134096502
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  • id: 134096503
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  • id: 134096504
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  • id: 134096505
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  • id: 134096506
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  • id: 134096507
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  • id: 134096508
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  • id: 134096509
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  • id: 134096510
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  • id: 134096511
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  • id: 134096512
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  • id: 134096513
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  • id: 134096514
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  • id: 134096515
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  • id: 134096516
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  • id: 134096517
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  • id: 134096518
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  • id: 134096519
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  • id: 134096520
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  • id: 134096521
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  • id: 134096522
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  • id: 134096523
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  • id: 134096524
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  • id: 134096525
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  • id: 134096526
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  • id: 134096527
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  • id: 134096528
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  • id: 134096529
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  • id: 134096530
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  • id: 134096531
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  • id: 134096532
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  • id: 134096533
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  • id: 134096534
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  • id: 134096535
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  • id: 134096536
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  • id: 134096537
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  • id: 134096538
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  • id: 134096539
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  • id: 134096540
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  • id: 134096541
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  • id: 134096542
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  • id: 134096543
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  • id: 134096544
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  • id: 134096545
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  • id: 134096546
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  • id: 134096547
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  • id: 134096548
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  • id: 134096549
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  • id: 134096550
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  • id: 134096551
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  • id: 134096552
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  • id: 134096553
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  • id: 134096554
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  • id: 134096555
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  • id: 134096556
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  • id: 134096557
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  • id: 134096558
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  • id: 134096559
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  • id: 134096560
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  • id: 134096561
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  • id: 134096562
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  • id: 134096563
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  • id: 134096564
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  • id: 134096565
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  • id: 134096566
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  • id: 134096567
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  • id: 134096568
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  • id: 134096569
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  • id: 134096570
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  • id: 134096571
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  • id: 134096572
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  • id: 134096573
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  • id: 134096574
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  • id: 134096575
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  • id: 134096576
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  • id: 134096577
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  • id: 134096578
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  • id: 134096579
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  • id: 134096580
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  • id: 134096581
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  • id: 134096582
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  • id: 134096583
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  • id: 134096584
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  • id: 134096585
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  • id: 134096586
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  • id: 134096587
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  • id: 134096588
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  • id: 134096589
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  • id: 134096590
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  • id: 134096591
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  • id: 134096592
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  • id: 134096598
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  • id: 134096600
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  • id: 134096602
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  • id: 134096606
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  • id: 134096607
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  • id: 134096608
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  • id: 134096610
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  • id: 134096612
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  • id: 134096613
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  • id: 134096615
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  • id: 134096616
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  • id: 134096617
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  • id: 134096621
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  • id: 134096622
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  • id: 134096623
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  • id: 134096625
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  • id: 134096631
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  • id: 134096633
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  • id: 134096663
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  • id: 134096666
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  • id: 134096667
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  • id: 134096671
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  • id: 134096672
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  • id: 134096686
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  • id: 134096687
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  • id: 134096688
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  • id: 134096689
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  • id: 134096690
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  • id: 134096691
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  • id: 134096692
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  • id: 134096693
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  • id: 134096694
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  • id: 134096695
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  • id: 134096697
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  • id: 134096698
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  • id: 134096702
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  • id: 134096706
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  • id: 134096711
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  • id: 134096712
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  • id: 134096713
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  • id: 134096715
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  • id: 134096716
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  • id: 134096717
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  • id: 134096720
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  • id: 134096721
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  • id: 134096722
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  • id: 134096723
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  • id: 134096726
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  • id: 134096727
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  • id: 134096730
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  • id: 134096731
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  • id: 134096732
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  • id: 134096735
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  • id: 134096736
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  • id: 134096737
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  • id: 134096740
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  • id: 134096741
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  • id: 134096742
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    {'hecke_orbit_code': 13510798949220427, 'n': 969, 'trace_an': 8508}
  • id: 134096969
    {'hecke_orbit_code': 13510798949220427, 'n': 970, 'trace_an': 0}
  • id: 134096970
    {'hecke_orbit_code': 13510798949220427, 'n': 971, 'trace_an': -18828}
  • id: 134096971
    {'hecke_orbit_code': 13510798949220427, 'n': 972, 'trace_an': 5832}
  • id: 134096972
    {'hecke_orbit_code': 13510798949220427, 'n': 973, 'trace_an': -61640}
  • id: 134096973
    {'hecke_orbit_code': 13510798949220427, 'n': 974, 'trace_an': -63982}
  • id: 134096974
    {'hecke_orbit_code': 13510798949220427, 'n': 975, 'trace_an': 0}
  • id: 134096975
    {'hecke_orbit_code': 13510798949220427, 'n': 976, 'trace_an': -23096}
  • id: 134096976
    {'hecke_orbit_code': 13510798949220427, 'n': 977, 'trace_an': 27412}
  • id: 134096977
    {'hecke_orbit_code': 13510798949220427, 'n': 978, 'trace_an': 41478}
  • id: 134096978
    {'hecke_orbit_code': 13510798949220427, 'n': 979, 'trace_an': -33984}
  • id: 134096979
    {'hecke_orbit_code': 13510798949220427, 'n': 980, 'trace_an': 0}
  • id: 134096980
    {'hecke_orbit_code': 13510798949220427, 'n': 981, 'trace_an': 18234}
  • id: 134096981
    {'hecke_orbit_code': 13510798949220427, 'n': 982, 'trace_an': -86992}
  • id: 134096982
    {'hecke_orbit_code': 13510798949220427, 'n': 983, 'trace_an': 28872}
  • id: 134096983
    {'hecke_orbit_code': 13510798949220427, 'n': 984, 'trace_an': -84960}
  • id: 134096984
    {'hecke_orbit_code': 13510798949220427, 'n': 985, 'trace_an': 0}
  • id: 134096985
    {'hecke_orbit_code': 13510798949220427, 'n': 986, 'trace_an': -16936}
  • id: 134096986
    {'hecke_orbit_code': 13510798949220427, 'n': 987, 'trace_an': -38772}
  • id: 134096987
    {'hecke_orbit_code': 13510798949220427, 'n': 988, 'trace_an': 36216}
  • id: 134096988
    {'hecke_orbit_code': 13510798949220427, 'n': 989, 'trace_an': 47364}
  • id: 134096989
    {'hecke_orbit_code': 13510798949220427, 'n': 990, 'trace_an': 0}
  • id: 134096990
    {'hecke_orbit_code': 13510798949220427, 'n': 991, 'trace_an': -40526}
  • id: 134096991
    {'hecke_orbit_code': 13510798949220427, 'n': 992, 'trace_an': 6312}
  • id: 134096992
    {'hecke_orbit_code': 13510798949220427, 'n': 993, 'trace_an': 1752}
  • id: 134096993
    {'hecke_orbit_code': 13510798949220427, 'n': 994, 'trace_an': 58752}
  • id: 134096994
    {'hecke_orbit_code': 13510798949220427, 'n': 995, 'trace_an': 0}
  • id: 134096995
    {'hecke_orbit_code': 13510798949220427, 'n': 996, 'trace_an': -38160}
  • id: 134096996
    {'hecke_orbit_code': 13510798949220427, 'n': 997, 'trace_an': -27292}
  • id: 134096997
    {'hecke_orbit_code': 13510798949220427, 'n': 998, 'trace_an': 44722}
  • id: 134096998
    {'hecke_orbit_code': 13510798949220427, 'n': 999, 'trace_an': -7668}
  • id: 134096999
    {'hecke_orbit_code': 13510798949220427, 'n': 1000, 'trace_an': 0}