Embedded newform data - 363.4.a.i.1.2

Formats: - HTML - YAML - JSON - 2025-11-10T16:16:31.852318

• mf_newforms •

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

  
  {'Nk2': 5808, 'analytic_conductor': 21.417693332083843, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [11, -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': [363, 1, [122, 244], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 97, 'field_disc_factorization': [[97, 1]], 'field_poly': [-24, -1, 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, [-24, 1, 1]], [5, [-48, 14, 1]], [7, [-244, 24, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797086073195, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '363.4.a.i', 'level': 363, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '33.4.a.c', 'nf_label': '2.2.97.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta q^{2}-3q^{3}+(2^{4}+\\beta )q^{4}+(-6-2\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '363.4.a', 'trace_display': [-1, -6, -14, -24], 'trace_hash': 1562846151161050210, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.946', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.796', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.155', 'prec': 17}, {'__RealLiteral__': 0, 'data': '68.374', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -1, -6, 33, -14, 3, -24, -57, 18, 104, 0, -99, -30, -182, 42, 201, -106, -9, -50, -328, 72, 0, 134, 171, 42, 112, -54, -202, 198, -312, 360, -857, 0, -626, -220, 297, -328, -72, 90, 1272, 782, 546, -386, 0, -126, 418, 266, -603, 378, -1379, 318, -592, -522, 27, 0, -1062, 150, -390, -172, 984, 778, -568, -216, 809, 404, 0, -776, -1070, -402, 304, 630, -513, -1296, -2358, -126, -728, 0, -336, -652, -3832, 162, -1070, 324, 606, -616, -1068, -594, 0, -756, 936, -28, 1726, -1080, -3722, 156, 2571, -452, 4467, 0, 2051, -650, 1878, 88, 1728, 660, 2880, -996, -891, -342, 0, 984, 2438, 480, 216, 32, 3558, -270, 4936, 3988, -3816, 0, 1260, -2346, 6328, -1260, -1638, 332, -5625, 1158, -2336, -1008, 0, 988, 5044, 378, -3090, -988, -1254, 2046, -3824, 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• 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

  
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[-0.06167178672210308, 0.0], [-0.9188754298543556, 0.0], [0.44857344640299185, 0.0], [0.3692230973900302, 0.0], [0.40105932040278247, 0.0], [0.07497170847259203, 0.0], [-1.761036526094705, 0.0], [-0.08582859157903523, 0.0], [0.0, 0.0], [2.253255068047324, 0.0], [-0.17181907542263353, 0.0], [0.7689932628686126, 0.0], [0.4404043635304425, 0.0], [0.5237334265528681, 0.0], [-0.19907691808165676, 0.0], [0.1877428021700405, 0.0], [-0.23463839681647702, 0.0], [0.004870302692056327, 0.0], [-0.009015980597877683, 0.0], [0.0, 0.0], [1.7452774630864782, 0.0], [2.762089425462353, 0.0], [0.164778041997211, 0.0], [-0.5567094337821968, 0.0], [-1.2602491727816965, 0.0], [-0.187466753137038, 0.0], [-0.8118107723854076, 0.0], [-1.5997312193910986, 0.0], [0.7879176096708101, 0.0], [2.0573579245269595, 0.0], [0.0, 0.0], [-0.025611494056945648, 0.0], [1.705027330425751, 0.0], [-0.4137098924813678, 0.0], [0.712451288577145, 0.0], [-0.26478860840489893, 0.0], [0.8224904217671611, 0.0], [0.02595457241917174, 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0.0], [-0.6357149100342072, 0.0], [2.332720478053269, 0.0], [-0.7985409316544813, 0.0], [-0.49518254921277727, 0.0], [0.021244282733981983, 0.0], [-1.2102883572107752, 0.0], [-0.7096617022778574, 0.0], [0.06691124289502838, 0.0], [-1.1998577908526538, 0.0], [0.0, 0.0], [-1.2822871924641128, 0.0], [-1.0197384440748711, 0.0], [0.9415193272855038, 0.0], [-0.219643112645844, 0.0], [0.0020332865857676688, 0.0], [-1.0276757344653755, 0.0], [0.23324240601729976, 0.0], [1.402467022688194, 0.0], [0.35920097903163767, 0.0], [-0.3447311828843128, 0.0]], 'angles': [-0.10706512125895021, None, -0.22966763638565013, -0.4134543434517005, None, -0.25874978614200944, -0.4178958676858625, -0.28373693062520433, -0.1616721900325903, -0.21431114849474547, -0.1832331329100978, -0.4415119090681628, -0.14490508772293995, -0.34638745411959776, -0.3084561330219548, -0.24898545742058048, -0.1759922472654864, -0.15075041372814452, -0.2376909098207202, -0.24346964994169445, -0.358473637837331, -0.20602333866766484, -0.14456108297724868, -0.32184542842093466, -0.35504449937667304, -0.14726726398805792, -0.2102501759318046, -0.23906118286109182, -0.4513124220896118, -0.293356770601131, -0.19359786506333693, -0.27053365889156894, -0.20551183196376926, -0.1959432445301788, -0.2630098273027626, -0.16506024062635194, -0.2522870063008466, -0.2518827029206308, -0.3295536779072452, -0.22881394316104425, -0.3234205040838979, -0.2693075274353101, -0.3171155803316517, -0.20515991094623137, -0.24336345097214665, -0.2493649994260348, -0.2225598980468724, -0.1515591226620755, -0.22963839880832848, -0.2071935659088976, -0.3432194879006092, -0.3617332070579101, -0.3394824591444621, -0.3708226598259221, -0.39259963280874843, -0.4245271531767561, -0.24137093631506573, -0.24781797763431396, -0.4243930537643558, -0.3818948911695519, -0.2673367461530748, -0.1450618927662824, -0.21743246226491655, -0.36952243571715493, -0.3558262628594628, -0.23695378914333648, -0.40173588523159154, 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-0.28897379734688566, -0.2574650732588035, -0.1876856071647659, -0.32310836105332724, -0.17035234189642612, -0.2651879078338613, -0.3056629266456167, -0.23483404239900302, -0.2248463204016352, -0.45508998729930056, -0.35053339827797786, -0.19729654532242608, -0.26824068972512677, -0.25378909670328087, -0.20506773556189672, -0.179542380916744, -0.2850049239164553, -0.3182462859587701, -0.2550778761044979, -0.309284819195577, -0.23851480438452102, -0.1693593161532999, -0.2031570498022443, -0.16866036203476467, -0.3702926358802037, -0.12238935750913411, -0.246915983950651, -0.2148637980038069, -0.28697921280021993, -0.13168447379253886, -0.3808522290551335, -0.2281342441634703, -0.24112035428254355, -0.28137640287667914, -0.2061515024689524, -0.2252573445383733, -0.22737556805473885, -0.30327075169683326, -0.3554643683864296, -0.24137134412851977, -0.14864549341906916, -0.21399739311845972, -0.42140262362624814, -0.26586831534731664, -0.35849809692280565, -0.08753852448542335, -0.18254699712690803, -0.13836177150791462, -0.09676983346963974, -0.25487252566605123, -0.16298340712048537, -0.26838629050458074, -0.31536827692919406, -0.36076985427994657, -0.23139682667107783], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -4.424428900898052, 'hecke_orbit': 9, 'hecke_orbit_code': 36028797086073195, 'label': '363.4.a.i.1.2', 'level': 363, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [14, 13, 10, 17], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [18, 15, 18, 15], 'Nk2': 5808, 'analytic_conductor': 21.417693332083843, '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': [363, 1, [122, 244], [1, 1]], 'conrey_index': 1, 'cusp_dim': 120, 'dim': 54, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5, 7], 'hecke_orbit_code': 67109227, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 6], 'label': '363.4.a', 'level': 363, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 144, 'mf_new_dim': 54, 'num_forms': 22, 'plus_dim': 31, 'prim_orbit_index': 1, 'relative_dim': 54, 'sturm_bound': 176, 'trace_bound': 7, 'trace_display': [4, 0, 16, 32], 'traces': [54, 4, 0, 196, 16, 12, 32, -36, 486, 88, 0, 24, 116, 132, -60, 804, -152, 36, -8, 556, 84, 0, -168, 324, 1354, -572, 0, 192, 120, -336, -180, -364, 0, -48, -920, 1764, 352, 592, 336, 168, 760, -828, -200, 0, 144, 464, 616, 816, 2266, -148, 624, -264, 808, 108, 0, -300, -84, -668, 688, 600, 1180, -3032, 288, 3688, 880, 0, 1792, -1000, -1320, 1740, -1144, -324, -724, -2256, -528, -2048, 0, -456, 144, 6992, 4374, 3324, -264, 2880, 1840, -796, -1368, 0, 880, 792, -5840, -2496, -1392, -5104, 168, 3084, -348, 8580, 0, 2516, -2128, -3912, -4708, -4740, -816, 3192, -4944, 216, -1276, 0, -2640, 6240, 6360, -156, -976, 2976, 1044, 4640, -2856, -7488, 0, -11664, 120, -7288, -14652, 1188, -432, -10356, 4164, -10100, 6840, 0, 1616, -1264, -540, 2820, -10188, -24, 3032, -10456, 1752, -10896, 0, 7236, -1824, 1720, 3336, -556, -256, 8484, -48, -204, -1368, 0, 6648, 4104, -5780, -2588, 1644, 9656, -6328, 324, 1344, 15152, 0, -1384, -4224, -12384, 15438, 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7272, 8720, -11464, -27024, -3256, 121392, 30696, 0, -117620, 972, -17092, -154140, -336, -84120, 51376, -53760, -173428, -20568, 0, -114356, -6600, 48360, -26080, -133064, 18504, 3040, 27376, -2700, 24512, 0, -7872, 21632, -155956, -68688, 12344, -28988, -756, -53240, -5496, 38040, 0, 83668, -10584, -78236, 95340, -6012, 19560, 15048, -6228, -74628, -65360, 0, 35862, -8592, 6192, 70504, -98564, -8712, 3408, 72240, -3876, -5768, 0, 5400, -1804, -49120, -13872, -56836, -50192, 6816, 20856, -90736, 10620, 0, 30864, -3672, 60720, 201180, -2088, 77520, 68152, -27288, 48568, -64600, 0, 214336, -30512, 22032, -31868, 71064, 2592, -82896, -26760, -40032, 23544, 0, -23688, -98288, -189240, 33192, -83460, 55532, -28032, -52560, -109128, 312, 0, -114664, 7920, -15160, -91904, 10608, 32048, -36976, 3936, 186244, -34720, 0, -141728, -14432, 40344, -7332, 72312, 20844, -15852, 120552, 16128, 8048, 0, 65640, 43200, -29436, 9432, -109680, -36376, -9000, -33636, 37300, 31632, 0, -51408, -4656, 55440, 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-45456, 22644, 26640, 0, 44616, -50712, 356268, 72324, -121608, -33888, -19152, -122048, -257456, -34680, 0, 287580, 45000, 171488, -11464, -35208, -88816, -86544, 9612, -117780, -38760, 0, 315188, -105824, -42372, -234060, -28512, -68016, -65688, 54432, -15096, 2832, 0, -42660, 115092, -557232, 156288, -509796, -33888, 60576, 171344, -510512, -7344, 0, -220848, 69600, -43520, -640556, -11592, 94992, 8368, 28728, 102216, 28032, 0, -555504, -67072, 112356, 104482, 211860, -44496, -22344, 11776, -101688, -142144, 0, 17592, 11840, 127792, 1944, 58080, -138376, 70128, -90872, 98448, -35376, 0, -562168, -11484, -167280, 115096, -10608, 134560, -109728, -31224, 266048, 79080, 0, -230060, -177304, -66072, -380804, 63264, 5976, 51372, -31744, -23760, 1344], '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: 46563223
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028797086073195, 'target_is_minimal': False, 'target_label': '363.4.a.i.1.2', 'target_level': 363, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 46563224
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 90071992614519873, 'target_is_minimal': False, 'target_label': '1089.4.a.u.1.1', 'target_level': 1089, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 46563225
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321849889, 'target_is_minimal': True, 'target_label': '33.4.a.c.1.1', 'target_level': 33, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 4}
  • id: 46563226
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998203961443, 'target_is_minimal': False, 'target_label': '99.4.a.f.1.2', 'target_level': 99, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 4}
  • id: 46563227
    {'conductor': 44, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 67553994477666832, 'target_is_minimal': False, 'target_label': '528.4.a.p.1.2', 'target_level': 528, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '44.43', 'twisting_conrey_index': 43, 'weight': 4}
  • id: 46563228
    {'conductor': 55, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525334897656633, 'target_is_minimal': False, 'target_label': '825.4.c.h.199.2', 'target_level': 825, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '55.32', 'twisting_conrey_index': 32, 'weight': 4}
  • id: 46563229
    {'conductor': 55, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 31525334897656633, 'target_is_minimal': False, 'target_label': '825.4.c.h.199.3', 'target_level': 825, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '55.43', 'twisting_conrey_index': 43, 'weight': 4}
  • id: 46563230
    {'conductor': 55, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 49539595968185145, 'target_is_minimal': False, 'target_label': '825.4.a.l.1.2', 'target_level': 825, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '55.54', 'twisting_conrey_index': 54, 'weight': 4}
  • id: 46563231
    {'conductor': 77, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996340815441, 'target_is_minimal': False, 'target_label': '1617.4.a.k.1.1', 'target_level': 1617, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '77.76', 'twisting_conrey_index': 76, 'weight': 4}
  • id: 46563232
    {'conductor': 88, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 175640385534560320, 'target_is_minimal': False, 'target_label': '2112.4.a.bn.1.1', 'target_level': 2112, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '88.21', 'twisting_conrey_index': 21, 'weight': 4}
  • id: 46563233
    {'conductor': 88, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 144115188142966848, 'target_is_minimal': False, 'target_label': '2112.4.a.bg.1.1', 'target_level': 2112, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '88.43', 'twisting_conrey_index': 43, 'weight': 4}
  • id: 46563234
    {'conductor': 132, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 157625987025077808, 'target_is_minimal': False, 'target_label': '1584.4.a.bj.1.1', 'target_level': 1584, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '132.131', 'twisting_conrey_index': 131, 'weight': 4}
  • id: 46563235
    {'conductor': 165, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073195, 'source_is_minimal': False, 'source_label': '363.4.a.i.1.2', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67553994477668779, 'target_is_minimal': False, 'target_label': '2475.4.a.p.1.1', 'target_level': 2475, 'twist_class_label': '33.4.a.c.1.1', 'twist_class_level': 33, 'twisting_char_label': '165.164', 'twisting_conrey_index': 164, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 776800
    {'charpoly_factorization': [[[-24, 1, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 2}
  • id: 776801
    {'charpoly_factorization': [[[3, 1], 2]], 'hecke_orbit_code': 36028797086073195, 'p': 3}
  • id: 776802
    {'charpoly_factorization': [[[-48, 14, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 5}
  • id: 776803
    {'charpoly_factorization': [[[-244, 24, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 7}
  • id: 776804
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 36028797086073195, 'p': 11}
  • id: 776805
    {'charpoly_factorization': [[[128, 30, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 13}
  • id: 776806
    {'charpoly_factorization': [[[-1944, 106, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 17}
  • id: 776807
    {'charpoly_factorization': [[[528, 50, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 19}
  • id: 776808
    {'charpoly_factorization': [[[2064, -134, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 23}
  • id: 776809
    {'charpoly_factorization': [[[8928, -198, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 29}
  • id: 776810
    {'charpoly_factorization': [[[30848, -360, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 31}
  • id: 776811
    {'charpoly_factorization': [[[-38676, 328, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 37}
  • id: 776812
    {'charpoly_factorization': [[[148128, -782, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 41}
  • id: 776813
    {'charpoly_factorization': [[[20856, 386, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 43}
  • id: 776814
    {'charpoly_factorization': [[[-115104, -266, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 47}
  • id: 776815
    {'charpoly_factorization': [[[-2592, 522, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 53}
  • id: 776816
    {'charpoly_factorization': [[[-235104, 172, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 59}
  • id: 776817
    {'charpoly_factorization': [[[123288, -778, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 61}
  • id: 776818
    {'charpoly_factorization': [[[-72944, 776, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 67}
  • id: 776819
    {'charpoly_factorization': [[[28512, -630, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 71}
  • id: 776820
    {'charpoly_factorization': [[[400892, 1296, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 73}
  • id: 776821
    {'charpoly_factorization': [[[-396572, 652, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 79}
  • id: 776822
    {'charpoly_factorization': [[[-563904, -324, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 83}
  • id: 776823
    {'charpoly_factorization': [[[17172, 756, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 89}
  • id: 776824
    {'charpoly_factorization': [[[-842876, 452, 1], 1]], 'hecke_orbit_code': 36028797086073195, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '363.4.a.i', 'level': 363, 'portrait': 'data:image/png;base64,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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51568759
    {'hecke_orbit_code': 36028797086073195, 'n': 1, 'trace_an': 2}
  • id: 51568760
    {'hecke_orbit_code': 36028797086073195, 'n': 2, 'trace_an': -1}
  • id: 51568761
    {'hecke_orbit_code': 36028797086073195, 'n': 3, 'trace_an': -6}
  • id: 51568762
    {'hecke_orbit_code': 36028797086073195, 'n': 4, 'trace_an': 33}
  • id: 51568763
    {'hecke_orbit_code': 36028797086073195, 'n': 5, 'trace_an': -14}
  • id: 51568764
    {'hecke_orbit_code': 36028797086073195, 'n': 6, 'trace_an': 3}
  • id: 51568765
    {'hecke_orbit_code': 36028797086073195, 'n': 7, 'trace_an': -24}
  • id: 51568766
    {'hecke_orbit_code': 36028797086073195, 'n': 8, 'trace_an': -57}
  • id: 51568767
    {'hecke_orbit_code': 36028797086073195, 'n': 9, 'trace_an': 18}
  • id: 51568768
    {'hecke_orbit_code': 36028797086073195, 'n': 10, 'trace_an': 104}
  • id: 51568769
    {'hecke_orbit_code': 36028797086073195, 'n': 11, 'trace_an': 0}
  • id: 51568770
    {'hecke_orbit_code': 36028797086073195, 'n': 12, 'trace_an': -99}
  • id: 51568771
    {'hecke_orbit_code': 36028797086073195, 'n': 13, 'trace_an': -30}
  • id: 51568772
    {'hecke_orbit_code': 36028797086073195, 'n': 14, 'trace_an': -182}
  • id: 51568773
    {'hecke_orbit_code': 36028797086073195, 'n': 15, 'trace_an': 42}
  • id: 51568774
    {'hecke_orbit_code': 36028797086073195, 'n': 16, 'trace_an': 201}
  • id: 51568775
    {'hecke_orbit_code': 36028797086073195, 'n': 17, 'trace_an': -106}
  • id: 51568776
    {'hecke_orbit_code': 36028797086073195, 'n': 18, 'trace_an': -9}
  • id: 51568777
    {'hecke_orbit_code': 36028797086073195, 'n': 19, 'trace_an': -50}
  • id: 51568778
    {'hecke_orbit_code': 36028797086073195, 'n': 20, 'trace_an': -328}
  • id: 51568779
    {'hecke_orbit_code': 36028797086073195, 'n': 21, 'trace_an': 72}
  • id: 51568780
    {'hecke_orbit_code': 36028797086073195, 'n': 22, 'trace_an': 0}
  • id: 51568781
    {'hecke_orbit_code': 36028797086073195, 'n': 23, 'trace_an': 134}
  • id: 51568782
    {'hecke_orbit_code': 36028797086073195, 'n': 24, 'trace_an': 171}
  • id: 51568783
    {'hecke_orbit_code': 36028797086073195, 'n': 25, 'trace_an': 42}
  • id: 51568784
    {'hecke_orbit_code': 36028797086073195, 'n': 26, 'trace_an': 112}
  • id: 51568785
    {'hecke_orbit_code': 36028797086073195, 'n': 27, 'trace_an': -54}
  • id: 51568786
    {'hecke_orbit_code': 36028797086073195, 'n': 28, 'trace_an': -202}
  • id: 51568787
    {'hecke_orbit_code': 36028797086073195, 'n': 29, 'trace_an': 198}
  • id: 51568788
    {'hecke_orbit_code': 36028797086073195, 'n': 30, 'trace_an': -312}
  • id: 51568789
    {'hecke_orbit_code': 36028797086073195, 'n': 31, 'trace_an': 360}
  • id: 51568790
    {'hecke_orbit_code': 36028797086073195, 'n': 32, 'trace_an': -857}
  • id: 51568791
    {'hecke_orbit_code': 36028797086073195, 'n': 33, 'trace_an': 0}
  • id: 51568792
    {'hecke_orbit_code': 36028797086073195, 'n': 34, 'trace_an': -626}
  • id: 51568793
    {'hecke_orbit_code': 36028797086073195, 'n': 35, 'trace_an': -220}
  • id: 51568794
    {'hecke_orbit_code': 36028797086073195, 'n': 36, 'trace_an': 297}
  • id: 51568795
    {'hecke_orbit_code': 36028797086073195, 'n': 37, 'trace_an': -328}
  • id: 51568796
    {'hecke_orbit_code': 36028797086073195, 'n': 38, 'trace_an': -72}
  • id: 51568797
    {'hecke_orbit_code': 36028797086073195, 'n': 39, 'trace_an': 90}
  • id: 51568798
    {'hecke_orbit_code': 36028797086073195, 'n': 40, 'trace_an': 1272}
  • id: 51568799
    {'hecke_orbit_code': 36028797086073195, 'n': 41, 'trace_an': 782}
  • id: 51568800
    {'hecke_orbit_code': 36028797086073195, 'n': 42, 'trace_an': 546}
  • id: 51568801
    {'hecke_orbit_code': 36028797086073195, 'n': 43, 'trace_an': -386}
  • id: 51568802
    {'hecke_orbit_code': 36028797086073195, 'n': 44, 'trace_an': 0}
  • id: 51568803
    {'hecke_orbit_code': 36028797086073195, 'n': 45, 'trace_an': -126}
  • id: 51568804
    {'hecke_orbit_code': 36028797086073195, 'n': 46, 'trace_an': 418}
  • id: 51568805
    {'hecke_orbit_code': 36028797086073195, 'n': 47, 'trace_an': 266}
  • id: 51568806
    {'hecke_orbit_code': 36028797086073195, 'n': 48, 'trace_an': -603}
  • id: 51568807
    {'hecke_orbit_code': 36028797086073195, 'n': 49, 'trace_an': 378}
  • id: 51568808
    {'hecke_orbit_code': 36028797086073195, 'n': 50, 'trace_an': -1379}
  • id: 51568809
    {'hecke_orbit_code': 36028797086073195, 'n': 51, 'trace_an': 318}
  • id: 51568810
    {'hecke_orbit_code': 36028797086073195, 'n': 52, 'trace_an': -592}
  • id: 51568811
    {'hecke_orbit_code': 36028797086073195, 'n': 53, 'trace_an': -522}
  • id: 51568812
    {'hecke_orbit_code': 36028797086073195, 'n': 54, 'trace_an': 27}
  • id: 51568813
    {'hecke_orbit_code': 36028797086073195, 'n': 55, 'trace_an': 0}
  • id: 51568814
    {'hecke_orbit_code': 36028797086073195, 'n': 56, 'trace_an': -1062}
  • id: 51568815
    {'hecke_orbit_code': 36028797086073195, 'n': 57, 'trace_an': 150}
  • id: 51568816
    {'hecke_orbit_code': 36028797086073195, 'n': 58, 'trace_an': -390}
  • id: 51568817
    {'hecke_orbit_code': 36028797086073195, 'n': 59, 'trace_an': -172}
  • id: 51568818
    {'hecke_orbit_code': 36028797086073195, 'n': 60, 'trace_an': 984}
  • id: 51568819
    {'hecke_orbit_code': 36028797086073195, 'n': 61, 'trace_an': 778}
  • id: 51568820
    {'hecke_orbit_code': 36028797086073195, 'n': 62, 'trace_an': -568}
  • id: 51568821
    {'hecke_orbit_code': 36028797086073195, 'n': 63, 'trace_an': -216}
  • id: 51568822
    {'hecke_orbit_code': 36028797086073195, 'n': 64, 'trace_an': 809}
  • id: 51568823
    {'hecke_orbit_code': 36028797086073195, 'n': 65, 'trace_an': 404}
  • id: 51568824
    {'hecke_orbit_code': 36028797086073195, 'n': 66, 'trace_an': 0}
  • id: 51568825
    {'hecke_orbit_code': 36028797086073195, 'n': 67, 'trace_an': -776}
  • id: 51568826
    {'hecke_orbit_code': 36028797086073195, 'n': 68, 'trace_an': -1070}
  • id: 51568827
    {'hecke_orbit_code': 36028797086073195, 'n': 69, 'trace_an': -402}
  • id: 51568828
    {'hecke_orbit_code': 36028797086073195, 'n': 70, 'trace_an': 304}
  • id: 51568829
    {'hecke_orbit_code': 36028797086073195, 'n': 71, 'trace_an': 630}
  • id: 51568830
    {'hecke_orbit_code': 36028797086073195, 'n': 72, 'trace_an': -513}
  • id: 51568831
    {'hecke_orbit_code': 36028797086073195, 'n': 73, 'trace_an': -1296}
  • id: 51568832
    {'hecke_orbit_code': 36028797086073195, 'n': 74, 'trace_an': -2358}
  • id: 51568833
    {'hecke_orbit_code': 36028797086073195, 'n': 75, 'trace_an': -126}
  • id: 51568834
    {'hecke_orbit_code': 36028797086073195, 'n': 76, 'trace_an': -728}
  • id: 51568835
    {'hecke_orbit_code': 36028797086073195, 'n': 77, 'trace_an': 0}
  • id: 51568836
    {'hecke_orbit_code': 36028797086073195, 'n': 78, 'trace_an': -336}
  • id: 51568837
    {'hecke_orbit_code': 36028797086073195, 'n': 79, 'trace_an': -652}
  • id: 51568838
    {'hecke_orbit_code': 36028797086073195, 'n': 80, 'trace_an': -3832}
  • id: 51568839
    {'hecke_orbit_code': 36028797086073195, 'n': 81, 'trace_an': 162}
  • id: 51568840
    {'hecke_orbit_code': 36028797086073195, 'n': 82, 'trace_an': -1070}
  • id: 51568841
    {'hecke_orbit_code': 36028797086073195, 'n': 83, 'trace_an': 324}
  • id: 51568842
    {'hecke_orbit_code': 36028797086073195, 'n': 84, 'trace_an': 606}
  • id: 51568843
    {'hecke_orbit_code': 36028797086073195, 'n': 85, 'trace_an': -616}
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  • id: 51568871
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  • id: 51568876
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  • id: 51568877
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  • id: 51568878
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  • id: 51568885
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  • id: 51568886
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  • id: 51568892
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  • id: 51568900
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  • id: 51568904
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  • id: 51568910
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  • id: 51568911
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  • id: 51568912
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  • id: 51568913
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  • id: 51568914
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  • id: 51568915
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  • id: 51568916
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  • id: 51568917
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  • id: 51568918
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  • id: 51568919
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  • id: 51568920
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  • id: 51568921
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  • id: 51568922
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  • id: 51568923
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  • id: 51568924
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  • id: 51568925
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  • id: 51568926
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  • id: 51568927
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  • id: 51568928
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  • id: 51568929
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  • id: 51568930
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  • id: 51568931
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  • id: 51568932
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  • id: 51568933
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  • id: 51568934
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  • id: 51568935
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  • id: 51568936
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  • id: 51568937
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  • id: 51568938
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  • id: 51568939
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  • id: 51568940
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  • id: 51568941
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  • id: 51568942
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  • id: 51568943
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  • id: 51568944
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  • id: 51568945
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  • id: 51568946
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  • id: 51568947
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  • id: 51568948
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  • id: 51568949
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  • id: 51568950
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  • id: 51568951
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  • id: 51568952
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  • id: 51568953
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  • id: 51568954
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  • id: 51568960
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  • id: 51568961
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  • id: 51568962
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  • id: 51568963
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  • id: 51568964
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  • id: 51568965
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  • id: 51568966
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  • id: 51568968
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  • id: 51568969
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  • id: 51568970
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  • id: 51568971
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  • id: 51568972
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  • id: 51568973
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  • id: 51568974
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  • id: 51568976
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  • id: 51568977
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  • id: 51568979
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  • id: 51568980
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  • id: 51568981
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  • id: 51568984
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  • id: 51568985
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  • id: 51568991
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  • id: 51568992
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