Newform data - 95.4.a.c

Formats: - HTML - YAML - JSON - 2026-10-08T01:53:49.479310

• 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': 1520, 'analytic_conductor': 5.605181450545358, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [19, -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': [95, 1, [77, 21], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-3, 1]], [3, [-7, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321849951, 'hecke_ring_generator_nbound': 1, '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': True, 'label': '95.4.a.c', 'level': 95, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 19], 'level_radical': 95, 'minimal_twist': '95.4.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3q^{2}+7q^{3}+q^{4}+5q^{5}+21q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '95.4.a', 'trace_display': [3, 7, 5, 11], 'trace_hash': 1196618927638605693, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 4}, {'__RealLiteral__': 0, 'data': '0.973', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.873', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.549', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, 3, 7, 1, 5, 21, 11, -21, 22, 15, -36, 7, 65, 33, 35, -71, -87, 66, 19, 5, 77, -108, -129, -147, 25, 195, -35, 11, 231, 105, 110, -45, -252, -261, 55, 22, -142, 57, 455, -105, -330, 231, 74, -36, 110, -387, -336, -497, -222, 75, -609, 65, 501, -105, -180, -231, 133, 693, 633, 35, -88, 330, 242, 433, 325, -756, 119, -87, -903, 165, -204, -462, 407, -426, 175, 19, -396, 1365, 1262, -355, -839, -990, 270, 77, -435, 222, 1617, 756, -30, 330, 715, -129, 770, -1008, 95, -315, 1406, -666, -792, 25, 1032, -1827, -484, -1365, 385, 1503, 1881, -35, 281, -540, -994, -781, 612, 399, -645, 231, 1430, 1899, -957, -735, -35, -264, -2310, 110, 125, 726, -1582, 1659, 518, 975, -1932, -252, 209, 357, -175, 1827, -1515, -2709, -2284, 55, -2352, -612, -2340, -1562, 1155, 1221, -1554, -142, -1356, 525, 2234, -399, -1914, -1188, 550, 455, 146, 3786, 3507, -225, -1419, -2517, 1154, -330, -1260, 810, -3558, -1617, 2028, -1305, 418, 74, -1482, 4851, 275, 2556, 4431, -90, -2880, 110, 470, 2145, -616, 2709, -710, 2310, 3132, -336, -385, 285, -2475, 3031, 1982, 4218, 2275, -222, 4122, -2376, -4075, -525, 833, 3096, 2541, -609, -1650, -1452, -2838, -4615, -684, 1155, 2765, 501, -1428, 5643, 370, 735, 1210, 843, 2849, -180, -5655, -2982, -5326, -495, 550, 1836, -1881, 133, 758, -1935, -2772, -4851, -5334, 4290, -1680, 633, 8834, -2871, -4671, -2485, 1748, -105, -4928, -88, -1110, -6930, 1235, -2310, 1890, 375, 3984, 242, 4644, -4746, -3045, 1513, 6126, 1554, -1562, 325, 5082, -5796, -6576, 5292, 2505, 627, -210, 119, 6078, -525, -1015, 6177, 5005, -4545, -900, -903, -1924, -6852, 2420, -1155, -4134, -7056, 5798, -204, 665, -7020, -3630, -990, 2656, 3465, 9842, 407, 9315, -4662, 3165, 2982, 1260, -4068, -8385, 175, 814, 6702, 7224, -1349, -440, -5742, -7036, -396, -3388, 1650, -2691, -9555, -565, 438, 1210, 1262, 2463, 10521, -8316, 2165, 13167, -4257, -1653, -839, 1625, 3462, 1967, 6930, -3696, -3780, 7463, 270, -3124, -10674, 595, -5467, -11194, 6084, 4284, -435, -3960, 1254, -6215, -1554, -4515, -4446, 7806, 1617, -8278, 825, -2275, 1620, 7443, 13293, -1020, -30, -6699, -8640, -3705, -2310, 361, 1410, -245, 715, 2035, -1848, 992, 9159, -7260, -2130, 5511, 770, 11135, 9396, 875, 7056, 15015, -1155, -7135, 95, -11074, -7425, 5124, 11613, -1980, 5946, 1628, 1406, 11004, 6825, 11223, 4662, -13524, 12366, 6310, -792, -2428, -12225, 1463, -1775, -4146, 2499, 7150, 1032, -4195, 7623, 5112, 12789, 11630, -4950, -10605, -484, 6963, -8514, 1350, -2925, -15988, -2052, -14670, 385, -8989, 8295, -7392, -10521, -2175, -4284, -968, 1881, -16380, 1110, -10344, 2485, -4048, 3630, 8085, 281, -2451, 8547, 7526, 3780, -4884, -16965, -8796, -994, -150, -15978, -9492, 4763, 1638, 1650, 11880, 612, 15638, -5643, 3575, -2793, 10703, 2274, 3045, -645, -7350, -8316, 11288, -16401, 3850, -16002, 13644, 1430, 1309, -5040, 1022, -13293, -2664, 26502, 475, -957, 11022, -14013, 11472, -1575, -9230, 5244, -9933, -35, 7030, -14784, -9394, 1848, 8078, -3330, -6, -2310, -20097, 3705, -3960, -7810, -2244, 5670, 8894, 125, -24906, 11952, 7107, -5082, 5160, 13932, 14196, -1582, -20946, -9135, 4477, -8733, -665, 18378, -2420, 518, 12096, -4686, -10374, -6825, 15696, 15246, -6667, -1932, 1925, -19728, -9570, 17892, 4474, 7515, 13926, 209, -21450, -630, 9405, -2499, -20160, 18234, 7992, -175, -16792, -3045, 3290, 3915, 1405, 15015, -1276, -1515, -1936, -2700, 4389, 18963, 13882, -5772, -4970, -2284, -21144, 7260, 4810, -3905, 21924, -12402, -14652, -2352, 3060, 17394, -9229, 4284, 18288, 1995, 19766, -2340, -17325, -10890, -3225, 9526, 16229, 7968, 13874, 1155, 2970, 29526, -18036, -8547, 7150, 27945, -3750, -1554, 2090, 9495, 28854, 10082, -22530, 3780, -4785, -1356, -28525, -25155, 11850, -3675, -16918, 2442, 2618, 2234, -175, 21672, 2702, -855, 17787, -1320, -21840, -1914, 18884, -21108, -11550, 8316, 9798, -10164, 1172, 550, 4515, -8073, -330, -32305, 625, -1695, -4788, 146, 12354, 3630, 920, -26502, 19355, 7389, -7910, 3507, -14430, -24948, -4488, 8295, -9240, 39501, 8246, -1419, 2590, -4959, 11475, 17619, -22788, 4875, 8470, 1154, 2196, 5901, -9660, 23430, 8954, -11088, -21513, -1260, 31853, 22389, -39585, -5670, 1045, -9372, -29799, -3558, -37282, 1785, 3168, -3465, 27308, -33582, -875, 2028, -12609, 12852, 15466, 9135, -13167, -11880, 32292, 418, -7575, -18645, 5306, -5254, 32565, -13545, -16558, -1482, -8712, 23418, -11420, -33957, 28710, -24834, -37338, 275, -23712, -6825, -2698, -15588, -11760, 22329, 11352, 4431, 10334, -3060, 27764, 630, -14190, -20097, -11700, -2880, -32697, -11115, 1353, -7810, -5324, 1083, 12236, 470, 5775, -735, 8687, -15015, -11843, 6105, -6438, -616, 29144, 2976, -7770, 5805, -4284, -21780, -2050, -710, 8645, 16533, 5142, -16170, -6780, 33405, 5940, 3132, 20691, 2625, -27070, 23856, 27888, 45045, 11170, -385, 10694, -21405, 32508, -1995, -21285, -33222, 3091, -2475, -9570, 15372, 41145, 10591, 12809, -5940, 42882, 1982, -1893, 4884, 2750, -29526, -10934, 33012, -6270, 2275, 7344, 33669, -8085, 15762, 730, -40572, -32101, 4122, -46032, 18930, 6732, 16632, -5720, -7284, 17535, -4075, 21753, 4389, 29232, -1125, -660, -12438, -14652, 833, -7095, 21450, 42546, -21672, -14247, -12585, -25045, 2541, -7105, 15336, 5770, 43239, 1406, 34890, 15730, -1650, -22224, -31815, -31867, 10164, -6300, 20889, -4233, -2838, 26561, 4050, -13468, 28145, 19314, -47964, -17790, -684, -3850, -44010, 3792, -8085, 28972, -26967, -28938, 2765, 10140, -22176, -385, -35571, 40586, -6525, 18318, -1428, 26858, -2904, 2090, -39501, 6672, -49140, -8764, 370, -25410, -31032, -6012, 1575, -7410, -12144, 18592, 1210, -45432, 24255, 7735, -5901, 30932, -7353, 1375, 2849, 47207, 22578, 65205, 12780, 21618, -14652, 25706, -5655, 22155, -26388, 3336, 20874, -17402, -450, 30204, -5326, -6384, -28476, -14400, 18249, -58695, 4914, 25410, 550, -43587, 35640, 5698, -12852, 2350, 46914, -18979, -1881, 22704, 10725, 3600, -9443, -9720, 32109, -3080, 758, -21252, 9135, 13655, 13545, -49252, -22050, -13260, -2772, -3550, 33864, -10648, -10395, -35043, 11550, -4218, -5334, -18837, 40932, 15660, -30030, -7045, 3927, -3955, -1680, 3399, 3066, 42570, -44943, -1925, -7992, -22884, 8834, 26455, 1425, 17241, 20097, 50520, 33066, -12375, -4671, -58212, 34416, -16665, 15155, -17691, -27690, 41382, 1748, 9910, -29799, -7468, 735, -11571, 21090, 11172, -4928, -25124, -28182, 11375, 6248, 35586, 24234, 1080, -1110, 6182, -18, 29694, 48510, 20610, -60291, -25872, 1235, -9546, -11880, -46546, -4950, 52241, -6732, -20375, 1890, 6338, 26682, 4970, -2625], 'weight': 4, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [3], [7], [1], [5], [21], [11], [-21], [22], [15], [-36], [7], [65], [33], [35], [-71], [-87], [66], [19], [5], [77], [-108], [-129], [-147], [25], [195], [-35], [11], [231], [105], [110], [-45], [-252], [-261], [55], [22], [-142], [57], [455], [-105], [-330], [231], [74], [-36], [110], [-387], [-336], [-497], [-222], [75], [-609], [65], [501], [-105], [-180], [-231], [133], [693], [633], [35], [-88], [330], [242], [433], [325], [-756], [119], [-87], [-903], [165], [-204], [-462], [407], [-426], [175], [19], [-396], [1365], [1262], [-355], [-839], [-990], [270], [77], [-435], [222], [1617], [756], [-30], [330], [715], [-129], [770], [-1008], [95], [-315], [1406], [-666], [-792], [25]], 'ap': [[3], [7], [5], [11], [-36], [65], [-87], [19], [-129], [231], [110], [-142], [-330], [74], [-336], [501], [633], [-88], [119], [-204], [407], [1262], [270], [-30], [1406], [1032], [-484], [1881], [281], [612], [-1582], [-1932], [-1515], [-2284], [-1356], [2234], [146], [1154], [-3558], [-1482], [-2880], [470], [-2475], [1982], [4122], [-4075], [2765], [-5326], [-1881], [758], [-5334], [-4671], [1748], [3984], [6126], [-6576], [6078], [-1015], [-1924], [-4134], [5798], [9315], [-7036], [-2691], [-565], [2463], [7463], [-11194], [7806], [-8278], [7443], [-3705], [992], [11135], [-7135], [5124], [11004], [-2428], [-4146], [11630], [-14670], [-8989], [-10344], [-4048], [7526], [-8796], [1638], [10703], [-7350], [11288], [13644], [11472], [-9394], [-6], [8894], [7107], [-20946], [15696], [-6667], [-16792], [-1276], [-21144], [-14652], [18288], [19766], [16229], [-3750], [-22530], [11850], [-16918], [2702], [18884], [9798], [1172], [920], [-9240], [8246], [11475], [2196], [-21513], [31853], [27308], [-12609], [32292], [-16558], [-23712], [10334], [1353], [8687], [29144], [-2050], [5142], [-27070], [10694], [-21285], [12809], [-1893], [-32101], [21753], [-14247], [-25045], [-22224], [-31867], [-4233], [26561], [3792], [26858], [6672], [-8764], [-6012], [47207], [21618], [25706], [3336], [-18979], [3600], [13655], [-35043], [-7045], [3399], [-22884], [50520], [-7468], [11172], [35586], [29694], [-46546], [6338]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199321849951, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '95.4.a.c', 'level': 95, 'maxp': 997, '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': [6, 2, 3, 7], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [4, 2, 3, 1], 'Nk2': 1520, 'analytic_conductor': 5.605181450545358, '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': [95, 1, [77, 21], [1, 1]], 'conrey_index': 1, 'cusp_dim': 28, 'dim': 18, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67108959, 'hecke_orbit_dims': [1, 1, 1, 1, 3, 5, 6], 'label': '95.4.a', 'level': 95, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 19], 'level_radical': 95, 'mf_dim': 32, 'mf_new_dim': 18, 'num_forms': 7, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 40, 'trace_bound': 3, 'trace_display': [4, 0, 10, 28], 'traces': [18, 4, 0, 52, 10, 68, 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-12208, -788, 3504, -552, -840, 12220, 14588, -6600, -224, -3480, 56, -8288, 24408, 1848, 380, -6524, 2284, 6408, 14272, -400, 19592, 7444, 1096, -2172, -1200, -2132, 19968, -7448, 23888, 1700, 6216, -2560, 20272, 0, 560, 13672, 2688, 2072, -5884, 1880, -7372, 6000, 620, -3272, 7600, -6712, 1240, 4888, 984, 4150, -20048, -20520, 2736, 6756, -3800, -19208, -17116, 10324, -1400, -640, -26616, -496, -32336, -17676, 13480, 1308, -9764, -6424, 6784, 1970, -4336, 2052, -26392, 18184, 0, 4600, -12672, -1520, 27552, -1240, -7284, 21536, -8952, -22696, -12880, -1740, -27720, 2504, -23192, 1920, -2660, 21456, -3884, -7724, 2600, 7404, 4636, 22164, -20880, 200, 12080, 29148, 14368, -15928, -28040, 7140, 25424, 4256, 12848, 2280, -6024, -16648, 4232, -6902, 9000, 1912, -56420, -22720, -15480, 800, 8272, 25336, -38456, 26384, 1600, 14392, -12240, -4368, -1368, -8580, 4176, -14992, 22728, 17928, -12920, -8916, 32900, 3624, -4704, 13040, 4056, 11216, -14376, -33096, -9720, 11092, -59424, 5168, 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36008, -37176, 12216, 20760, -2896, 44464, -63672, -2080, -32200, -20472, 46004, -21168, 80864, 0, -6748, -140496, 9552, 27920, -40920, 57760, 13200, 1352, -72700, 14480, -30224, -13760, -29300, 53752, 57760, 7816, 76120, 22880, -4408, 5960, 27192, 1408, 28824, 38008, 2000, -34800, -79616, 20156, -13528, 33060, -55552, 49264, -3744, -60876, 5160, 31756, -84372, -25308, -36688, -28400, 31272, -5728, 100888, 5856, -20920, -14804, 83856, -28096, -51672, 6000, -3824, -39632, 28844, -17570, 5520, 1208, 17328, -103048, 109728, 16640, 83652, -132544, -44856, 29800, -26260, -38268, 47320, -21640, -53672, -9020, -12984, 36040, 1804, -27284, 5200, -1292, 130492, 14520, -60656, 9000, 384, -40116, 103776, 66952, 46840, -22408, 49288, 35544, 37224, -22760, 82992, 78572, -28624, 87220, 4560, -22656, -152564, 36792, 38728, 300, 22320, 15808, 14732, -54976, -1720, -64320, 6848, 28928, 191464, 51480, -1620, -30576, 79176, -18696, 41480, 45976, 153724, -18652, 162816, -7400, 51256, -74840, -4732, 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47756, -34092, -25808, 31800, 27968, 143968, 11552, -82296, -111300, -7296, 155460, 69112, -242896, -1180, 52444, -98168, 31256, -49264, -3000, 23704, 285848, 127920, -104224, -30800, -110080, 89916, -157604, 137048, 4560, 6104, -159992, 25544, 30700, -102740, -40872, -64132, -39296, 1200, 65880, 200, 121192, -69408, 173248, 8600, -77224, 53224, 82208, -7296, 112960, 18320, 24960, 116500, 295032, -180, 4408, 60352, -52688, -2392, 71640, -58888, -84084, 134440, -139656, 73520, 3836, -123328, -13072, -28880, -43000, 404, 25264, 116656, 58172, -56680, -10072, 181624, 24676, -133888, -3000, -45616, -524504, -206832, -18568, 16360, 71224, 20748, 81640, 306280, 36680, -145596, -257140, 84884, 210736, -12400, 54060, 38288, -184496, 76668, 76640, 2904, 312032, 122892, -113040, -83160, -304, 135536, 74880, -21936, -64440, 70194, -68612, 72776, 120640, -2010, 104848, 301404, -80612, -110536, -14800, 123400, 139056, 64932, 262312, 20520, -28436, -168576, -151872, 75184, -77240, -77128, -198880, 34312, -238588, 30840, -65176, 126504, 214672, 203952, 104760, -115780, 226884, 58272, -26220, 8000, 65072, -17632, -89912, 220996, -4720, 78892, -101740, -60296, -149720, 140200, -54384, 77680, 291916, -91040, 87520, -111016, -253704, -7068, -59912, -107400, 95344, -135804, -187160, -47392, -30000, -9032, 151272, -150800, -397016, 37780, -103184, -295288, -138820, -139292, -20240, 53032, 63004, -52176, 181928, 38040, 72472, -272680, -4420, 34956, -6080, 25144, 66048, -115544, -219952, 2800, 16784, 306376, -39332, -4920, -126920, 10032, 210400, -54912, 63752, -10520, 104784, -65184, -179876, 111336, 57560, 95220, 471864, -132184, -752, -117160, 106440, -56048, -212440, 216472, 5700, -10972, -490112, -19432, 104112, -74240, -176100, -102960, 106040, -39500, 82880, 3362, 21736, 3288, 403808, 18000, -115836, -16920, 129616, -45980, 95040, 66104, 276528, 30968, 139168, -2900, 142744, -197352, -109032, -193568, 158640, -114732, 105832, 161544, -239920, 64460, 279596, -371456, -54188, -91928, -177280, -166368, -164368, 4836, 26824, -80720, -152720, 233972, 6360, -375064, 0], 'weight': 4, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 82589
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '95.4.a.c', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '95.4.a.c', 'target_level': 95, 'twist_class_label': '95.4.a.c', 'twist_class_level': 95, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 82590
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '95.4.a.c', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '475.4.a.b', 'target_level': 475, 'twist_class_label': '95.4.a.c', 'twist_class_level': 95, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 82591
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '95.4.a.c', 'source_level': 95, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '475.4.b.d', 'target_level': 475, 'twist_class_label': '95.4.a.c', 'twist_class_level': 95, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 82592
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '95.4.a.c', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '855.4.a.c', 'target_level': 855, 'twist_class_label': '95.4.a.c', 'twist_class_level': 95, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 82593
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '95.4.a.c', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1520.4.a.a', 'target_level': 1520, 'twist_class_label': '95.4.a.c', 'twist_class_level': 95, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 82594
    {'conductor': 19, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '95.4.a.c', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1805.4.a.c', 'target_level': 1805, 'twist_class_label': '95.4.a.c', 'twist_class_level': 95, 'twisting_char_label': '19.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 282775
    {'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 2}
  • id: 282776
    {'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 3}
  • id: 282777
    {'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 5}
  • id: 282778
    {'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 7}
  • id: 282779
    {'charpoly_factorization': [[[36, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 11}
  • id: 282780
    {'charpoly_factorization': [[[-65, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 13}
  • id: 282781
    {'charpoly_factorization': [[[87, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 17}
  • id: 282782
    {'charpoly_factorization': [[[-19, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 19}
  • id: 282783
    {'charpoly_factorization': [[[129, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 23}
  • id: 282784
    {'charpoly_factorization': [[[-231, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 29}
  • id: 282785
    {'charpoly_factorization': [[[-110, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 31}
  • id: 282786
    {'charpoly_factorization': [[[142, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 37}
  • id: 282787
    {'charpoly_factorization': [[[330, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 41}
  • id: 282788
    {'charpoly_factorization': [[[-74, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 43}
  • id: 282789
    {'charpoly_factorization': [[[336, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 47}
  • id: 282790
    {'charpoly_factorization': [[[-501, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 53}
  • id: 282791
    {'charpoly_factorization': [[[-633, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 59}
  • id: 282792
    {'charpoly_factorization': [[[88, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 61}
  • id: 282793
    {'charpoly_factorization': [[[-119, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 67}
  • id: 282794
    {'charpoly_factorization': [[[204, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 71}
  • id: 282795
    {'charpoly_factorization': [[[-407, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 73}
  • id: 282796
    {'charpoly_factorization': [[[-1262, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 79}
  • id: 282797
    {'charpoly_factorization': [[[-270, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 83}
  • id: 282798
    {'charpoly_factorization': [[[30, 1], 1]], 'hecke_orbit_code': 9007199321849951, 'p': 89}
  • id: 282799
    {'charpoly_factorization': [[[-1406, 1], 1]], 'hecke_orbit_code': 9007199321849951, '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': 3, 'label': '95.4.a.c', 'level': 95, 'portrait': 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/QTl6WuYP2IZqGpOT2jCFyP9eOweTJi3USftRMh6ydCNq8zbF2v2LvFpaJqnDjd4NH9HvteTHjuVEyq2nzLrU3ecouhoiZ48dQoJ6Yczs2mTM/HnJ4zHJk3XH/5HL/8vctsXTPCudkxZharzC76zCwK5pZSFpsps03FXHuKbrO195F9C6/Yf7q5/dC55hde8brvjO7//Ee+3pD4n3r8s2ZwY5Y4c8al0Ujf89yBo7e85w8/I192yalbfvQNU06UeCglWFge49xsg6k5j5lFyfxSymIzZqGZMr0sOL4Aa9cs86vvXOC6XVXOzIwzNVtjat5hZsEwPZ9wdi5ltp0wOt7n5Vd0uPES8GQFX/nMLAacn3eYXhR0Q0gSTeBpakHK2EiCBk5NJ7Q6sG2dS60S2htNeHR6mq3rQxaWHTBWiix3IEzAYFhsRmxa69LuKYQyCB3SCFy2buiz3BWcmnJItcNEQ1IPBL4LSSLohpLpRcn5BcPMUoLv98FNuOnSDrdcJphsVFhYanBmxmdqHmbmE2YWE84twrEFw8sunedXv2+RDaMjnJkZZ2ahwtySx9yyYH4pZW4pZmYx5fSC4GwHEIao1+c9P66T11w7+fDopu/RoxMXP1ytiJ+fmjdsWvfP13H5Zxtk/rvf+ARCjNFsz/zaqcMP/My99zzrT51f5GPTMa+9rssNe0KWWg08J6VeiRmtK+JEorVdlAQgRIoUcHxhjF/5kODXfnCGa3ZE1Cvj1Cp1GlWfetVltKGYWVBMLzl86ZGAzz2UsGtLl0suSlhc6rF3S8h3vU4TJwqB4e8fDZhtBlTSkJPnFZ1OnSsvTpltJRw87LJ7i+TIFNy0B5ptiLSD70SsqcGL5ypUKzG+ShipC5bbcMPeNsfO+uzepjkxFXLgmP333C19js0YRuohi62Iz36pihGKNE25/eouN19jmF52uWZnn50bXZK4QbdX4eDxgOl5y8SzSwkzi5rTi4KZTsTVuxf45Xd0WNcY59T5UWYXA+aWPRaWJYvNlOV2QrOrafcNYSroJZJ+p8/Nexe4aXfXaTflbXc/+mmC8atvftMbXq43rl37H7vn/4zqhh/6ekPmgo9/lgz+q7/9EV5x+aj6+AMLv7TcmfqPt+x8VlVdzS99eIJzC4Zrtk/xuz8+x8t2B8wujrGw3GBuqcJC02Oh6bDYwl6sVsJiO2G+CWeWBE6lz82XLfIdt0XsWFtjudNgdrHC3KLHfFOw2LQSYamtafU0rdDQ7SdMNGK2rtOAwHcNZ2ddhPTZtlaxY6Nh49ouM0shzx6pc+0uQ7WyxP6j49RrEVHkMjGm6fVh79Y+H753lD1bEsLQsGZEEqc96oHPgZN9Km6Nq3cnPHc8YmbBY9OEz44NsHV9hFIxZ+fBcw1CGLatSxirS9o9n07XpdV1WWwpFpdhoalZbKbMN1Omm7DQT9m6qcN33D7PzZc4BG6D8/MN5pcC5pcdFlv2uy+3Y5ZaKYstzWxbcq4tWWiF3LJ3ht/88Xl2b65xdrbKuz9YY3JC8JPfsSXdumnDrzXjvf85kKfSiW0/+PWGzqrHPyuAHz50mEq1Upk6d2brJ7/w9NufPjj17ueOzNBLNZfv6fP0sQbdvkMc9rhu1yy//WOLXL2zyuzSGPPLNZaaAYstj8UM5MttzXI7YbmdsNgyzDQFUx0DosNbbm3yhus1F20IiKIqS82A5Y5Hs61Y6gjaXUE/NESJIU1BSYPvQsU3jDYMa8djHLfPsfMRzx/10UmN190Q4bjLPHVwhO0b4POPJ9x6uc9ss0fgKJI0ZnwMktjFcRMWFqq8/JoWn3+kzo4N8OSREJcqr71ek4gezx9LOXE2wJEe68YcxmqCii/wPIESkGiIYkM/gnbXsNzRtLua5a5moWPopSnbNnd5w41N3nJLBLrOwvIIs4sVFpouiy2HpSYsty1zL3dSltqaxY7gXEsx34q5Yc8M//UnZrlqh0urW6MbGg6c0Fx5saTdDnAr2wjNjl9sm5s+tmXThtNR1O9dvGv31xtKxeOfDcAXZg4zvnbSO/bi0Xc9v//oH9z15X3i5LmO7ITQ7AmWegIjIEoFyxG0e31u2D3He394kWt3Bcwvj1qQtwKWWh5LbYfltmC5bWh1sqW3o1nqGGbbgvNNzdhol296WZubLknYtk7RqLi02gG+KwFFlEi0FmgD3T4gNGP1PkfOGbSJuPvJGmG3wsWbPG6+okusl7l/3yhX73I5Mt2hudTgxiu6fOkpn3XjhoOnDP/6zS0OnvRZNy65Z5/i5r2KxW6L42fGuXp3xP3P90jCKjdd6rFzS59e0uGLTylIBcfOOjSqDo6Abk+ijSDVhjgBpMbxNM2OoVaP2bIh5Ja9Xb7p2oSJWsDM4ggLy5Xi3Cy1BM0OLLcTWp2EZidluWNY6Eqm24L5dsJNl8zwX35knqt3uiy36/RCnyRRGKNodV1aXZ9mR7HQaujGmivNhk07f2Lr9l1/sbQ4F73s6j1fb0gB/0wA3usnMo66bzx1+BMXOyJ971ce2O+ePK+YX7bAbHcN3cjQjwS9GNqRZCEUzLdibt47y6//yDzX7PRYbo0wv1xnuR2w3PZY7jg024pmF9odQ6ub0OqkdHqaZtcw1xHMdSBOQ67c1WP9eEqna3j9jSHb12uSVOJIQxTDfc8GnJ4N2DCWsP9YALrKJZsV1+zR+EGXp450mZuvcdn2Go3RJR55zuW6XQEL3WWWlhqsX294/KDie17Z4YmDDpvXusx3miwtjnPN3i6P7E8Zr4xy2cUdZptNHn9hlIpT42V7DLu39kF2ePaEYO14zMxczP3PuvRjhZSQasP2DRHfdGNEu6PYOKa5ZhdEUZXFZpXFps9yx6XVVTQ7klYHWt2UViel1U0z1oeFruBcS9DshdyyZ47/94cXuW63x/zSCO1+QK/v0g9d+pGi23dpdhwWm4rp+ZQTU312XXpdXK35/+Fff/+3Hq3VKp8V0tVfb2x93YNMY5YxZun7osWHfyfu7B/vhQuMj4zSDRVCSBwl8N2UoK/phZogBN/R+ErgSZfHj6zn5/7U5c23LPJdr1xk+8aI6YUGgVeh4ntUfZdaxaFdkdR7LiM1h24/pdNLWRdqeqGh3fdZnAs4e8YQJZpz0wm+bwCBpwyOFHR7CoFL0nW4artg50bD1k1dwrTNXU8oDh0d4zXX+lyzd4kP3mXwRJXtm7o894hi06hiTaNLoCpEsctsG2qBw+Z1gmcORVyzu8JtV8/zgTt7eG6dV99gcP0uX3484vOP1XjhRIWLNlbZviFlcixix5qYy7enKKVxlAEMVd9nctQnil3aXY/9R1w6fYduT9HpSzo96PQNna797u1eSqdnaPU0yz3BXEcxs6ypNpr81BtmefPNEVdeVOX8fIN2N6Db9+j2Hbp9h17fod1TNDuCpRYstjTdPnzqC0+4Wzav/Z362JOLr7z1hp85fLr/gT1bg/9zAb6w2GVpWfzQlx964D1bg4+OT1S6LIRjVIOU0bomThXgoJTAdRI8BzzHDB2Bo3ju6CRPH6lyZGqWN9/S4ZZL+4zWGyw2q9RaAY2eR6drL0qnL+n1HbqhQz809CNNFBvi2JCk9ogSD6NBKoHrCAJPMFoXjNVh/RrN5nVd1ow1+cJT8MDTLlKP8JprXa66pM1DL8RE/QY3XyVo9nrMLtS4abdmzWiXiuPTTxRzrRilBVftdqjWQ/YdDnjFNSPceGWbfYcVmBGuvdTjB79lkS89E3HPEzUOng7YOqlYP15hrF5lpA4VH1zHoCRoAwdPCNJUECeCKIEwxn7HMKUXavqhptvXdENNpwetEOY7ipk2hLrHq65e4I23tPjuV2uSpMHMQpVWJ6DTG4C725d0+pJ2V9LqGpqZxOlFYIzgoeemWQr/bvz2Kzv/dfeVr3GM7v2ZkJX/8wAe9pdxHfOD9z/w8Hs+9NH71/qVlN/88R61uEY1SKhXHKJYYLRECIEjBY5KcZ0U1zH2UAZPpVQdwXy3ykfv3cyXn25z6+XLvONVy1y+o8PEaJWF5Srtnk+352bAVvaIBGEsiRNbaZhqg63dskGl40DgQbWiGa/HbFrbJaHDkXMxf3N/wPEzNUb9Ctdd6nDTFS0ef7HJ3Y82uGFXwNYNXT58r0AJn0Y9ZrkTog0oAZONLq22h04qvPHWWT76+So7ZwLecEOXKF7g/ucniNOA6y9dyxuua7FrS5Mv7+vy3Jkqz57w2DwuGW8Iqr7Ac+1NKAUIYdAGtDbESXazxoYwtjdyP4JeBO2+YCkULLZBOH2u3rPMO75pmVsvS5moByy3qiy3q3R7Hp2+XQl6fUW3r+j0Bd2eoN0zdHoJrW5Cp29Xwlak0LLP994xzfSJe9cuLVffc9kVN5iZ2aU/X7d27P8MgL/49PvZdXGXfvMj75xt6ffOnJ5a03B6PHx4lK88s8QteyMCP6EaJESxDaQQAikVSgkcR+A4Ka6jcTNG911DxRUs9R0Wlsf42FdqPLa/w81XLvOOVy9z9c4mE2mFJPHp9gM6PZde6BDF1jtPUkmqBdoIBAYpDL6nqQYJvhfhuSHnFkLufFJy9KzHibNjKO2zc4PH3h2Kay9pofw5nj9WZ9NolcsugvWTSyy2Gly+SZJowxee8Am7ktFawmuv7/PZ+2NOT9fZc7HL+eU+B467bFk3xpU75njouTaPHBCEkcclO8a5ZIvPJZvbHDu/yNFz8MShKkeO16g6At+R1HxD4IKUNqgyxt6sSQpRYgPzTiho9QWtGCKdoE2fl+1q8Y5vanHr5Skbxj36YYOFZoV2NyODgrUV3VDQ7Ut6IXYV6Fmp0+lZcPdiQSuCV17b5Oa9Lg8/E7Pv+JfXVr5y5r1u4Cc//V//5oONNObdP/eOf7kA/6Xf+iC7rj7MM49e9N1Ep38v7J4eHQ18brjMpTrWZvdmjRAa30uoBilxmqANgEIKgVIKx7GM5TnaHq7GjwyBa6h6KaOBoB26LLXG+NsHGtz7bJ91Y13efnuTS7b06fc6XLbDsGW9Ioxd0lSRaonJwS01rpNyasZwYlqw3NN85qEq5+bHMJHLWKDYOOGwbb3DRZvgsp0ttJznfZ+tsbg4wg2XOFy2s8mXnxWIxGXtmKRWTejGHtJIMBLleDT7gplFwaWmyu3Xtnl4X4WNazxuuGycH/iWef7i822eOFyj03dZWK6zY2OFPRu6XL+7zVtf0WZqcZHPPOSz0PU5dd7l3DkPVwmklAgE2hhSDbE2pIlmbCLmiku7hGHMJVtC3nZ7yNoRxXjdJ44Dzs8FdHse3dDe/N2+ohdKeqGiFwp6fUEvhF6Y0g9Tun1Np5/SDQ3dSBAmliAOnKlyz9Mxh48IDp9eYPnAo2v27tr8e9dcviX+2Z+a+MipQ3/Itkt+/F8ewP/wfR/ix37oCvHv362/3TFH/vSOy/ZX9271qfgJ6yfhW+/oUPE8un1wnRTfi6kmAq2t0SOFwlECV9nA01EWiJ4r8F1N4BoqsaEaGUaClLGKoBtJ2lGNE2dr/MZHxkEniCTh2iu67FgfkSSgjcYYm8SRQiCVwHE9Dp/2OHg0oBY41D3JmqpgckKydtxh46Ri24aUPduWScUC//2TDU6dHuWG3S6XbE/pJW0efd5ntOIyMWIYrUdUK1YKaS1p9hWLHcNCM6XZqfDyy5Z58mCXQ6cVo42A6y8d5YffuMDvfwr2Ha3R6RmW2w4ziw3Wr6mydqzPtok+/+7buzSqTZ47AYfPSFzXoJRBCA0Y+5+BJIHt61NuvjwhjV3ixMeYKv3IZXreo5eBuh+pQr71IkE/FPQjaaVNpuX7kbaavq/phoZe39CPBWECCDh6foT//NeGjRWNQbLUhWDm0Oh3vX7pT88euij5/BM/9vF9j46ba2/6rn85AP/7u97PTS/z1O//+WNvmZme++DnHpkNnjjk8J4fWODizS5h5GT6USKFwXUSAl+htcQgECLTxEriONIyuKsII0kYafwoJYwNlVgTxpooMjQSCGNNmECUCPqxJEx94jTg0NEazx6C1BgstK02diV4ytZ81H24bAM0KjBSk4zVFROjDmvHYev6kA2Ty8Rmkf/+yRGOHR/hmosUF22W7Ny8xFcOJMwsjHDtDslYQxN4PXzpY5QgSSXCGJI0YqkTMLPgcs0lFa7a3eahfQHrxgTVoM41uzU/+ZYFfu9TmgPn6ix3NMttxdySw5rRGmONCmONERrVmMlazLZrInw3wXUSlEqRwgYTBntTxbFids4hThRxoohiRRhnz5EkjCVhJOlHkjASNkCNBGFkCCNNGGn6UUoYWT3fCw29jL37sSBMBYkRaCFoRYYwBh2nXLp1mZ/97jku29CpzkzXP7h74x/pe58b+eTffvJ96be95Ue+8QH+3//4rzl1qqKOn1h424lz5z/w8L4zwXgt4MvPTPLLfxnz7h9cZO8WQZK6RLGLMYJASwvugr0NSjooZXAcg+dIPFcQuoLQU0SxBXocG6Ikta5IUjpSSFJDmmpSjdXbmgLc9gYCR4Lrgu8IAl9Q9SW1qmKkKhkbEawdT9i2vku9tswnH464//lxlucbXLFVsW2Dy64tfVKxzBeeqFJzHSbHFPVqn+ePwQvHHS7fYuiGiit3xVyx0zB9PmVuyaPXr/K669o8+FyPI+cUtYrE9xpcfpHmP79zgfsO9PjsfWtYaBm2rU1ZajqMNhQjNZd61aVWMQS+xvc0vpPiKCu1ZNZaaQw2YaUFiZYkqSBJBHEiiRJBHEvC2DovUSyIYkMUQRinRLEFd04cYWzoRYZ+ZOhFgm4EnUjQjgXd1GB0ikliojTmqm1Nfun7F7jjioDT5+ugDwaddvShm3ZXvn/D5OZPPPf4x9Irb3j7NzbAr9/ryG6v950PPTX/Ry8cmA62THgs9wxjVY87H11LEhredvsyb391l1rVRfbt8moyV0BKg5IapQyuoyxzuwbfFYSeJIqFvTixIk4giqV1EJKB7ZekmjS17kJqMqckc0uEEEgJStoA1nMEvicJfEmtImhUDaN1zbrxkMmxNolZ5uMPSv7i8xOsDQKu2CrYusFl+0bNtg1LfPJRw+JiwCXrFWMNqFdjZk5KZpd8vB0QxoLJEcnoKBw5YVhqaabnA3ZtD3jltW3ufCBgog6+56HkKJfvFPzIG2Zx5Sx//9AYL5wLWNeKWTuaMFJT1CuKakVS8R18D3wXHMdYkAuQogRy7I2dakhTQZKSAR3i1BAlEMepJYVYEyWGKNbZAWFsmbkf50k3QScWLMeC5QTiOIawz0ily3e8fom33d7ljitcphfr9COX5XaNVnM+WG6O/enB466jjfPXWJ75xgT4wtk/R+uld546eva3JqtLjesvqTC9kHD4TILXBscP+MLja3j0eYfzS0v862/rMlpN8ZzUgltYcDvKw3E0nuPgOYrQVRm4VcY4wjJRxkpJgr14qXUStLYBl9Ym7+HMwG0BrpSw+t6xAAl8qAaaeiVhtJ4wOdpjzdgyDx+K+NDdFQ6fGGX7iMvO9bB5vcfmdbBna4tu0uLxgw0qymVyTDFah9F6yNhIgudZGWYM9EKPxVbMctfQ7CTMLnlsXV/nxktmufuJLofPNaj6Ma7yEGKEnZsU3/vqeV62Z5YP3V3n8f2jLHQc1jYSRqsJ1UBSCRS+K/BdiesKHCVRisw+tCg32B5WrSmAnqQ6W90sKcSJJkktuOMY4sTW44Sxybx1K0n6iWXtZixoJ4akH0HSZaLa4Sfetsy/++42Vd9nablCkiiW2w4HT1SYnofT06casRv/992X7/T+8x987C9+6Sf+97H4/zaALy22UFL+0F998iPvWes+P3HzlTVmFhqEcYizr8+DJ8fRUkItYDk0/NZHHQ4ea/Ktt3W5/eou6ydi2u0qPcfHdRJc18NzHXzPKfRjHNt6kTiRBbjjxDJTmkoSTcbcEm0YgNsmKTPmBkfZhInnGgJPUwkS6kHCWCNkw5oWM80uf/AZly88Oc7iUo2LJwVb1wo2rfXYvFawY2Mfx1vmo/c7HD9TY/c6yVhdMlJLkTLk3JzBdyRS2GRIFDtsW9viCVJaXcVSyzCzWGH35oC33t7kE1/2ODnj4zoxQrhoUyNOJNfuWGLbd7X4wr4uH/7COE+drLFpTLCmllILUgJP4LsCz7VxiqOwgbMURU2Gwd5kuV+eagv4AuSplXRW3llmjxMIExtIhrGgmwjaiaAdQxgn6G7I5jUtbru2yZtu6/DN1yf4KqDd9tFGMFIL2Xe8zT2PusSR5NyS5qKtBydedfnEe1/+8u9XP/uu7p/51eo3DsDD/gKOww88ve8L7/nonUfWLrQ9fuX75rh82yJn5jQvnK4SJSA8AdIFX9KMXT56r8/9z3a5em+b73p1j2++ocXESEi3H9ALY3zX6vQoLgVLiZOxtiBOJUkiSVNBqsVAa2tBoUqMZW4pQCnrOrgqsxu9lIqfUK+ErBnt0It7fPl5w998ZYTH948y5rlcvsmwYVyybsJj46Rk87qIizYt8dzJHp95cJIR5TA5ImjUBI1qTLOb8vlHA+qeQQgLrF7o8MabQz73mK2JaXY0s0sOm9fWefMtHR4/1ObgEY+an6CksCDXVfqR1frf+8omuzfM8tH7WjzywiinlyqsbwhGAkPV0wSOxnPBUQIl7Y1smRzy8iOdSTWtBytcogerXpJCnNqVMUptoN5LBZ1E0EmsPk/DkFq1y5tfu8R3vrrNtXsSNkxIorBKt+eSpAqtBdUg5LKLuvzdg4bTcxUu39nmF75nibp8du3dD3zpPbfe/Co9v9R8/5qxr/1Yua8pwI+fbbFj0yIgv++Jxx75zfd96KGJk2c6nGmP8zN/pBirhXT7ipNzDTwPPGWj/EQ7JEqROi5nmgHnHq3y2HM9PnFlh7e9qsdrb2oyPuISRj5h7BHFLnHiZIciSRRJmiVs0gHAtcmYWw9qyoQwWVBp6zgcR+O51pas+BH1So+UHl/aJ/nIvaPsPzGCiH22jxk2jBrWjComxz3Wr5FsnIzZur7Fmbk2f/zZGklYYfNmwWjdoVGDRjVGuBGtXo3RukEIgTEQJ5JxX5HohHbs0e6mLLUU5+YqXHpRnR/91mXe+9c+p+ZqOCrObgyHJAnoR5L1Ez7XXtziios6HDh1jr/5SoW7nxplqlmh5ivqHtRcW8rgKnCkTecLMVxdpwGj7U2XakFqIEmF9c9TC+wwtcDup9BLDEkSo+OIiaDH6169xNtf1ebWK2JGK4okDWi1POLUJU1l4YL1+oKb9ib80f9nim4fRiqStaMVpmYXaU99ae2jD/u/edkV1ycPPX7uL2+5voIQ4/88Ad5u93jx5MSbDh1+6Pe7sx9tdPoaSYP1VVhqjTG9pBFCUPEkgQRHajCQGEFsoK9cIuWQpD6zYYW/f6zG/ft7XH93m5/6tg6Xbm0zOapo1ByiyCNKXJIc5KnKwC1JtUQbiTFWEpgioAQpbMDqKI3jJPhegqsiWr2YuVbMf/tkwInZMfYdHMVoj4mKYO0aw5oRwURDMTHqsm5Csn4iYdNkl4nRJb7wtOapF0a5YrNgrC6pVyWNqqZWiRBuiO87OMr+fmOsfOqFDr1+TKIF7Z6m3TEstlymFxrctKfDjZcu89F7AiqLCkfGFpDGIUk9otj2eK4ZDXjZzg4vu7jDE7dNcWpO8qG7R5ldrnJ2wcdTkpor8HIZJm3gWRB5LlWwTJ4YQawh0YIwhX4CkTaQJpDESBWyaazH5ds7/NRb21y3N2WkokjSGu2uS5y4Gdk4mSy0t1MsXNzEZf1Ighg1RLHLUsvDdV2WmtN84YmPTfzbDf3fv+X6W5fSpPOZryUmv2YAf/LpQ1yxZ636L7/94Ysffvpw4/hZiSMD6oGmDoz6giSTCgJdsIkhdzcEsTZEWhBqSS8NiFKf+bDK3U81ePiFPjW/z/e/vsWWiYRtG3vcdFkbRyjqVQeEylhDFSfXmBJzYxDSoIT1zA0JyIQDJyRPHnK48/E6B07XiZIqdUcxWTGM1wxjVWN98IbD+IjDxKhg/XjCxskeGyaXuH9/yPvuXMuGUYfJBjRqikZNUK8mVPyQh19U9CMHt2ZBZYwgSiSBo7h6d4/Hnh+1hU+9lOWWy/yyz8z8GD/6hhnOzi/w2DOTuBIQMRpIEocodgkjSafnMFYPGG3UuHF3l9uu6PJdd8xx6Izmc48HPH6owovHayTCIQwV3VihhK3tGQ48s5yA0STaYLTGFSkjXkRAzI3XdNixoc/mNTHveG1IxZNZrVCFVseupknqkCQ2K5xqVdiSBpFZsVYkGkRBRCC4dnfMFRctkix+pXHkuYWLd135vWp5/lA6uuaSfz4AP/DCC1y0bZ334EOPv8t34t+K2/Osq3lF+lvnIM6aB8hO6uDkDv48MYYkFUQa+qkgdF3C1KWrK7TbCb/50XFMErNuss+lW/tMjCS87ZU9tq6NiOP8pEooMTeZ/pRSI6Tgb++r8NyxGsJxODVV5dxMlaCiGPEFozVDI9A0AqhXBCNVRaOuGKs7TIzCmtGEdRN9Nq1tkZpl/vbBBr1OjV2bDY2qol6V1CuaepDguhFfeCwg7ErctSCz7xsnklpF8brrezzwtKYTSjq9lFbXYbntML1QZe+OOm+7tcW+A1VOLdZRUgNxdp5c4lQRxjYx0+k7NDse9UqVWiVk7+Y+N+zpc2a2ycnzyzhuyrPHHT7xlSpCKQvulfMHjQY0RmuSWLNtXcLbX9ljzUjKnq2GdROQJi5RVCdOHZZaDkkO7FRmK6jKYh85ALjJ4p/8Ofv5oPbHR5s6S60+k8L81pFDT3b92q6/OPrioeji3f/rIP+aAHx2+izt5vzuc2fP/MHBA0/J9eOySLCkaea7aoPWWbVbHtyYMsBtd0r+dxMtqGlDnOtBLQm1R6Q9Yg1znTpfeU5j0Hz6cTuyAaOzY2AFZl4gQtj6cqkUSewgtYPrSOo+7Jg01FxN1ddUfaj6glpFUq8oGlWHkbpkrAETIwmTYyEbJ9ukLPHf/i7goefXsnMCxqoZe1cl9UpCtRJRq/aoVKr4SqJkpsGx3z2OXfo9QS9MaYeKTl/T7mnbMlfzODszwssvDfnJb5/hdz7hcHrZRwiNMTE6NcSJSxRL+qFLp6eo9xxqgUe1ElD1qwR+TL0Sce2uCM+NuW5Xwjte1cVRSZYE0pZVy6I8k3RaS4SQ+K4CPPqhw8KSYwGcHTbeUSTasnGSS8N0AN5U22pQe80FRosi0VYcmTkQRoJDJ56RF+32/2BisvdgHIX7vxbY/F8G+P6nPs7oaFo5cfzQWxanj4tNa306feiHKWGsSRJtfWltSsmWQfRuAxxr4aV5EqIE9sRg7SstrO2nITaCWCsSo7KCIt/+m2VgmwLbKAGOEDZTqSCoGALHEKgU3wXfgcAzVHwbH1QrkmrgWIDXBKN1zXgjYWI0ZO14h41rF3jfnZoP372OLaOKNXVNo6aoVxW1KlQrttP//ILm2HmfwLOlBpBX+gn6kcOO9Zr1a/q0+h69vslYXLLcdqhXAurVUd7xqlmOn5/mTz+zCUc6GDSpTkm0IU4cwkjRi2xhVDeQVPsOFd+l4qc02zbG8NyszNhNcaRtlJDSpvNFdljtmDGusSzb1FmVpc7AqwcxTvGsM8lRfs4ArtOMrUuZ1DS1UjVPMkWJTdT1+raH9tjUPrF5a/Mtm7dsP/aHf/rx3o//8Ld/fQG+diLxup1zP5dG535utNaR8YTHclvQ6UvCyKZ682aCNDUZcPPEixgkYUyefDC2Ei6luBFyVi8zfbESGFEESvkyCFkKHrKtRmxA60hwlHUWXCVwHZsR9RxB4EsCT1LxFZVAUa9I6lXDSC1ltJ4w3ghZM9Zl67oFHn8x5KP3bWQs8FlX1zSqwoK7IqkFmlqQUK+GPH4Ynj1U5eJJk+neQdq8Fyqu22PYtbXHE/tHs8KllE7PyUDuUg0qVIJRvuMVizz74iyPHVwPRqF1ale5xJDEpqgn6YUO1b6hEigCT+N7Lr6X4ju6KDF2lEYpbc+LtMk0hEGQsXkm7Qqg50chLWQhMQrw56w99POBTVu8T61Lk6TCeu1xXvNi6PZs+9zsYl924qlfapuG59fqvwZEXzeAT801Zaq7v+K0f/9nHH3GG6k2iJMUsJV/PcchzABuM2QlkKd5kkEUGjz3rAsAZ+DOkxI6Y2mdqZA8eTOU6x1yTLIjS+gomWUsFbh52W2W/fM9ReArKr6gWhHUK4ZGNWWkljBaD5kY6bFxconHDvf4lQ+s4/TZUS5aoxmtQqOiqFUUtQBqQUoliPHcPs2+QUmFqwxSDrRAqm3RVZx4NCox3UTTDW3FXref0u5KmhVFte0T+HW2r4/5z+9q8ssflDx6cB0GhTaaNNUkaUKUaKJY0Y8UPV9SCRWBJ/E9g+8pfEfjutbvd5SxAFdZGUQmU4Qwqxp0dQb2XF5YoFPIDz0E5GFAp8W1FJlMHQDcJpDsRIAoNvTCtAB4N4RjB6a8uaTxHz7w3u90f/HHFn9RiPF/cjr/nwzwZrON1vrX/uyv7/vpujgSvPJKQ6IDwthqLimz8tZIEjnYTGOWDh6Ae8DoOZsXd7wxGD0IQE3O1JluLx8lXBfFU+TJnALgAqWsXeZkrWiuI/E9iecqAt+OZKj4hlqgqVdTGtWYkXrEeKPHxsllHjvU5Zf/Yg2HT4+zbdw6LPWKpFaVlr0rhmqQUg1i4jTir+6pI5XClQYlBjahNiILzFy+9zVLfPGpiHbk29rqfkqnp2h3FE3fIfB8fLfBni0J7/7BBf7TXwge2b8ObSSptmn1OLEkEkaaMLDlrr4vCFyB79nMpueYImPrKI1U1huXWb2PKNuHpRNamAJaDK+YBcApgJ+uYu3hupdUQ5zYZFKcZN1GUZq10tke0U5fMN+XvKz6bNA8v+7feurNotvp/ny19k/LdP6TAd5ZOow25sb2zIHKqVaFV1/VxncTqoFDqgUYkTUpiGz8r7RVfclquaKLI2dqU4xrKIPbGDMM8At8rhzgeQ1GnslTKmt7c/K6E4nrSlu/4QkC3848qfoptYoFd6MWMdroMTna5PFDXX7l/eMcOLWGzWOCiVpJmgQOtcDWr1SChIof4boh5xbGcJVASZ3ZcoMgM00lSaLYMGaTJ604yGquNb1+SrsvqXQVgefiuQGuM8IlmxPe/QNz/MKfw2MvrCXV0gI8NcRJmjG5JvQ1QSTpe6qQYK4LrmMlmq1TMTiSTKaAyJ7LGM9xbhBDhJJfG2Nyph5+PQTurFwiz5KmibGfNyviCuO8V9RWKYaJQCPYOSn47F2HK1fccPTG/5UdJ/5JAP/8XV/m8Il69fjxP/duvnwRVzr0wwpK2m6cJLX6TQiJlLboJ1Z2aUocQZwKy+S6XA9Rclmy18YMUsomA/gQuMu0nT3ylHReJSilKKSJkrLoCLLyBAIXfE9TCQwV3+rnaiWmUY0YrfVYM9bkqSN9/tOfjfH8qUk2jioma5qRiqAeSKqBoloRVAJ7c9hUf8RjBwWdvkegyG4yq8HzJoRUC+LEoRYobrqszeMHGnRjsjrrlG5P0fYVvqfwXC/Tz6Ps3aL59R+e5Wf/BB45uJZYS2Kts2bpQQ9m6El8T1v2zmpT3OzmtgeZTBnIOJlleVlxWvNzbRjIlkE9S+68ZBnRlMI4GDC4KdW6ZCtOweA6K701hLE1EkZcwRcfriC9RU60Pu79m7e/vfrQ/V/svvy21/7vB3jcPo1T2zh6zxfv/OPFBfGKKze3qHgO2oDjaHw3JU1LLWDC6tBIGhxlAwwnA3quzfJA0+QsbgZgL0DN4HWuS4bwLbKEgszAnRUZqQLgZN35lsk8FzxXE3hZgZWfUsnkRb0SMlLvMVZv8czRkP/0Z2M8e3It60cdJquakQrUAkGtoqhWFNWCvVMCP6Fe7XP/sx7LzYCxsUGaPP/MuZsQp4q1E4pXXdXh/ie17aIpmglSuj1J4EoC18F1PByngpSavVsM7/nhWX72TwyPHF5LrB3ivAIwNQWT+7Esqgs9Z9As4kiBcvJzQ/H58pswlyp5Wq5g8lIOQw8xesny1QOzwOjheCvJ4rC8Tj8sGqJtGW6YQJytDmeXJMI1vNKYVzzy7JE/v+7lb/1XTz13bvllV/7jtjD/RwP88MmTSHnuZ6vy2e+8de8Z1oymOCoijByUdAov1QYuTnbisDsVJFaDOcqmgwuPPC3puoIVzFAguZq57dnOM3K5NBEyr6Ab6O68YtBRtknZdQyuaxuLA08TeCmVIKEaxNSCkHq1z/hIk30vhvzcn6zhmePrWDvqsraaMlI1Gbgz9g4kFd+yf+AnVP2IRIe0Ix+hJG7O4IUGFxnD2cKwOHapeX1bLhAFjOUg76d0PcvgvidxHQfXyTegNVy+3fDefzXDv/8jzSOH1hFrhzAVRKnOWFwQxBrfNXiu7WF1srjDUVY6qmx1VTLrys+fS4VZZUYvn/8yyPPVNpeQed29TrM4Kwd4akiK2nM7qqMfk3X72/rybmQLusIE/NDw13fN8arlw9958e5Hj4Vh/Av/Wxn8xaNnuHjb5m0/91//+xW+OczFG5s0xnqMuIbxEY9mp2rT0dm9T94wLPPGBYkjBYkaBB0Fixd+OEWB1OAkisEJLoS3GbB26aIUy23WoaOyYMrJxky4WRFSXj0YuGmmm2MqQchYo8tIrc1jBxN+/n1rePr4OiZHHCYrKSOBoZ6BuxJYOzEHd8VPCbyERi3i4EnDfftqeFLiKttZU97rJv+ucapItMPt18ZcfFGHY6crTFatbdaPTNbcm7Gwo3AcFyVNljQyXLYNfv1H5vmFP9E8eGCSflwhTCVRYqhmddy+iwW5k69eOpMoEqnSYoVTUpQALopAvfjUeV3FEJOXVlldcrVyqzc3DXJ5ovMAc1Bn3o+gH1twtyPBYiRo9VNG/D61SsSll0RsXLMfFXLFzTf87LZ288yp+siWrz3AT56aYnyssf2e+x/53dmp/ps+/0gV4/rcuLfF9nVt/s1b26wfT1lYNqscjtyuU8qQKJFlvkTWjCAKK9DKFLHaKWGF5i7O+AXALQxS5bagyXo5TTFLxXM0rqvxXRsvBF5C4EdUg5DxkS5L7S4P7Idf/8h6nju6hjUZuEcrhnpFUAtE4ZVb50Vb9vYswCt+SJSm9HsBgbI3mRRiqJIvT6TYQNOxWt4JCSM7fmEAcI3npXiug+tKHKVQ0i0AjoArdwh+/V8t8Zt/nfDIoQmmmg36NcloaqgndtqAnx1uIdFMZhdSAviAwYvPK4YZfEDlYLL5FNoMni0xlezcNKtxSW2ir2hCSbDxQlZf3ouhE8NiJGm1I7ZPLvKvv22BrZOS6/Y4JEmVTt+86dTRx9MNW678t82l6ZMjY+u/tgCfnj5Lu1W54eTxI29pzh7j6q0O002Xh56uclc8xvzyFL/wjiYbxpys2MZW9FkQGqRUyESSSEGSGpxUZJkwM6jbNqI4QTbRYApM50Avn+/iIlAOlkwmT0xWNWiZ23E0bjFqIi3A7XsZuMc7zC31eM9fVfnMo5PMd8aYHJFMBhm4A6u7q1lgWfElVd9kDG61d+BHQMS9z3gsxR4TPkP12IiSbjVWh0exQ8N3eOU1XR47HNGOfUZiXTT3eqGtVfccC3BHGZR0EdImaDBwyRbJ7/xUi8891uPX3r+Os/Nj9EYdRj1BPdFUE/BjO3rZU3agkZsHmlIUQXD+XJYpQoghFi+IvFRLdCE5mY+tSEsdVXbVygGeNYMnlsFbsaQdpuzauMQvfu8sb7zZpdsb5exsg5nFCrMLU2xpH3lLP6n9VRz1Tn5NGdykbZC1XUcOPvJvos6L7NpeY7GpqfkJdT/lxILPJ+9fy4bxkHf/YN9OIXVUFmwyKHYSlsGTRJJogU5tFeFKP7UozjGlEznE24OTLYUudL4NaDOAK4MjLbDtiIl8zESK5yYEXozvxdQrPRyny/3Ppvz55xvc+dBaIt1gbUOwJrCyxFqAuU+uskNkzF1m7xjHCXn4hVG6kcOGav55VjJ4vnJJ4kQRuIob9/ZItAV4Lxb0czcksjaa6+QWp8qAaIWgBZxgzajgO+/oUPeneP/nezzwwgTTcYVuIGkkhppjLMizYUmuMllcYjKQm8J1yldcIUEw/NmFGF5NLfGYYWel1ExRDjrLXnicZh1CeSNFCkkU8YNvnOdNLxfMzE9wdnaEmcWA2UWXmXnNgZP7eUNlx7/5plfe8vTiUvfI+Ng/7I3/gwBfnDvHscOfwHHHNur+kdsu2XIaR0xybk7hOgKlYvqxZrbjcWLaRak+SiW4jkOqk6JcMmdXldqT6azIguWsndtO5WAmCyez6D4PLgc3jcj/7axiUEmywZS6YG5X2VoM343xvJjAjahW+3hel4/c7fAbf7mWY3PjuH7A+rpg3E9p+IaaD7Wsw77i22xnkCWEbP1Kmq0EVp7Mt1I6kYenFJ40RYCZIyS32qylZhM+UeJScfusH+2x3K3Ti0XhLniuxnXTzOZTmd2pBsmZInC1lY9vurXDdZfO8esf6vPhL0yymNTo+i41V9JwbA2O79hmk7wZwsmTPjIvbRClLiAzBPALsXgB9CGQD7LOZT881VmaPmumCBNbNRprQMfsWB8TJzXmlmucm6syPe8ws6A5P5+w/0QTOfbMbcthe+PcwvKRI8fOsWvnV3dV/kGAp2nKjovesv2xp1943yfvvJuXX9Fl56YexlRxlIvnCtphzMawx+tv7KG1ypg0xVHSzhbEZE3EklRJVGoy52SQ7i2nhYeBPUzfhYW1Atx52tkCvMzcaQbyBM+xksT3Qny3x8mZhD/9XI1PPTjB8ZkxGlWX8QDG/JS6b7LUew5umYFbFkmhINPevmdvnEYt5JMPOxw5VSHIhhMVQGGA8kGyxOrwOHG4ZBt8y3Vt/vyuCTpVh0Zs6McGP8riBqVxHGndD0UJ5G5pqbWrwtY1kp//ni5X7DjLn9w5zvHpERaTCl3XoaYE1QzonjT2xslcprxuR5YyrwWbZ9H8ULaT4YBzIFkG1uGg5MJ63DbQzCtEIdL2OTWAUNz1WIUrthtmFjxOnXeYX0pZWI45dt5QHY3ZVD3Axeuvft/1V9z0+ihs/oNS5asCvNONqFZcHn78ic0vHNq/U8chnX7A5g0hk2MunquYHFW8bG/IRVsXuWQrdEMPsEzqKA0mgdwuVDaaVlKjVdZSVqpxyDNmlhlK9dw5vjNvdqAPTZFqltIURURK5uyd4jqJ7dxxEnw/xHNC2mnEH3zc4/2fW8+5hVG0qjA+ohj3DCOeppoxd7VI38usTiWTJpl3XoDbs9nLMI44ctanE/mM+ZmLkyedcpDk38+UalJih0bNYcfmCOX3aUd1ep6gEhvCHOBOmiVqlPWxZV4CfKHgVTE50uVH39TlLbdP8/7PtfjTv51gvlej5wQEjqLqCCrK4CfGsrk0hR53ZClgz1cgLsDmJf4pe+RlCzHN4428iz8De6ztzMRIC+J8xfZ9PnLfRh4/CpeuFTT8kH5kd61Y6gq2TvhMz3Y5d/rZnWMjcvOunTedNCZBiJeG8VcFeHN5DmHqk67jf/ye+55xv+UWyd5NLv1IMFaPqPiWrUcbEesnfNLUoLXOspgWaMYhqwuRSC1JpbTg1hJt0kFRvMlZXGBe4vMMwG1WsLdGZa1oSqUW4E6Ko1I8NybwIjw3otmPePg5yUfubvC3D07QT+t4nseEJxj1NDXPUPUNVW8A7sCX+L7Ez6SJTQxlzkQGcM+1mc8T5w0PPFUlil38mlkVYOYPXWhwex6iWOG6Dq+6rs1Hv9Th8NkavcCWkYauwUvAjTVupFFKWt9aCntO8+E+OcBzj11Lqr7DutEe//47uuzdGvLhu+s8eXCEuV6NvvJwXYfAEVQk+MrgSmPZvCxVVrD4oDtnJcgHhFR2wVIz6PnUJmPwjM1z9k7y1Vo6hKLO9KwhiFPGqjECq9kDB06dcqkLuGLnM66Qt3x8cbF9VRy15v7JDL5hfV2ePX38hukTD4/cerlL4Eq6/T6ek1KrRFQDgVKawI/tDLxUZrPxLKNCCsV8EzFoZcqK6getZYOg0iC4EMJFWQ8KgxS6YG77Oi8FTVEqLeSI48Q0OzEP7Rd84K4Gd+8bYbFZR1YC6hXFqGtoeJqqa6h6hopHxtqWuSu+JPAUgScIPLIKPZ2BW+O7Vn8rJ+TFs3CuGdjESqZvhxMng4DZdjmJbOmWRJHDuoZg15Yez59O6MZuNqYBvAjr4as0kyh5osYSR/lRLoRKU0mc2vrwt7+qx2uvX+LLT7f54BcaPHmwwUK7SlN6dDwHTwk8KfAltodT2CA9L1bLGd0CXKxi8TKT5/pck91wuUzJmDzOej8jDVH22lgGw80C6HYosr2RBt+rHmjC0OWeRySnF+8fueN2c8Pu3bvu4qsMD/rqEmVp2g+c5I88TtR2be1TDVIqfozrpEipIXMtXGVlgJS6qC9WJgOekGhpAa2MLkC9krlhOLgcsDZD5ZzDskQXh5IpSqZ4uZshY+baCfc/5fD5h+p85oERZls1RBDg1l0aDoy4tpOn4pLJDqh4IjtkVnKa6W5P4OfsnQPcSfC8hMCLMCbm3n0+p85XWDMucKXO9KwYNPqWkFBu3UpTRS902bZO8Kprunzq0YhO7NKLBYFr8BLL4mGcl7qmVoMXCRk5JFPsIYtGBZs1daj4IW+/o8c3XbfApx9s87mHqtz/XJ3ZZpWe8Oh5Do6rcITAlQJXShxhcAU2vilJLZk5OCuRXm5FzAGegzw1gsRYYMfZ67TIl1i7LTHQTWzc1k9sQZidHWkTRTPLdljScv9U7fobzB+dPDW9F+j9owG+2DKEaf+75xc+MbpnyzFM1j0jhQW2lINuEAsuCzIhizwmGoHU9mRbIJdZe/gocF00CueF3fnSqLOTq7PmYY2QOtPbmRQJYnphyuFzcHJK8Tf3jHDXkw1ml2rgBjgNl6qS1F1D3dFUXEPFhcC14A5cO5PQlpnK0iGyPzcZyHUBcs+17WnHpjTPn/DBdbNl3pRS9CUKLzFd7qRYN8WOc758R8ilmzscOlelFwiqicCPDaEis/Z0xt65m5LbeAOtUvjsRYOCyqYPuPQjl0ol5J2vC3njTct88akOH/tSlZNTAYfOVYmWfRLfoe84SCVtOh/7+yTg5Npc2Pf518qvYA5sy7oZg2OBnBRAz7uvVmQEEaRG0DaCUNubzMm7srCroerarKk42+KW/c8zOf7VrcKXBHizuSyiOPrJ9//94dGN9ZCrLupzza7EFvA7dnhjFGflOMIUsqHoDMnZRGZsYmwJrc7AXhyZJDFlH00MAD6QJroY+yCFvZl8305STdOE8wtwz1dcjp6tcP/jFc4tVTg2VQXfR1VdAkdRcww1R1sXwTX4jh0c77tkIM4PmR0qAziZ5s7A7ab4rmVvz4kJgogTc3DwZBVXDtuDw9p1RRBW9C7apt0kcbl0W49da7vsP57QTVzqsSB0wEtsQZIqAVxKgZByiMktsEp9r7kMyhqDk1QRpy6h69GoRHzva/rcekWTc0st7n3C4/gZny/uqzK1EJD2XLR0iD0FUmWZTVlIFFmSKnntylDAWTB5XjBXTk/bJmf7l3XpulsSDIUgzLwnkwCJQTopUsVct6vH1dtjtk88seab3/AT/+Z7eqff61W2XjB0e0mA/80n7iROUr547xJTrY1Mjne4dEuT26/pcNnWmHVjmp3bNa6xYC9/ofxuLIPYlIGNyFqjxArWLnFc4ZgM62ylUlw/JU4Nx88Inj+uuOfxKvtP+LxwokIr9AkjH1wP1XDwlaSqoOpoKiUf2HfyOo28bNbWhfuZLPE8hefJ7AYwA+3tpjaz6FqdH3gxRkfMLEpC4+M4Ek8ay3SSkuNT+nZFADbod0wzP1zgMDkeIVWfTuzSdYR1OuJBwZij9FAGUuaFIwD5sCPyht9cBg0GI7mpKsZPdEOP9WMRW9fFXHtRSC/q8f0nmuw/6XLPYxWePxFw/LRPnDgYX2GkyjJApei5/PvLRSuFUZ6zdQ7oHNTl9+W7Ivu3ElBodu4I2TgWc8m2kFdclbB7s2SiXqHZ6dTOnnj8OxHOe/9RDH733fewsNRSDzzyvBgLDN2ey4mpCZ4/2eCepzqMqC5bN/a5fHef114XcvvVEQKD60KlWooYtCBNLLApA5tclojBnVsyvYW0pbcIO8skjgzdvg0wT56V/PXdPt1Y8cwLAUfP+Mx3PMLEs7OPlYtqOHhSUFFQlYbAyXdmywqPlGVtzxU26VEGtyvxMlnie+B7ZK6JTZm7jsZzkywjGlMJImaXUu55pE6z7TM2InCkLkoGcpCvfOQkVu51DEPFmgnFa2/q88Une5xu1ui50soUB9zE4Ma5Z5157DK1diHlWSey+B3aOMOtZfmIB0eRuIo4dYhj11qpbkzNi7n18pgb90a8+baQF89Inj3o0osUH76nyolpF4Sk23NIeyqvs8UoBn7iCq4a8kbLr41GJCCMyTYhgErN1gqB4VXXhLzm2pDLdsds22gIhEvdD+j0aswtNVhYqjDXOivqE5ephx/8cnLLra/6nwO4lDA5Xv+Duh9fuaZha3cRMNdzWQxHmYurnFjq88iBkE/cG7FmNMbolGt2R7z91f2segwmRzVXXx5TC6xuImfrl/IBEQgJzS48+5zDQktSCSSPH3T57IMB/VjRjxXnpz20cIiNixYuOA7Cd3CkxFOCQBoCZQikZWpPmcEObYpsiqxlbi/vyyzArbIeTVGwt+dqPC8v0EoL9va8GKUivvK04lOP1lGegy9N5inDcE3HagbPvXCrwyVxquj3Xd54c4/PPNziw/eO0EkCapkOd3MdHlM0DefdQkLIgkntr5IlrS+GbMkklSSOZXLXUSSOg5OkFugqxclMg/FKws17Em7aE2NEyNvu6NKPbQ3J3z/k88RBj4ovmG8pnt3v0erK0riVl7irs4tvtKFW0Vx9Tcya0dRazCm8/dU9rtoVY7RgzQiMjwjQLknq0Q8DFlsBzU6VhWaFmQWXVhheefXa2h9ozY/+TzH4uekmI2ONxqMPfnrP+GhfVXyBowwVxzDqWVek6fj0E4cw8ZhuRUwvxWASXjyd8tl7G4DGpDAylnLDlTH1ikanL4nqEr6trlzuSJ583qPVVEilCI0k1AojFAgHOxfYAamQUuJKiSexiQup8STZDmxk4M7A4VCUjfou2V4/smg8LoPbMnxWVuvmDJ6WjgTfiTEm4ty8RxQG+CMSL0t7q6wqbyiLmXf0MEivD0BuJ0JFsctYXbFlTYQn+vQSn14iqDh2QH1eQ2LLgHXWrJBX/8nid9nfkQX3WpeG4GtbyVmSRkmSZnkDZRNkKkElKVFsLVdHpkiVsHkyHzeRsndbj8j0kI6m2RI8+bzDckdaW680NesCdG73ENKGWsVw45URI6MWLxhBRQoUgtQoO2gotCPhwsgjjD36oUcUOySJpBvC1Nyy2t5a3PMt3/xtDWOWW0KMfnWALy8v0e203vuJL5y844lnF3CFh0ltbULVtVrYEYKWlHRkQJo6IGMwMYlJaOoseJCG1pLh/L1fbSPQIkVGMehBCIyQ6BwlSIpuYaEQUiKkRAmBKyBQBk/YtLOXMZwrc9+49OxknfSKbOs9CnDbti6Fl4HbcyhKTC2DZyzuaLwsO+q6Mb4fc2Ze86Ev1sDxcKUYBJiFPBGrGLxciZcPCbVgs0N1otjlHa/t8en7e7wwU6eTulQTuymtrQI0g06cbE+e4neVz2ehBGSpwCs/dFEL4zgKN7WJsRzoSuoiaaZUisycMhsLWZvYkRoZayYrmm++RYNMSvVC2VEyDFZdfSOsFE9V1kMgSRNFrBVpaqdmRYlLHLt26GrkEiZ2elYQJFyyPWLPtiYj9RfvaC6dfa/WyardrVYBfPrk3QghvFt3T3HRmOCPP6epKccOynFyiwhUbO/ENi6pkKAlaAdEShEdS0P6kmFsKTgpAJ5HZTL7eR65Zw3MwtpGrswALa1H62YNtK7Mm2pLrx1Kc1By1h501Q8ALgvZ4numaGnzPF0anJPgZuztOTFSRpyaFsy1AoTj4EuG5IlcEX+VMvWDcQxl4GX6OEpcJhoh29b3ODQd0ksd+in4qcBNDW7WFaUSigC8sOuEKt1Ng7yCnbRrKI99sNJI46SaVAkcR+KkGbgdXQwJUkWuYQDuPOchMldLxBlE888icrPQXGAkhVnxbmBE6MzWTDO3x85h9Agju5dTnMV0VT/Gc1v80SfHQXS4ZP89ntarbyRn9Q/2gRFs3TTH4fMGrcfxsgSHANxSdinJzPou9g5EpGDSIa01zNalr7kS3Ll+LACdT6SiSDQ4wupbR9h0cu41u9Jk3TsUw30cmXeR27pnTzHUcGzBLe2zlwM9Dz4zcOfdP44uJIrr2I2ePC8mIeZzD1eYmavgjii8XJpkAWahv1mhSIcq74bni6Spoh/aCbZvuKXDw8/1aSUBXcehkmiibIUaFEaVsoxCM+gcygPNQWeUtQ5Vxt6QOvZ3ulpYgKcGx0ltsVqqSZTKchwGWQK6zIraBs/25wWYywel1H7+HlNUhULuvA2cNpuccqylGTuEkUsvtCPk4kQW5dFBIAhqSzxxIGap3xvaveOCAP/UZ75IT9Refs/9X7ju5NkWR896bKgrRisaz7UnLkoMqmezSm5icDMwpkV0IVfHF0MpL1HIUZHpUyns5chBbYE9ALLKAF48l+ol8td5e5pT9F+Kkq2WD/spd9WXAJ4HnLnudnJZYjK9PVxL7rkxnhsx3dTsO1oBx8PJ5Emeni8YnGEWLxirVH03YFVZeOJx7HLNxSEToz2aS1W6iaKqwE3sd1GpsUdcBniWCCt+kSzKH4pyCG0yNhd2eFB2YzlKWv2dimK8tGVvmTWP5NOw0kEmOQO4KD9nDD4AuAVzXih3IZAPpg1YJi8Sgtn5iBJFp+fS6TmEsQKg27e7e7zllg7X7EwZG69fd+nl3/zyX/yJNz502VWvvjDApdRo3ftmk1SvXl6osW1C2VYnx0FJezHC2Fo6zVAUWakBiFeDO2cwWXqWxbMZAJesYUHkAVrewEDpZwPtWbSkiQFz2+bivFMle110rwyAnTffWvbONLdDobdzS9Ay9gDcblGdGCOIufNBn4f315G+tSXdvNmi5JyUEz3lk1MONAcsbgPNVCt6fZebLuvxLbe2+dM760SpTyeVBKkhTEo3tSjJFCmLhNjgV70Uk9utXVKVTRdTVqakSqKy17YpOQN2EdTKFaUSeeFbGeRl9h4APh8RN8TsF5iolWe2839La0Gn5zC35NOP7JdTUjO37BG4NTyRkMaNq5eXe9+cpulDF2Tw8+enqFZrr334ofu/p+41uXKXX7SclbfA0AYQES9Mp8z1JTF5La89BuAtPxsUZeBaQAthht4XFYJiwOZ5bXKua/NpTMNAx5aQqhzsYpjFs24YVw2D245TWMHcWc9mvpOy6+QNB0npiImI+di9DVLjo4rsZTnALPU1MrDvBuGXKDXrZsVnaT472wZZApe3v7LLX30uZFnH9NKAXipwEwoWl9IgE1FiUwliZe2RLFmTogRyQerkDcJZ4KkNKosHlNIoLa00SU3B5jmwVcHeGZvnwM5Bn81kXylXyuxesH2Z3TO55SqDU9UkWrD/aJ0TUzaJJQApZbF1eRRLpFrErbe/5/bbb7/v/PmpL27YsHEY4L4TooS8eKK+vHPDRJOwUSHJ5HSxj6Sy3uUNl3fo0OSzj9VIZdVadkLYzVQz3eyQF+jkAM4SHwwX0kuGl3QpbKJHDf1sWHOqVUc230MNgJ6PRhgadpMB21Fi4KQUdqDtuLeNySZj7kGA6ZTY23cj9h2VHJkKMMpFSYknNY4Y/s6yJMBXuigMaXBKVZaicFTixGXnxphLL+rw6IsVYuXRSwSBBDc1OInIVkDbFieTTIcj7SYDQ79SlFhclKRRVunnZEGnY7KgM+u+UhmwlRmAW2Sgl2qoqjMH+xCLF2Uc5ZKO1Vq9CFizWiZb8pzYPMNzKR+/f4yGK6gFw4OU7I4ZhoVmmzWbmjuvaYcXtzvRF1cxeL+7RBKHOLLLhomYRCviRBQ9lUpaq6xRjdmyvst/2TnPQivivv0KPIlA4QjwBLiFfh4Gr8p0WNlhKArrSz9TMr9LB7Ilt92GZg2WQZ51ujgF2Adj2px8+++cuUvDfyygKYBdZCsL5rbbGnp5cOnEGGI+cW+VhYUKwnes716+CVfWoJRjkXK1nR5m1bTsTWsbYK0Zl3z7q9rsO9ogTAO6yqOSWi3uiNLqlpjCJrQ7aMh8UNxAqqzQ43a8w2AqlZYZ2JVE6axcVmcrkx6UPVtA52yez1QpsXihz80FQM0QwPNgVUuNEtaoyGuOfDfi4QOan/+zBnHosHMioRHY65YbHbZMG1qdlPnFDjOz83S6/dUS5ezRvwUkabzE+skISIhiOdgrXho7e7AS0ah1qI9EjI+l5DMElABfkGXySvp4BYDzjG4+C0+sYOoy4MWQLMkBPxjmM8zeYvC+CDDzITcykykSz8kGAOXgdgfgdotUvM5ep0OHo2znzgun4ON31wmlh5Kq+M7lmSwrM5irdCaDC7RyRLHOGDxJHfzU4dtf0+cDd3V57niFWLl0pcRLte2nlAKZ5s0f+QooMudCZxpcZ79reN+iwSDNrMpPWl/e0RbQqQRHZxo8B3q5rS0D+pBMkcMgLwNaSl0wuQW/RurshjECpP2c+TbkAEvLcHYKnKrBb0pG+7ZIzs5bt/XlUSpIEpf7nzjC4ROzpKkeBviLx85x0UUbq3ff+V92iPg829Z2qPou4BBGtpZBSoOj7Fgy123z4c+7PH6gYtvRpE26+NJYNpN5cGgGUkMOgHuhfj8pV7C4GAAlr6seNMZmQF8FbIpKuwLcTvbaEaWEzwDcZdZ2lbYzQ4oWsbynM8mOGOVGHDnn0I48ULY8wC3r7xKwC6dopYtS0sNmpRdequHOtXjNFezZ1Oe5IxGp9ulpjyDNykkzDa6ELamwNqtZEc5CUbFHuXy5/DlM1kZoAa+0lXypllmTuCEtygMsgSXldkGRbRGTE5QsM3j+MzkMdpnFDkajSkVWstjnR3H9ZTHf/80L/NU9AWebNVqBxM8+gzYQRZCIFNeLWFtZ5sor1+/4uZ/4meoHfvcHukFtswX4uXPn6babr3nowI6f/dhdB7nxMo9rdva47cqY3VsAoxDC4DoJiYn40F0O737/OOeadajYDF5FYhMd+biGnHmlWaWny7ZW2cvNGVuWQF1mxYLNS5V0jhTF9Nicve223LLQ3sVMwgzgTkmWWBCb0mtd6oHMjqw2w/ciFtua//F3dRZ6AcK3td9e7sPLwSpTBvlLPYrmAC2ywrqyBrcXOUkcGlWHn3hrmy/va7AQekTSoSclnhSD9rJyFzyiKFsW6KKM1qAxSIzJn8WQTenkw1Clfa30IIBPSwye5lNpi0ZvMvCLUrDJCjZnBcOLwSpQVJbmXrpCCE0Yu6yfiPmlH2oiheAv71rDbL9i7zwBDglXbu1x01Vtrr4o5vrdsGXHjT87fe7Fh9CdTxcMfvjwISqBT9Q8T6Dr3PnAOH/3QI+9W5f4jlctU3FsS5rr2o08/+rzo5xdHoFKgKsUNQUVpW0avLjYpZqMCzSxrtLhpeaA4YmnufYWA6DLEmtLgVSD8WN5O5ejBI6UOJkkKTKaTpbdXAlsdzA7xVGr2dtVMZ4X8Tf3uhw4VgHpIqVlE+cCsUTRh/kS06HKnS/DcmEgUxJtW86SxOXynV3edGuLD9wVoB2fnvTwpRjIQSmI89/PCiYXGkyep9BFmfJwLyxoBcrYVUEbgdL23KUyB7soDc63AE0La7QE5LyVUFOUEeTAL/7MCKTOtLfM+waypZtBqTTdCusagn//PS02rok4NeviulZqVdyUt78yYvcmjzQZ49CJGs8dWKIx/jw6jQYSxXF9hONRr3lctA5qgeHoQpUnjvg8dngEdGhrO4UEXFA+ourafRgdqKqsYi/LLjqypJHL8kOukCeFBBEr3pdZWxSSZBjgpYlMQwCXA4AXiZ4c4Cabk62zGpUBaw9APnBNHGXZ23Xs1Kqlpubvv1JnvulDkLknYsBsLyVRinELK1TDBW27cr9qmrspDmMNxbfe0eUzD/dZ6PhEyqGXysyeFKWWMlNUO4ihX5br8fxHukgE5TNpnJzNVfY6CzqVtOAvA73M2JbVRUlmliWKGtbnOi8jHgStWubyaCDZVqbvN4xG/Pz3RAjRRwg7Mz5JXeKkytzSCGemxzl53mVyvcfawCGOrA53Zs4fZWRkbPuzzz71kwtn53jZXpdnjyVMt6BfVbSSOmlatWlQYZtcHSXwpR07UFHa1oQUQ2QGwC5fdHkB+bGSvcsTTgcgF8NAl4PJsVIOyxKZaW9VBrYa7EVfMLcyK+SJXnGkdlBQrr2VzVyeOCl48VSAxkdIp7ihB9WD5ZVJlFwNimizXIsyYPLBxk/5rMZch2ttg02MwyXbInZu6LNwqIJJPcviqZUpTsnFKRIredZY5L/Zgnyweuiif7NYSWSmzTWkmSuVKlDGXte0mIIlSvJEDLG6EAP5IfIbr5BRegjgWgqbYDQCo4b7dMu18knq4ii/8N61sX2mYWRT+Odm4fmjksq586jqrp+86upbnjnwwosnHd/tkybd9ZvXtl9721UHaEXw3FSdftygquyHi5QqQhVHWBlSLkt1cudElVLoJc96pQRRcqXeFiUXYIX2Lg2yL8YilwCtJJlEyZi7VHw4YO/sBhwCdwnk2X71rrLAztlbqbzCLkapmM89WufIfAW8gTxx5XBAXGbvleMiLiRT9KqAM89o5m5KVkYbOVy0JuINN3V54oVqViOdafE0m2WSlnR48Zzp8SLNpHMBUAJTSa7IvNUQZMbiSmfAzwbm68zJ0vm1ykZMFKwuDVJn78UK2ZKNuhgAPGNxo9HarrxaC1RpdzcntX23SjpF4sgYUVRf+l5KpOe5/4UK5+ZabNidvvbifrh+uZeedE5MC0br8Mjzkr/6pI82HifOBHiOvetdbSeD5l5XkczJjP88ZZxPRsp92SFgZ4AdDFp/CXAXnupAtgxmgFh2H4xLKOlvNZAsw+A2JZCvBPcwY+cj3uxErCxzqaz2rlQjHj2s+PRXavT6HlQdHClwV5YWrAgwyzU3q9F9Af29wjIs++Jx4jBSd3jz7X3uerjL44c9TM2ll/r2ehQlDWIA7uwXFUFnqXXKDH0OPbjBlGXzVFo9rjN5kiejpLKgt0FnzszDZoDKbMoBc5uBHViyGIXM5odLk/0um5ZXUqK0JtUaR0u72ZaSGcAHCaycABBw5U7D//e7eyw0U268vM+akZS6l+AkkSGJU5KepDNXR0iXcc/QQ9OLBYmwLAXlrGJpaV5R+FRYeaIsL1aAWpYZW6wCx9AQyBJzy5IsybW3lOXkzoqKQqcM8mFwF4DO5xeqUj20k6Iy58TzIuIo5a5Hqrxwugqui5DKJrQKL7hkcb5EFeHK4ZtFur4YXFmSKWZFwVFmF0aRw96tCa+7pcOzJyuEiUcqXXpa4aUrcw6ZHk9LcqUE8ryM1qiVJbx26pjKtbDMAtDMlstZXWZSRhprX0s5eJ2uMAgKd6X0s1QIpDLoTJsXQM+JsmDxDPCpLEoE8urEvPKwHzn0+g1GA4WrY1x80tigE4Fz5Lm7cRxFf7nNrVfVCWM4Pxfx4jlNPy5lFfM7L2MspQaVfUPAHtLLL2355Y0AeUdKcVFKf251nm1jGwxoHwB7OEUPsgRulTN4MUnVvnayrfTy3cbcjLGdjMWLwFJZ7e17EftPCb74cJVuz4OaixRiyBrM7dBB+cFwgDl4rHCnM++3PH54VcKnVIAVxS71RsTrbunzmfv7PHvcB8cj1JJepsWVBpWWZAolTS5EqXDIDM1dNznYjRlMQ1CDXYqlzOSKzAGePQ/pazGQH3q1xTsA+rCMUdJKFSnzwi9TgDxNZdZ0IVcXeGWfPYoVR88GnJt16PQ8nj3xDF7wIkZrnJp3FpBsGI/ZOBailKDZXeb3Plmh2/SpuGYQPBbywxRM/g+Bu7zTmSgBfcgOzF4PfmbBrEqvC0lSOCelG62U2cwZOx9875TAbQdYmhKoMwYvjswWzJ5dNyYxKXc+VOGB/RU7P0wqWzm4qvJxwNhDWly8hEQZYu+SDteDZuTU5HNNBkAPey63XdblDS/vcuBUQJK4GKHoCQc3zYJNketxkVmGg9tKlJjc5HUDKt9I12SBXs7YdkSF0ZZstBRWupSBLmwMJLU950KXySyXJqtt3zKraylIhSm2NlRaF3rekcaCO8uoKpXV32T16YGfMr3c5tMPQatVQYqUem2BIGihtcHZf7ZDqiWNSpdLNy+yZV3Ks6dS5sNNxFpQF7lDkoOmZP+pgRTJ3w+l1FeAesglWam3C1dFUJYnImPxsqNSvqmKz5OfnNJI4PxQK8CtVDatVenC83acAbiVk6BUjOfGPHNS8vF764AH0kUIZVvicmtQDJyLgYORe9+5pytKlp0YaN8haVCakZ4fqUCrbPRDsUe8gzEOb39lj3se6fPkMQ+US6KVrTQs3XQitUEmqRmSSybjb5OB2+R+cYnJZc7kxgJbGWklSO7VqxXSROQOi7XdC6ZeBezs/ysBPc0dmFymZJNzlbRAV3oww9zJWN/FrkpKahrVNrEIObowxpaJmMu2BkyOe8SJwfnsAw2EsJ3Wnt9jcjTlmRM1ZhcCJitmqLex0NuKIYmwMphc5YYM2YJiaKOoQp5IQXnrPylWau9SoVXx+/OdHHKJYgaND0NHmbnzUcR64JhkrsngSHDdhFgn3Pd4heePVuxICmmDSy8rJltVciDFKidFlBibIYANXqxqgChr8WyZ1ipzVFLb4XLZzj633WBZvJdaFg+FZ6VKnilGFM/lrpr8pss/xJAeN5bNVWllURKM1BlTZ3LFZAaAHgawLl97ndedlOSLKAebg/83LfIbxrJ5HmOJUsGXtE6LUrqIa8JYsXmNy//7ri4HTncZq0nWja7Hcypok+BcvTOkFgj2n4LPPT6BqxzqgWGyoqm7prQjQM6WYohBC/YuJIYpAbQE6Ato7WKscPb3y2xe1uPlasIhYGe6O2dwu5wNBrpbCZJvYzIMbqf0bGeZZ+MSssNzYo6cF3zwrjph7ELVAaFwhR1OmdfaDNtyZUlS1iwv4aKs1MClQHO4CGvgiadZlWHVl3zf67rc+UCNw+fszZdqRU8oXA1KZxIgFbbOOs2kSTqIdI3K1xUz9HnUKpfHuhzSZNcme21zf6JgcJXlAguWzq+xLjO3GchPLbLsZ05gwwmjot49zfdasiUDjh6M+xPCxVBl7ajijRtiEAmPH4RT03Ycn/Mtb/judU88+8J/PPbIQ2wac6h52jb15uWjeYGSGgDb6t9hdh2AWaxi7GH7bFhnlwE+pM3lwLEpA7sIdtUw0PN6ZRtgluRJDu4hx2RYdxedOgXAYyKT8Ml7azxzpGLbfURe9511IZUG+6wsOyhck6/iga+0Ck1pUGU+x9FoO6x0aAJW1q8Y9V2u2dXjra/s8Hsf8ehpB7RDLCTdVGSlyQyclIK3S32LA7VkAZ+vJMp+DscUvePFs81EiiK9LkyJ1QWILMVfzkwLWQK/EIjCaRneTSJdGYwWOMuypdqg8m0ndSkRlNrpvIstW2K7YaLF7j0v/4+N8Wt+xOm2pkZH/fj1O8cVrUAQxilSUjB23s84SOKslA1ikLRZAWpRBu0K/V3+2fD/w1CQOgx0M8TgxesyuKVZIVEyIMuBi6JKyZyVSR2lYlwn5sUpyUe/nDVzSBekygqrKJI7RZCZf1ZKWnxFwDkYTrhaf9uCq+HakKGdL3JgG4lOFanKtHjq8B2v6vKp+6ocPOuCjDBCEgrX9lYK60QI8h7Icl9RAe3SfMhcd1vSQFHoblMCt8xZPQ8+81U3099FAkgPzkcenIoS8HOnpZAxKyVumoM7e04tsaUqn7eYbSCQqGzisWEuqjEzbxhd1q+v1s+MOtfunmPT2CJHjkc8+nyFmpcv72KQwMkyhHIlwMvALL0v+hELIA/kx7AOHwRkK9lw5RbTw8GlGTznjkkG7GGporO9erItTWT2PpcmTprNE7fMnT+nKuGzD9U4eGSgvYWQdkSFGA4sB9+j5HWvfL9Cpazs/V65wWq+52R5IlWe2dOl0QpR7LD34pA3vrzDsY/6RKmdHZMKRV9I3AzkxUZSqSHJP025pNbkrgqDWCBrjJDKFHpcCgt2lQeg9p9BCVucJXWW4MlugkHgLVb54+VMtsi1fBnsQ/HYMMgTmVeJSuJU20Zsx5b1Bn7CC2cSulMh9UYP5+P3KU6ek3z+MZis5DXSg62vV201l3+gUpJm5Qaiw4AesPmgEXc4Nb+6orB8t5f7HE1RvFUkBCTY4fe5DtcDHV4wd8kGVOmAxVWKm+lvJS3QPTfm+HnFH36yQV9acCMGmUunvILkwVxZe68srHqJXH1ZmhTAytvJYDjpo7OtXlK7x1Huiyepi58m/NhbOvzdfVWOTTkgExAJsXDpCVF44nIle6cikyX5TZezN4PPI+2qZIywoBZZ3bgu7cpmMsY2GREJgTYGoYclZ3Hddemay+FrP4SNQsKU8VbOfWSrdiKIlcRxDL6jqQQx3/ryRYKxBVzfxen2JEmkGPcUEzUIfDEAeDk1XgoElSi7BcOauvhZDniGA0yxAtRDz0OOjBnIFTHQu6rM3nIgScqvC3CXJIoa8r0zoMthFnedmFak+dPPNDg364Oy8kRIWViDgxKDkgdekiIX8r6/qhQvS5a88WCo237A5sNaXBX14psnQ374TW1+/YMezdiOOjZaEgrHOippNsubcm1K/slM4aAM/PH8BjRZRjMrnxXGAlmWNLnJQK1LtqCxN5XOSnYtsw/YvQz2C+GgLHnLq+Nwy2KeD8ln4BhSF2j61CqjjE0GVAKFs23Sx9ces5N2wmrepJtnC/MEiygHg9kHoMzYYtgiK9+Jwz8vPQ8tUwM2XClN7J1bKrOUkM/lGwK3HIBbrQR3CdiqZAeqQprEOH7M397p875PNAi1a+WJUEghs9S8ndfy1dLyImNKUTonL8niJR1ezmiuSv6US2h1afqTVqTaJXASfvRtHV485fH+z1otDopUSHpCFsw6qCos63CR+ygFc6vyTnfG1m4rnTF6xuY6979LNqEubMGBts6dtWJ11+VdlMsYERfGyBDAh0my3PxiV2pBL1TMLzWInTGq9fGsHlzBaE3h+86gWKasqVcFjGJIZ1oGExdksaEPWrD5SuYeHhdRfj/sVpiCueUK96Q8nKbM3gNw57tBDM/cc2SKI23WcnEJ/u7LVZbCHNw2cznQ3oMVZcj/Ll+gC+FZrEb20AYHDPznospPrw42B3rcsrhKFVragHPES3nLq7t86qEqC21lQa4lsXDpi1yLZzKlKKVdweTFZ7M3Wl6PoozBSIEqSSmRF0+VEj35OTGZbCkwkNuDOdgzX34YM1kwnOPtApgaBr5YJXHyngBjNJOpXYuc8REHHbuMjdhdtwa/qMzQ9iSI0l2ZX8iVtphcEWQVjoIcPBe6lWEmF6IsR8ww2HPfOZMhebvUSnmi8sBSmiFwD7G31EPsrVSMW0m4896Ax5+v2JHM0gHpIIUstiQps3de2HQhprlgskcMs/aF9DilrczLdqE2OgO8XMXktlbawdEJN14e8S3Xd/nQ5zwKG0RIIuFYu41BAqioLiwK00srSPE5TQFyme1Hr4RlcSmy99pWAQ7pajO8n08+L0eUGqJzqTQgBzMMagb4G6yKKwP5C/95mgjmlxQpCkcKq7lHahLXVcVFKN/XBeDzX0oJ1PkvW6FD7c9MAXDksI3GBZyIchf2oHZlEFjKEnMPafAsyyVz1s7dknz8WHHk8iQp2FtJO/j92BnJBz9XZ7rt2f2uhU3s5PXvRY3HSkCXbvRVoL4Ae5f/LPedy6MkVjYjD7p+RGnjKsveqUwHLJ64rKulvPNbOjz0vM+xGQleDFqhhaSPRJZJSrPiKmd2Yf46X2GkyZg7ry6kJFEEJtPlWpRlyiChkwe4KbnuLoF6JVAzgFN+zTDGKF6L8okcOs9pookSQ2rAWT+R4MuUpbG8kLxUhM/gBr/QLE2x4vVXBTxmNQiGpIkpsf5KWQLlThBVFOYMJEt5E9gyuHP2LutwVdLfnhcTppo//liDB/ZVbG9bxt5C5tYgxZYkg89zAZmSp1PyG1yswneJHVmdzSyBfuX02UHgKdFaZ5JFkRqNzKaxJonDbddG/MjbW/zKH7uESWbaa0EqPHrajgSSBR4uIFGyIiyVvSs8cGn3jVAle7AozTWWrXU2tEmUwCyFTd+TlQ0MsFFWAuXtCc0qgF+IKCjO2cq4xdCPYuaWYoyKcJLU/p8jtRSlpJ1upAcbd5b/Z1i9+3D5DiP/4GWGH1pSSkt68eergV2MdMteq6ITm4Kxh4GeTz41Lw1umbkl2bOUWVLHT7j3SZdP3V8lDF2orGbvlbNdLhgEUb6Zy9dDrGb1EqBzmGlWBJmUp1AN2DsHeqqt76xKAWeSOFSqCW+5rcfdD/S45wmnJFXskt0XmV9d4u0yyFfeZErav1EkfEo+t5FghE36FLrY4tOCPWdnPcDFSvnG0HN5a8IVWdcVn7eMy3wstMWtIY6zfkwlcdav6TBaaeMmHcK4Sj+SRHEO9Lw/zz5TKs5feWpKWYOhi3whgA9/0ZIsKf1s4INm3dolDb6axYfZ22rwLLGTH84A3Epa9nbdhOW24c4HKxw+79uUfLZzhBD5LHKKDVGHxrKVHZTcoci14FchnQux0GCU20onpZTZLB2DfTDtKGSpJVIrpHaIQ4c962O+5dYujx/0aUYS3Bi0wOATCTXciHEB9i4aHchdlAzoxgJammHmtuw9kD7DzsjwNR8Q30CDF1SwggHEitOUAxtylTEAttaGKNs4d7Ft2LSQov0EZ/8JjWP6TARzjNbXMLdcxZHGbnGRlks4Szosuwgv+SgtzUNfqrT82MGJZhXQy2Avz7srd2yXp53mk1XzwFKqQcZSltySwXOCkimuE6NNyl9+rsL7PlnH5FujZOwthcATpZS8LF84M9TUkAMm95nz4GhYx13oal2gsyf/l0pAHwScOZPLrGVMD9mGWqckqYNSKT/65i5Hp1ze9ylFnGRloEiMEERkWw8aEHpgGw4Ub8lRkYK8IzfbSyzv07AAE3nGenhF0wxf0+EG7GEsrAb3BU7ZqjhlJXNDFBvmWoIuMVs2RVxyUYzjOXDijOLLR1zefJs1zKVISfNCHy2yfySrcmPALsUyWwb7Stm0QrqI8vshPTacqi3PtCtbhINhM7oUdOpVGryQI/lOBTJ3TDJp4iYcnZZ86r4anbaXVQtmDF6q+V4ZXJazrauPUlCEeEl8l4n7Qn8w1Js5NLtkRZGREcghR8WyeBSn1Gshb76jy10PVjh6PivcN1YQaxz6WH0xWItLEiVfSaStLLSFYIPpAdoMnwtt8ut3gXJhsZrcyqRnz9RLo3sQnwzf8GXmtnMd7VENNP/PTR22TBo6fRdnqT2B0YaK2sz0PKybiHBVPpRRD7a6KHmxuTYsR/8XupRFDfKqL2UKi5CSRMn/zmBw44rXuVsiBsAePOvBxkwZY+elsFKV9Le09SZhrLn7sRpffjqAQBUpeYRECjtEdDAtdtAdXr5o5ffFjZxj+6uAexUzlYP6FXdAed9UswrsEnMBFtfSIemnvPqqiFff2OXM5x3CVJBNhgRsgVSY1Y8MfmG2kkgySWMBr3LJkrkquSTJ/e/8htcXYuyXBHX5nF1YDpgV5yiPCbW2DkmqIU0HM8+FgPWjin57HSPeGJOTFZzL9+xcTrrdu5KL2v+PFCkiH/M1tENuPr6gHOiQeaeDD7Ea4SsBX16SzGo2z5f+FaO/yjpcvgTAi0CzqO8u2YKyDO4Y5Sfc/4TPb/zFCKl2bT1wwd6y1LFTZu/hxtkB0AdLr/hHAPtCV7MMZtsytnJOSD63ZFiuaLmSxTVx6uApzc+9q8Xhsy73P67QfgwijwyFDTpXGJcD1JmihNfIcop+ME1WiYE9eCHzoLjmxTkRwwB/CZyU8WRK7J2XLeRsnaSQZHNkdEayyz3N6QXYfHHlri3bti2rW2+KOlOzJ4+Fcfgj68abjNazli4ntQmVAmil+pD8Z1nRk8w18cpDXuAoAkNKPx/43eX/X5b/vBhToUt/Z3VwWYA7DyjLaXmZoJyYM4uC3/jgCA89XbOBpXKxJbF23klFYmdwSzPY/6eYGlBqtF7RAFKMuCjNScwnAQxNA1hZ7y5K9RXF0j84L4PJUGQNBYObviikkoOVLpd2GMOaiRTfMTz+vMtyTw4vN0g0Mps9mwkFI4bptcSxQ0l+M2g6uNAqpFdoZn2B5+HdJoaPnKFzKZKUQB0ndqJsPxF0Y0EnkbRjyVJfoJ2Ia/YYTHLmnU88t++w89hzG4lixbrxDhvGUraubWdDWBSdvk+376Fil0gYktTWNWg92Ia7CIwGcclXfayMvQZMXp72z6qLNdgqI98rJndPcnswLdmFJVmSAVtm1YKpp/ngZ0b49L01TFmaZEP8HZHXm5jheu8VjQ3DwWX2nS6QrreMdgFaX7nyld2pvHy11Be5SofLC+lyiRaZuyIUUjqkPc1b7ujxwnGX9/6ZS+QnuZ4oLkSiFf3800oDqcDIjMGFlSlS2FR9nqAzhUwRRQZby8H1Q6w4Ny9N1hc6LSX2HjxrLUgysEeJoJcIlkJBJzRoo0mM5Ipxh2u2B+zY6NMLDc5b74hJtabmR4yPhEwt9VBugo4FVS+m4tcLKZJrYhtsihXgFiU9/lU++YprPbyUDTYryn1vIVbIFDEAtl0mdbEDmD0ycMvM6xb5Ho8x0kn58hM+f/G5Gv0023qtFFhKITLWHrgneWnByorBcoHQSnvwJW/s0qlYla4vXdSVF3do+pW2elgbmVX55Yd1VqTI5IpUpKklhMDVvOubOzzyrM89TwtMUTQy0BiJlvTJ3Gdp7MRb8hJZu3IZ7FQrKQaWaV5zIi32V93kZX09tDCYC52Z1XHIylUg0ZBk7L0cCWIZsmGiiUkSUB6LrRqfe9RhclQRJxrnyRNNQOE4XY6flTz4/CYMDmk/4pffNcvNl8WEsYtK7eZT9gQMapYHF2NwgYsC/qGLNvhm+TI3dKevYPLVw9MNoqS/860zVu7hONi0tHwkOE5KJxT82p+PcPychyl0t02C5OydZy3LyZ0LWZkXOii/Z6X1dWH4DxqOV1cT2trwjMVXMnq+nOdMngecpYYILexKnEQOF22M+cUfXOaR/+DS7ssBiwsykDskWtLDJp3yj2uEDTqNzjp9RJ7gsR63Kv0Tq52TC3zv0tuVZGhWvClneHXpnCQZ0DuJ4Y4rF3n3u5bpdgMQfb7yTIfZZsxIzSdNDc6jB7bhOIrlZotz5+ZwhIOjII6q9MMuYaiy8ViWOUV2JS/44UpMPviQ4oJfZug7r7ISDUOBZ3loegngSuX7NuYuymBH3twqlNIOro+14fc/UefpQz6mAPXgkEIMUvLlhA7DNTSrXIFVl7B8BVd901XnbCWzl1lsyLJbsUvaAOiWcAqZIkultUKihUJLjdEp11wS8xNva/O7H5VEaXYXawkyzuZyWpDnfKQBV2arhrAVhRqy7UysbNE5e69M4pXOkVn5hc3qFeslAV4+L7mpYWzybcSBqgqQaQ2FhyNTvunqmFp9nKBSR+sU5+f+1ZtoNOo8te85Pv53d1KrSnxXUqtI0mgz04s9fDcpNDDSvORSPPRhjVgF7pzxyx96pVzJJYotwirtGCBW7OiVb0oqdSZTcrbOd+NNkDILLCuaex7zef8n6jR7pWKqAugyY2+zir2HJlZdiKGHmLu0jpWsleFvPXwDDCoJy+9FsQyWd2AYSvbIvNLQygkt8joVOw4tlyl5PJWkDo0g5oe+rcNT+z3uflRCVYBJMnCLAuSplvRz1sZkSkbgkDsnA5mSy5NBvbk9dytv6aEVHbFaipX+0ktx4SDWsTOYxioGX49y96M+tarA9wyCiJfd8E2s2XYZYb+DU624VHyXRs1l01qXNWMBlQBGa3ZHtThWdliOSAomHVzM4VRr8aFzfW4GbL8y8r4g0C/A4BfasGiwlXQuU0p7qedJneyQbsqhEw5/+LE6Rxdcm9ErdHeuvSltOmtWg3lFUClXYrh0FMFm9jdWkcFLXESz6sgqDbNHuQBO5+e00OMCaSRGm0ymlFlckWbBuU40O8cTfvztbU5OOxw5JzAOWYSYIdUADECutQ00XUERdObxiRa2hVGzQrqZVd96CCPlwJFCig2fhzKoC41PqctL2pn0na7m4MmYkZqi4isCT3BZZDuxNC5OvSqpBIK145JLdwgmxxNqFWutBX6M7yWl5Ip1MIpNP1cAvLhwZgDwoV12iztXDAUQK2tXyEHNBSRKvkd6ztwFqAcaPNfdrpcw3RL82p81+NS9NYyTp+NtW5dlcJlNzC2xNwxJlNXBZSmYGtIrZUC/RNB5gfNlhl5QYnObQSxKZrHzSMhayIoZKrI0R0XbTaEKFhcSkUmVNE1RjuQtd/Ro9iU/+ztjzCwJCERxTbLpyiAdtJZEwuptOwzf4GSyJAe6zqSKDTDN0I2+8qa24+HEsKYeunlXp3zyGna7YohsAwj7PkwECy3ohhaj1SAhcGKuXdJsjQTtHjiVQOB6wfSGyfiLr7hOv7bVniJOYctajTGKMJbZXTMAWHnP8nz32vIVNIhhK1FnxUGm7Lys1vEXsgtXbRNdCjDtttIrA8xMmjgpEYbPPlThS49XMELZHstMkiBsVk+WAsuB9l7dUCxX3MyrrMIh52A1kFeyWFljDgPditRh3WmGOoB0NnjHPg/S+iIDeD5Q3koYhdAaLW0SiMSgHM1rru/zxlt6/NVdiijJTkBpE4icyTWCiHKSyRJBPih/KBA3pXqT0jkoupWyz5+S95gyOPKkUhncGcHkI7tdaYkoR1yUwmxbYEjZuC7k/JymUR1jvmm+GPje9NKywFm7fhfP7/vjk54b/I/Zfv21f3P3Kc7MVXjdjT1eeZWhHlRJEut/D9V4ZCAf7FI7+DIGOWi5MnKQcTODjY8KkK8iOFOwuCTX4QMPPN9+Tg3JlJJ7IuzrRGg+c1+F9/75CGfnXTvQRJTliX0/1Dy84rVgmMVXuSQMfraSpVcZKF8F8KsYfYU2HxRj5cQwXFY7YPHVe+9oLSyDa7uXqRSGJNJsmUj42R9s0exJPv1AlTjFZvLLOw8KQCoMkpjMuRGCFHB0tjdRqaJwqNx1RfCojQ1QUwOJgdhYTzs1VuJYJyn/0gMWsePn7F5EgbExscGQGkGYCoJqj9dcs8Rrb4o4ciqhHW8hNq3/8defufPkT/7AO21P5hceqVAJPJ59YYR7H5/ECJ/zcylrai2uv8QuXSIDdz4BKh+zkEuVvM9v0FqliqL8YvSYkdbOKlUn5q7LcLA52N981U64ImPuEsCVTJEitXGCTHHclDNzivf/XY3Dx3yoqSHNnbO4yIirPEC+XPT1Uhq8HGCKwbUok9YF3nw1RP8DmrwoizBDAC7v0jC8Q4QFhRESIzQmS+cLo0iNQWhNEmku2Rnxrre2eWK/y8lZCSId1L7mTK4NeY1OksmTVNj53jonhLwePEvF5zGmKf0T2kCCIDYQ58A2BnQKJqUYq1tE3ICQGCFJpWOTV8o6PCq7Xr4yXHMR/MBrPcZqAReNRWhPUh9L0dlemQ7AVZddQbVaIYkkC1PnqQUS5Sj63QoLy11Ga308L9+nPcJzYwI/QsmYJB18IAtUO5AliR3ixMk6vx2792GqrDY0AqEHF6loESkY3GTMaEpBZinALGnvgsHzQFOlLLYkv/fhBvc9E1h9Kcq6O2PyXJ7AYDtskdecD7P4cB0zw5nJC4B8iLhzNruQNWCG/2glcxdypaxRsyqnQZBJUXglhCEVGWMbk/VRCoSRCG3Z22hJit0WMu0a7rgm5Kfe0ebdfy5Z6mafWpY/b/7CSro8tZ9vHOuYTBtnGlyu+J7271rWjzP21nl+3sSgY0gTSFKkSij10tnfl1hiMp5HjE8PhS+hLjVjFcOoqrDv4AhKCSpeynXX72X79iuIot4A4BdtX8/O7ZvuXjhz729Ubwl+dmEpxXUU9YpNzyPsJrCuE1Gt9DEm/P+19+bxklXV3fd377PPUNOdb8/zCDQNDYjIjIqSBI0mEfFJjHmTaJJHYzQx8dH4GDVvNGh8EmPUROOI0ag4oCCIKDIKyiDNTNMTU8+373yr6gx7v3/sM1Xd2wMKoj7v/nyqq+pU3arqc35nnbV+a63fYsvjhoced/n8NRUmpiVCCuLYsGphzB9eOM2m9S0qFUkcesSJJkkUYBDaQWiJloUF6gBFnuq1F+ZsdrnMXaISwEVSAD1Nx7ek4eOX1/nUV2tMJY7VoOvivMFab+vXmSKwLJd0dgC6q2i/y5p3OJ2HcFmOypJ3WO5ykoeiXDSz4JQsOCadtpC5MEXXjxAW+KIUcApjr6Yicai7Ma/7nWn2HZT82xcaNDvx1fUDs0Y2G/BGqT+dETHSFJqI2f9Dp++JUl/bOvOxBbZuI6KIuhex6YQmf3ThNCsWxkSxrdcZnxZ84ZoqDzwWsH1XhbCdEPoVWlKhsWoQ0zOaB7ZbNzYxHmPxwfe/6TnHfK85uasA+OoVi3nPP71rBiF3Jk1DQxn6ezQ99YiKF+GnFrten2HbrojPXx1wxY0Ndh/0mQgVickyY4bb7o254a4G5z5nmjf9zgQnrm7TDk3pGNoDJk0x7au8E4tAs+SaSJ0GeYcHN67hwUd8vvS9KpORsql4sqBSdrgnUqQHRsy+zZm0KFvyjufisC4LNJV/qAAAPoRJREFUXX97OK7XXs1Sh82U9llmzfOET4lZyZReS8AugJ5Zck3WoS+0RAjHNv9iSCJNw9e86vwZrv2Rz+YtEi2SdPq36AJ5Gfk2tkpS8iVrAHFK53Nm6XWK66JUMoIkhLjNiWum+YvfmeScU0KWDII0Tl76akzCuSdNsGt0kituCPivq/t44EmYocq0kjSjhMkZjadiBnpg9bKQvtrOnZ/+5Ntn/vh1lxQABzj3zN/C8wPuvvM2JvfdTV8joa/RorfRpLcxA2KKa39s+MSV/Vx9ax/a8THKRfgOeXOoMURas3Ms4vFvV9myw+ODbxzh1PVR7osbqdNLrUZ3Xgs7C+NTlyR3T1Jfv9tFyQqppKu5d7vP6y/p5b6tPsaThVtSAnZmvTPeu8yaZGDuoAYzw9wF+DyfUzLjRxlHdhvtjsedlpoON2ZOn7zEjxegJ2dVMmBLY2lDW6tiUkvuIIxGhIaNayI+9rZxXvdewX3bfIuMzJp3g9zo9EropNa8eGtCJxGT4Tp/ZmIwEUK3ed6GST74xnGecwxEzQrNGZckjdEE2FojmbBqMOavX9Vmw4r9/McVITffN8jITCMdo27H0PRUDRuO2cSZZ5xGq9UCugB+/OoBXK+KnArYX2uzeH5Mf88ktcok+8eaXP5Dxfu/MMhkuw4VH9dx0lnp5HIE2hgiIwgTl1i53PaQ4K8+YvjiOw+weDgm0cp2f2CpntkNESX+O7faWQ2KTrOZpQxmGlxKZZjSkv+4vMrmB30SJ02wd7smqRSVpOx7FwxAZ4d8V2p+LnCXLXRug+UsmuyIQC9RgN0nQKd/XqpbwZS2zQ46Z1t2iUhBLlJf3CZoHKtjkiRsOqbNn71smrd9yGUq8z0ylMrSDxFlxKf15enO0aYA++z/TGrBk4Rl89v8nz+f4OS1kunJKu3QJ45VyraVAW6Ps+tGvPCUFmduHOWSL0RccUvEo6O9hLGiGcHEdMgJewJOSeYxlfrfHQB3lIuj/G2Nhtre7muv0hxgZLLNt34I//X9fjY/1ovWFYKaouJAJR/bXbSiGQOxETQTwXjkMQP8ZEfIyNRBlgyXAqj8+JsOsIiUVy9b7oz/zix3DnARI0SMdA0zieAz36zx1euqtJ2y1ZadN6ymQT5riKLWpGgiLtrnoJNNsc/ndklmUYM/9SoCS7qAXygblAqwMs48B3sZ9GkOQkhbS1Liy0UKeKOdFOgGP0l4xQubPPSY4jOX15iOSn5cHitpCl88Q25esTP3iW0ygBRX+sFGxMYVmuZMg+lmjVbbJ4pVnj+BTEUhBbhKaLV9qkGbv/3dFi8/exdf+P4k12/uoxm7DNVqOL6/PQi8be0wnA3w/sGFXPq1b1zrucEXr7t56H9v3TFKRD8/fqCGFgG+r6i7UFUGPxvb7XRavUykMUwEgSPYq13i2AUjSLSDNqmbUgosC5+1DO5u7tv63AUPnjImyjAVSj7z7Srv+2QP+8dUwXfLUkInDSwz660EOHQmdTooQA5DDXbfd3PchzjGh1zdPnkXf1y24Nl92YLTYb1NJ7jT7QWoLbCNNjmoRarmI7R1F+cPJLzjjyfBwGevrDEVKUsfakpu3mFOTiFnldzkUWdXHiKJFTOtKpPTdv5oFFs6OfvflzVvXEfjqphW6BN4ARuWtbnkj2f48UMtploJvf3HsmSZ/OLuJ79z7THHXTwb4ABPjtTpbVSuvmPLwEu3bF16ouPAYI/AcyCQGs8BLxvBJ20UW6bUTHoE4sRQ8wTNSOA1EpR0CSOPKHLRpnMHZLSg6KIDxRHALYVBePCt6yr84ycb7B1TNtXVYa0zYGe3LuH6sktSelxmSSht6zghZx/a0hNx1CA3XU9yH7v0CUWNj5nTqnfITORuSuqCZL64Fmltd+aulALPNOOJgSQ0LOizID84KfniVbU0lT/Xr+7aKSbNEHWBPN9/RoBwMabKdNxm99gMnggYGavRChVxInL/G1EA3OpMJijl4qqEpvKZnKminISNy0N8L8Gvic3BQHC1SZKOX1q+1vD9Kz7PmFz2uOskp/b57ZOGazE9vqGmDFXfUPMNFR+qHlQ8QeCJ9F6WHguqgaAeCOb3w8UvaLJptYPWPkmi0nR9+XLWKR1RCP+UwW06LbfQSN+wbZfiks80uPvhAHxZck26qgVlwZx4eStaUfet5gB9d0tZuTczk5DIxhzKQ95n+ujluUOlES3dMsGl7eUTrpCxS12mDi3AsgSeyV/vLFajMCC5sGUX+Mj4LUAbenoTKgHcdo/H6Fi6A+Y+nUvWm8LCp5e/jK3KZht5EjzHIY49pqZ8qqqHsaka001Fs+3QDh3akUMYO0SxQxhLothOcYjTbVFsZ4ZON31GxqtMNWskxr9qdGTrRwdXvaXjV6nun3nh6UsRQrLr8YgDI+PsH9N2Xotj5/TYme/ZTPiSdrjM+grtZFrPlcwbgI3L+pia8QndKBfALJiQlHsoW3CyDh5duCpSd4LbM2zfrfi7j/Vw/Z2+bYGfFUwWik6Z7y1LQM58/s5Ghm7lra7ioTIYxOwD3SH502nSj9qKd9dcdVjwjhKHUlaT2WxKVuuTtqiklt12ARlheWyRPTfWuturq3VbTNvw/JPb/P3rJ3jnx3rYsRsbmc+5yjsnY1gK2jCTnvaE7XH1HAiUw0OP9FLFY7hf4bmZR1AMPHDSGZmOtFP+VD563cFVtrNs136F49Y5LlhpE0hdaxbA/+h/nI+UTnjPHeN84mt7aUUePRVB4NnJD64SOcCtALksiZELlCNxXUHVFwz0aGZaHhNT2tbruhGYtOZJgjGakjve4aaIDpBnbkmCdOHR/Yp3/UcPX/1elZBU1EakBF/ud2cgt+ZNkIHbFNWC0OF/03XfAezyYZwDr7O3Hb2bckiElzeXUJ/lE8hT9wXws5t1Z2SJO5/NrBhhM6AIg0j1vy3gDUliCJTmovObJBre+dEeHtvfhZhZZ76c9eOzUmRP2NjNdwxV11D3DTVPcnAiwRhBJXDw3EybvjRkOJuY5xhcJe1gNFdT8TWNWhvEOFv3ruAFv35BGMXJrP02C+Dz5w2CrL112+jiYx8/sPPcigqpVyQVX+C5MhXIlyinmBefze1R6cgT34OKb6gGtqYkTiRR5KBkQiwlUhuMKPlxomQtO5gSy3WLrLdSwWMHFG/7cA9f/36VUKR7oovnzoOdHOSpK0KpFDarWmRuzjs7Zp2GezZVkqfuu0+MWZHWkXFdPiOypgfD3G/KGpPz78nb3ij54eUCrUJLxYqsZvXjnRSjToM8R9oMuutoXvXiJsqBt3+4h8cOUDi2OX2Y/a+TdB9ZpiWDvK0dSScxOMWAM2MMrbZmQsZEicFTEqVErvOdqRbI3HswuC54riBKrKHddIzHGYMDN9T6F701bE4dGeDCqfOFy747Wfd6tmxYWjsramnH9+zZ5SmJm4I8+wFluQOVzof3XEPgG3xPp0M7y2qpoqPAPSO76Ao2yS25rTcRCnaPKd7x0R6+/r0qoVN2Q+ay3IX1pmSt5RygFtnvmMual8HedRLMZckPxaocEeGHernseuTbiixnx2s5uE3Xtk63J29/E1kAKtHSvlFmx0qnY7YTg8Lwihc2iRP4Xx/uZc9oBvKM+tPFTsl+cFrWSrqvs1KIvDITiLWhHVlXVWtD5MrUCyjHKyKd8GcB7SrwXEmrLZmeqdCMhpJNC+dtGXv82smVx7z4yAAnBUIUzbx+w9reU/ftjTYlSXp5SM8e5RT+Ujkgk2nE66oU5K6ld7KgrNghpaPXxaDk6XiRdDQZx0rwyW9V+Oo1FcLudpsOHrYb6OUgsdQdn2ExLezq9K2LgOtQGJ5zHTU3eHhAH/bDZzUxitkZohzEpXqfrorD3JURBeuS+ef279LnSNAaVxguuqDJlp0u7/90nTgbfmlKlruDRbH59vw6VroyGlNonLQjAE2SCKI4m0VPx2CzTGPGAlzmGNTGoaUr9y4bnXl9f199zr02J8D/xytezEc/99XE7V1u2DdKNdBUfGGtsqtxlfWLRCnJk4FF5v6SxnPtCO1C06TIVHYneIrakwzkqVviaFCCa28J+PJ3q7Rn1ZXMFVxKyiY6T+Z0/NbZ/nb+vNsN6cLuoTAonsLWQy+Rtzt0/mW5arMQQe0EdFn91+Tnw+zgs+smSry5luRUtDYgSefTa3xhuPjFTe54SPHdW6sW27mLkpBvMAVVmBVcdaoFpN3xiSGM7CmgtSFKyHXIKR2njJlSyrrJvicJXId6TfDckxYYoyeT1cf+1tEDHOD8s06n3W59+ep9j64jHqn192hqQYLv6VSg0+RnY7FTM/osmw+fTRVOiuYIQWcTg+zKVuYFVAlSWdfkypsD3vrhHh7c6aVaJnI2qDtu+Z7PU+554wKp/w2dvncXoo4E8p8Zx4dY1oqXWJJZEM86oYoMUSHEkf0Qk2c2Mytv0nR69rmWRSk68229eOpWZ8CEPO9u953m+FUh//zmCf7GgaturlpXxcksuC6AbtJabiNIMHnDg9VwsdY7TxBiSJJsWFV2whYBtD2GAqXAdzUVXyLqsGzpgum1x57z5SAIDrk/Dwnw9asXmxt+cNWHT9m0+vV7H9tda1Q1lSAm8Ox0YEHadpRIK7UcZ0pLJXdFZRqBaUYqrysp9VkKg6Cr1iS13ELBt26q8LcfTcHtHg24yyAvYvtc+qELvIey4nOBvBvo3c0Qs94rjoz6w8lp5D54Buo5fJjOTRbcHSeGyBiV7spECndEWEBqbY9bliSSCDROR3GJDBOOWxHx/j+fQAq48saKfSFTr83agVLLp42w+oGimD2UpM/jJKUwDSQZuPP3WIEf2/VjWTDXMVRcQ8VLmJwxnHb6ypHb7nj4wxf+xm8cci8eEuAAm05Yy9TUOPt238Ci4Un6Gm1qlTbKiQFBs+0xOePTaru0I0Wc2IGlmdtRaBRa9SnppI3Coqu+W+oU+GlHfGq5v3WzBff92/1Sy1k3uEsVJWVqMD3eUqQ1Jxlr0+Vrd6C8+/Gh1qECzGdqHY1PZI7w94LC56bEuIii9sM+lhhj6ZHs326Qm1Bz/MqI971hAmPg2zdXgaRwsrWwVj3tw41KYj22cdgQi3SkSeqSyfTztYEoEbRjwVQoGGtBM0oAg5KSui8ZrGhO3wiLlqyk0eg97K47LMB7Bua3D45N/plbXXaZ791Su2NryFU/9nEclzjWvOq8CU5drxib7EHO+LRjZUWCSAGeuipZo3KHdqDs7MTpqOt2DFfdWuHtH+nhgR2+dUtkOe3eZb1JMwNl5oTCeud6HXRjuaPyq3go5tz8FNfTeAYc4qM6481Sc3L+vzNFeTndZQEChCmxmUViCC3t7iTjR7IMZ3qFNhLaCRtXRLz/jRNoA1f/sGp72TLpKx3nRVqxcQiNwNWdFZxxyTcsmBXbLT/WEhyciTn1uIO86rxJklgiFVz5ozr3bW1w3Lo109WAP+sfWNQ+3K47LMBHRyf0kiWrbw8TM/Gef72ndvM9Lkkc4EmYjuD+R6f4hz/cy8blbdqhS5wYTNqzZNVRy7rdZbEeU2pY0LnMg+PEGGW45raAv/nXXh7ckVpu2cVzdweUshRYlqx3N+U3q2/yaK01hzeQTwGTcwP1p/js2cVZZvY7MnektK2jg6rDgmefkco65CC3vnUWeIqcFgRCOG55xD/9xQTGCK69rUJS5laFBOOgjSTUVjnMMaCMSHtDi5Msu8BqbdVjJyPDc44Z5f99zQxLBuu0QwfHSTh3wwy3Pqx5zmkvnJg/b+3trdbBOatzs3VYgPf3DwPegS1PmFfMGz7v+kXV293hXpvk0Rr2TPRy5yMx6xdHuW54tqs6JjKUFahyQGcWPc4BbpThB3cG/NWH+nj4sZLlLks9iLI7IjpZE2SH+c3pQczP16XIjvGzuTLLPMfvsH63yTuITOr8luc9YEiTQto2R6TFWravs0RDtmOOXRbxL28e588/CNffUSHJrqK64K8i4eQgj0U2RzMbW27yUpesxqeiYNMqhYnmc9eDNTtK3DE0KtO84Lmbop6h8BUDw40D41OVw+6GwwJcCJ+Ht+zkpPUrnuxR4fY+s219HDUR0sGR0NfQnLi2wcRUSCtUJInIC4CyH9vRgVPS8C7Py3FUhFCaa2+v8OZ/7mPLo93g7gI23cFkZjHmBlcemR8KBL/S6xDXh1Kjd/bczPrLkqCPtJWJCKtPaYQukkmhZu3SiI+8ZYw3/Qt8/8eiAHnGqGhBGyuR50g7GlxL8uA5KybLp2pIuOueXqIpj96aTQAliWagbz5Ljjll+5K+dU+OHXyc/sFlh/3fS46wXCWZ2H/ro0vnR68798w1LByK2bBKc8YJTU46ZoxqpcnYpMf4lEezrYhimc/yKWt7d6i9OsW0Bc8PESrh+3cEFtyP+5hs2plIx2mL9LEsJhAXoC+lGQ/prApm5UeOEgdP2X/4ea+u2EF0+GSH+7vZO6SgIcuzgWyDsk6cXCEh0U464U2RJC46Uei2Yu2ShA/95RjPP3UGGUcQpl3zOgQTExtDywgibbvrE10cFyELlqSnauirwkSouXNbi9seaPPQjpAn9k7j96xk6+Pt1/33N255tKsYds6ljvSGVauWMTE5TaNe3b37oHtTf98DZ69btpuJdosfbFaETZ9F/QEDDYd6NYYgwckteOeQKJUJ0jtW8dUPQh4fhVvvqfLuT/Sy5bEA45UBrOZwTTr97NnmuvOpoegTNGWLnfqfOWdc3p6+r9Mz/cVZ5exgzn6L7nd0Df3Kn5eSbd1nb66qZfexSa235aLTvAd2kpyW0jYzS1tXLo3AMYL1S2M+/JdjvOs/NT/aXOWxg4BfuJKRUITCqtYmaVAsUqvtOlDxBbVA0NvjMG/BDK1oips2++x6wuOcE3s574z1N2088czdSTSD8mpH3FdHBDhAT6PG5s23bB0aqH14T//Ks790/VYeerzBo0/WWdDjotd5uApc1+B5ujgr8wROMcZPOTGuExEEIVt3C97/mQZX/LDG/gnPWu68lrtbZq2LmzsKxGXJCic/5Ck9WwLGXOWpzPHaT4XCZ3hlVQaztue7Jw3g8gudOdQbi5/dLY5a7r4SWc2QsCW1QqYVoTKlFwWmLVi7JOHf3jLOFbe2+cBn+nhklwDffqEWkpaQeNp2hWVZTiGsbKTnQr0iWTLkccpaw7yBNs9Z0+SuR8Y56YQTUF71w3f95Jatp5x81lHto6MCOEDiLqbS07h9Qm+4/PGDEy+fPPgEGxYrhvsdaoFI29WKHZIlc/KJw8q6JK4KCSpttu0xvOfjvXztugYt41pJY+laMJcmnmUWW5bwnRVldtzmKjGlaILN2ryysRtGlPoeO4mF0sE9xM44CuSbp2D3f5arQ+dFrPTD8iRU7ngUFjyrATrEd5fljSk97rgaCI0WBmmkNWKpBbdAj5nXG/HqX5vB9wzv+XfBtt0CKjZuioRPSws8DYkxOcWeZSwRMNUyPLCzwsi4x2DPDP/PhcOsOW7V5V7Pwtth4qj3z1ED/OTjVrBl665HX/6ic97ExHZn59DES5Mkwvck9Qp4bjFy25EFB25bjazVdlVExQ/Zvgfe/YlevvaDBi3h2tM297Ez18R2wzhpokaJ4mBmNFkmKpOk992Y0yVXI+PEcws+lyXPfFHT5c4wxwkFh81CPp2rQ+1rjrMrr4TM6zdKtSzlbOtcstTZZ5dXVpeSy1/PPg3ymn2jkUKmdeYy1TWxEn2uF3HReS3QB3n3x/vZvhfwbRN0K3HxJfha5CO4dVrFGMWG6ZkYDIxNQLXSR8tZfsVxz/u1N81M7H6s1rv+qPfdUQMcYN2aRTy+/YePXfDCjfdtuX//Sx95ZBft2LfVg8rYrossNZ+6I8pJLLjdkGq1xc79hnd9vJevXtegLX1QGbiLZtR8jLagNBSq09poYxNmsRGEpKpJGRLL76PwwRPSUYAlcHfIpWVnzhx+/CHXYaz5z4L/nBsqe2Ul16+7CrJsubP3UAKw6AJ00T2lO0/kFMxZgNlRgZj/tlRXRdjhT9aCS7TRODpBOmlPaFvieREXvaAFjPLOj8Gj+4FAkgiHmcQhkIY4sQFnnBZcRZGh2UqIY8PYVMS8JQs4fcmm+75z/e2P/frzn/uU9uNTAjjAwoVDOMHC9+/etX2VVlMXy2TG1oq7tp1IKWu1XZXgujGuG+J5baRsc+v9kn//Rg+X/aCH0PFAealb4oK046UdYdsrVSq6nuuW5IFRZr3tmS8wVkaMkkXt8D1skU+cPpMmLcLPtLezWg2KQiT7HUVdx1zgK8PqkNbcHNlNmbum/PCUTjZfviw3nX1WR137LMud9XN2d0xlvz9Tp7U+daZRYnQhfZ19jySlDrXskLPWUuAYiZFW8NMY20Nw0fND0KN87BsJP3lE0I4lbVFhSgr8BPzEEMcQxXbmvFICIWJWL6+zfO3yL6855oT37971xFOF61MHuKqs444ffWd89fJVf/TZyx9evKDunFWt2NJY19V4KsFzEzw3wnNDKn4L47S49BrF3/1nP2MzFSLHL8AtHWQ6QsRL+/ZUSvarNK1b1inJjnNsDAmAthp5xWupSmm+bO1gnAJNGTt7vXtuY0dZaRlOJQqtE2aHgt/PtorBL3O+eMhNs7TVc2utO0qVrcZ6aZCA0FmZSl4sle09W0znpNMiyk0q6XdoCmk9o3G0sNrk0pBIB0cmaGPpRdd1eMV5IRecdoB3fjLiC1fDdCiZEQGBFPhK4CUGL7aZTK0NQ/0uzzvRvdn0rPmjn9z6vZmXv+SCp7w/nzLAAZ5z2q9x5133zPzBRS8Nb7nxm/TUDlCrGGu1VYLnpVqGtSZGNrn0Ko93fmqAsZkqKB+kj5AOUkqUTJtSRTG+TwlT6mY3nRrdWFAqA1FaUN/KjojJpMGS1ICndRHCth4l2JPBEdalcTLhSgQaY9kWU74SlOuoixPgqSH8KQab4jCvZfsgjysyGsWUXised1vwcpGbUxJSEmnRk9ZWA1ykWU6dKgJnRXS25NZ+XzEY2CC1QEqJFkUphiML0X1HWpAr5dBXDXnfaydQAj53lWG6CZMiIHCslk6kDNNtQ6wNx63rY8OJvxUKKWdWr33q4P6pAQ6watUqjNE/DsSxpx944ppKs2mpQqUSKn6bemWaJ0dbXPnDgPddOsRYsw6eh3RcHCnTLut0dEiqMuVIQ9H5nk5DFkURfHbpNdhySqmzGeW2XgId2sRCZsGFSClGA1phpCROq9uUMJ3jM7oseBaEHgrEhw0wnx5TPqtmRnS9nt3lrgkl65przOg5wJ3kAJfSas4AtiY8MWjt2BLWxCGMFFEi815NSp/v5OUYItUIl0htp3Ak2ZgZqZHSwUkUcaJIYpea3+ZdfziNpzRX3pKwbXSQScej7tmj6ziCKaMYWLqpuXjJih9LecR85CHXTw3w/r46xoy9o3rcWWbr9gf/ctuOA8Gm9QkVP6K3Ps3m7SH/8Lk+bnign7au4QQuriPwpUjlA7qmmdEphGnnxJckBHJf3H5/YkDFhkSDiQymFUO7WQDckTbBIBX2WmrAuCTGIdTkhT+OoaMJwOmoyCtZ7wy5Jae50PIuWem5yPRDYfhIhr3EjHRuLlnsLuud17xTMCYiGxogioEBRalEjOdrhJPGIYmi2RS0Qp8odmiHijC2wwyyyCSrMdLS4BidWvBsvIxA6uy7JbGkGPMoFbGTEMUK3wt5zx+1uOD0fbz7s5o7H5lH3VUM1QWrFgiWrVnSuuAFZ31otKX+96LB6s8f4Han9uk9Oz/x7rWr5kVxW72tXtnh9fdOcveOiHd8aohb7htAeT71ioMvDYFjUott8rFz5YMlKLklWSNzJh9Q0svIEpCxC7EWkMScs/EAi3unMDpBYNi2x+VHD1WsmXczlNm211gKYiNw89F8FO1eHeAtAs2ye3I4DP+0xns2GdJFBeauSZkuLHPdmRU3zBJTylyUDNiOnfzseRFKxdz2oMe2vcp+QSKY3xOzYXlMO3SZnPGsRjxFbZHVKzFoqdGOsEV0RlhJ5ky8KbsWlkiCrODOUS5h7FHxPc49ocn7/niEv/2U4L4dw/QHkp7+BaEX9H/gm1dd/d6/+pNX6yPuvGcK4ADj4/2h6w1ccsKxD4b79iV//+HLpbz6jkU8tLOHgR6HQIEvNV4K0MwNKToPi8t9drnNLbi0cgOOzDr2bbNp9poUoFzBsWtn+PPfnmT1wjZg6cknRwxfv7HJ565M9TwCAcaxPrlRtgA/9eVVN7BLQC0HVnkaP/fTC8ttTJHcKSd5nirg5+rWz8Gd04Km04WB3FrT4XN3iicVhW8xfhDxxAHD565q8PXrG+waCTDSwxiHlQsi3vCyhAW9ARPTvj0eTpbXkPZea4wjbCYzd1GsFde6O0C3nTt5dWlkXZdW22e6WeH45W0+8LppvvWjmNsfWKojZ97fr1y8/J937xsPj7zHnmGArz/xIrY/dFlzcGj55Q88od7zX1ffgU4ClvdJnJSCyorcLSjTwCjXsU7ZjOy4lQCupMk7+F3HSga4ygoQea7A9yQra4qTj60y3BhEmCa+18Z322xc1WTdimmG+zTv/bRg76RM+zkdjHGIjMDLg8zO4LLQAizu52QB5wLonC8eIdA8ZGBpOj+vbAiAQpGglGWcpdKVlkuIQorY8yL2T2g++IUGn/5mHzNJFdwKUvnUlODgwYSrbjJsWlOht+4QeLbZ3HNFypRlvLhOf5I1skZYxVq7D7OhtdkcTJFfTTLf3XF0eqI2WNgX8vvntTjlxBPMeLTm8tH2dPONf/I7Pys8f3aAA+Ctomd+7yNBffD1r3lp8O+bf3KXDCPNVMvasg5piZwJMSSJ7eBI0mxWdjTLFtxJwe25qbKWKwhcQeA71KuKef0SRwTsHdGEoUO96lANJGEC9RpceFaL7/6oyZU/9ECnZQBGo41jK9ryrJ3Js6MZm1JOW3ZnMefAXcl9eWrJ90L0v7QtjxiL5wV4s1C79PcZuCn7310DBIS2hW5Owo/vd/n2TXVm4grUKijl0+cKBgPNUA107LBnxMY4jaogDmwDsTZpQJ/WpNiMs+3elDLdl9gBskkiiRORDiAjN2BO3idg6dqJKZcokWzYsFGfs/qY1z9wcN0j84I9Tws0nxaAr1p1Crf/5OHwguef/ikverS6uHfgX668aQ+65VDzShqG2UE0lgUJY4OIyav5dMmCC1FiVDIrrsB3Bb4vqfiSaiBxXXsQWqFDK7Tqo1nNebOpWT4/5tfPanLLPRVGmyrtANdgHNJH6XzGkrh8WVhnFni70N39MHXY5xpqOje4j7QxS6V3nVai053prBbsYlOy2aLClk2MThm+c0uNHXsqUPMR0qfmCHpcQ90zVDwLvijSzLSsPmChJWMpwczdkFJgpMmnDgosyBMtiGJJGFkBzdi2+uQAz1RjK0HE+PQ0O/YtY1rU3/L7rz7jUz31LUnP4ManA5pPkwUHTj1pPaMH9yZnnP2SbT0DA5P3bP92o9UMqQcuyrH/cauEZXPkcWJotm1wFyWlJlhjmT0HUgF0kUo1W11EzxX4rsSqbdkaYiAVjsnURxWR4+KoGB26vOLsNpf/oM21t/tkI+vs4KZMZUt3BJhQWPIOYJd48aOot3oKSxRWmBLnXX5c9sPpDEJn65SX0/SZW2j9cFdp7njI5bIbq+C64Lh4jqSqNL5jS1azq2yiDe3QuiRKivSqKlMDIlGOyY2BJQjSxwYwkiiRzLQlM22HOM4k4Uw6LRuUMrTjkMipcsZZZ06evPG0bbt27UsWLz76WpMjracN4ACuW+GW+/dfsXzhc95wxmnmQz3e9QMjI1O0QmsBrPSbVSoKY4MhZia0QIuSlNsWWX6mSEcX7oqV9VLKyse5mUKyKKxGnEiSJJ3LqR3ixKGnGrJ0QYR0tJ3NmM5jzEXjTOck3s6As3Bf5lwlpM/KQR61Ce8sjoK5KcQy2Avuu3ximFk+eDFYwPrhUWx4bK9ifEbZy6JwbE4iDeSzK63lwa3We5TY7GKUgJtYY6LTHET23VnNvxSGREsSbQ1Zs+0wOqEII4EjreKZ79rfNn5Q4wXz+LUXn3Zw9foNb4adVzjjy59OSD69AK83egBIwrHPr/6ts9WODcn7P3LpbcNjT4zTU5VUK9ZHrlcEUibcuz1hpg3NECbaksRAoCxiVFoTa9suU+kumQl/yjz4LGThigq4vAtFS+LYod4Dr3hBi+tui9l5MCW/U1hlpbQddSdzpOdzS26yXsYuS57/jZkN9EOsbusMsy1zNw8+l+UutBy7/gPpr8v+xlGaJ0cFX7uuQtRyoOYghCx1uhdFXMYYEm1IEk0ca6LEIYoFscoq/4oCLCltDZLvxrgqwRiJEK41XCOC7U9YZapaxaFRtX2etSCm0RPgDp23f2Dhmf9rz4Ho8wuHFz6dcASeZoBny/H6iNpTn1mx5vly6fLxf9y399bhRBuqgcNQn2DpvIj+vgnu3CkYnfGREibjiFBLgsSqknpOQbblQaeTWXFQqrjcyY6Dm4GvczhT4Ou006jg+Q5Vf1IunupgVMo0IZ1/YLJA4mdZc2Us0w25vy3mcF26nhfWvFSVmFr32ECrnZUwpLLSlE6cUo2OTstYM0ueJIKkZMFtKGA5cc+NqVZauKpFrAWtsI/emgFnmju2NhiqKRYPKRzh0qgZ4iRi04kb968+7rS3mzj8zMLhxjMBxSP3ZP60y/XrXHXNdZ9aubD21nkLhg8aY6hVBAsGY5bMH+ORPePs3GsYakjOPF7w1ovHePHJexmfipmJraJRmTaUJRHGLGjNdKTL2oeH9Qs6fJCu9x0iYJzL5+44AQ7/jV3vF4cEcXF+FsFYGbwZq54Fj3OxLh39mN2ro0KxyLrmbpEoviGjb7tBnqRuZKIpiq+EdU98N6a/Z4rrNod88Cs1bt5cY2SswoqFISuWjfHYwYS9ozHTrQStExYv6js4HQ299d7NN3xqcPCZATc8gwAHeMlLXsIP7ztwqV9f+MY1q5dN1ioRKxdNYtQoX7s5YHoiYNUCyabVHr/5XI8/+fUpFg9PMhGKwr8ThUSz40jrpuTgLuimjlEeogABwiAMtENBYjreMOdvPiT3PYfbUtYInFXHMhfrMseWbvcjZz+ybbnlNvl9+bNK2DzsMungXUeC75ksEsyp0fKMTZMBO0ndFF1QunEiUomQlPXCGpiKH7H7YMgnru7nqlsGufvhgG1PVuiv1vnts5tEssmOfYaxyZD+gSWTxx0z/40bV+689Nzn/8YzCcFnFuAAG5Y39PIF8768dtWC1z5302ArCPZw2Y0eu3b1sHJYMNCjcBzJyITPqoWSpQtbRHFRDJhz6LJswUkHE9lbQVll406KYn7laNpt+Ob1AU+MqnTWTGETj8ap6AAunQA2HWfCbFTndS1zWtXSXTd9QrnbplRIRSlreYTrRzdvnySSxX2Gl53XxA0S0MbmI9J8gNbFLdHp9tw90Sngi9xFoYVjXZSdewQ7nqgyXDckSczIuGTn7gbLh+pcdM4EI80pZG1Jq1Jf8Npme9WXH9i++GdKwx/NesYB/gevfiXPP3kqGeg//msnb/RePc3y1m0/abCw4TDQI6lWJIGX6aVYVyTzuzvm/jjFLQ8wncIPd3KBoeI+S3AY4Mn9ijgqF7N09nl2uw6d08sogkpDIVvc5abMqjB8CkR4Ad6SVS4zKqIM7K5ZnaITyt0jTYp4xGq8Lx5KKwhTyjTOtANToMd2VmvhlmSWPEm7bxKR+uEZmyLzzLRJk3bt0DDVNBwYc9l/sJ/T1vmcf/r8VlP2vXr+4LKvfeuWieTsF/z2Mw2/Zx7gAOs3/R7nP++qJFhwxdd37tn4mpedu2Zm46oQRxqqPtQrCVU/QqgIhJOOKyzXn1hqUCmZj79QsmiRU06Whi60D7OSUFclbHlcsntElcCdDqWimDyQAxsot2dljsBcDEvZmpfLaGe5J12Gds4gco791gH48va8He3wV6CCQ8nm1gtMIlk4kHDMktBqGJvEtorlvZEpgFOB+lhbCx4n2t7HpJ03EMWSOJHEsSSMFSaRODpmOoTptqbV1kSJ4faHBXsmN828/Jy1r7n0n8a//snv3pv8zRte9fOA3s8H4ACi52/51GffYCa8my9buGzwtU594bhSkt66prce0t+Y5pb7FffvbNBfMXiKnOt2lcB1igFFShmUstG7UiWQOzrnYx0nQakIRMyVt/hWodbJuvUdBCKvO++QOe4ONrss+dx+tpnTZ5/TgGfUUAfDQYkpMR1hQvFaF78NeTIHZvvhHSxS2nKmtUOUKI5blXDhmTNABIkV5GknEGmRSxbHqZsSpxY8jkmBbggTqwAbxYIwkrQjh6mmz7HLHZ6zcZz904bxacHoZEKcaE7Y0DfeP1x77Xce+NJlt16/wnz6ff/z5wW7nx/AAV77hxejmmci4yX/ffz6E/7i189/3sia5T4LBkcZa07ylRt7CVsBvYEmcI1Ny7sS13VwXYmnSIFv0pvOhfaVsrrlrkpwnRilYipBxJ1bJd+8oUaz7VluMZWjyKZ/lYefdONwFqizbbqTRuzu+CnCt27gH4JF6QL7XN04neAuFVhlH9lxYnZOcMhyAlo7hKGi6kleft4Mp66ZgXaI0REtLWgnwoI3td5RQprosRY8ijVRbIgiCENBOxJpiYRiasaj4la46OwmA40Jdh5IaCU1Fi87dWTZ4lP+YtWCY/77wk2/yennXfTzhNwzw4Mfbr3u1X8KQHNm7FIhXTW+t3bJrkcfH/7AFxpc96NhFvZC3TdUfTtU1jY0S1wlC3GhEsCzm1IJbipRoVRMxW+zfzzm0itr3PtoBbyswVnZrn1Z6tYvW83Sb80SQbLLilvd7Gw8X9fJkG/Is0/Q4QAV39AB0A6rXe5+LxpBOsFdpOIzBaBy0GvZEesnCyHRwiHRBiEU7bbL8cva/P5LJ3ns0z57p1wiqZjWkkAL2xfpgJsYotiWQ0TKoCJD5GgiZcHthvbYzLQUvusxOlnjRackTDVH+fz3BznrnPP2n/+i570tDKNLh4YHft5QA54FgGerUu3DmLFPz1t2jrhnh/7Hg2M/HF6/cIwoVDQqglpFUvWzmhOJ71qMejnA7SgVlT72si5+FeF7bZTf5rs3uVz6nV5aUQCBB9KDtA/UT5ubOyavlWA4G7jpyJq5XJY53JHZQWcnuLNVxLimcF0EhXhul3uS9UF2WPP888mDSkrWWxiT91cK7FycSkXzBxc0+fHmSb7wPRetFE0ZMBMLPGnwkiw1b4higYoMSmrCGJxI4DgOKrRDf6VwUI5LraK4d1uV41f2c8lfP3//8tVnv32sZT69bP4zx3MfaT1rAAcQoo/HdrU+tXbNC+O/f3PtX2659Tv937i2TV9d0Kg6dtiQ71hXxbPzWXzXDgL1UsvtqQRXxbgqxkvB7QUtrrvT4cOX9TEZVcEPbKOz46CEIJCURnlng2E7nW9DJjGc8r3GypVlFl1rsjmrc9461hwnQDmM7U7odGcgy9WVRbNviVXpktQwkFrulMbTkrjrm1tNCLwWb7xokj2jDtffrYgch2np4ScCN7PcMu2qctKmCUfgyMTGQ9I6d1aUE+oVj7seHeKUTb82evZzTv4bVyWfE+LI+oHP5HpWAQ6wbFGAMa3PL5l/0sHm1NbV1VrtAzu33uWCg5AOKq0FDzxDxTdUPI3nWYmKrIvfVQmeG+N7IRWvxS33wFs/2s/mbX0QVMFxcaRTGied9mTKYtpAtx+esSnapGyFLoqQMkuutW29y1yTcuVHp//emcbPXRJK2cqyv02W4Epny5fazoQsFHsz2QfZdWEoarI7Q6zYCLTRKX9t63VOWd/k/W8Y568/4nDjfQ5N4TAtJYFjbCCZGFRikLHIcwuOBKU0jrQu0NS0Zu+IZsXqM6K+ofitS1edtG3/ePXbi4cOOfv757aedYADCBHo7du2XLHp5Iu9/oGtMwsG3Y89suV+MTPTlmFs608qvqFeSdIhWFmSx/renorx3JBq0GLLkzF/9W8D3LujH6o1HMe1jc7SCgllVjDvMsqZlPLUL8Bk1XIiH5eYaJFb0nI30lx8eb4Ox4WXQF7uSc1AbJ9nCazshEy5/tKAgZxBKWl8FxPSUlrUCLSwQj2JsHIOmebJxhUz/PMbD/L771Xc/7jLtFOhpqwgj5cyKSIy6ASrZCUFFc+yTzOtBOW6etOmk03v0No/v/j09Z/dv39fuHio79mGFfALAnCAVavX8fDDD4W9A8OfX9COrm+FUxf95P5d/3DgwAEGegJ6ajHD/S1cpWm2Ve6PKkfjujGB1yaRLb5yQ42HHu1HVOpUXEXNAd/RdnQM5IATGbil6eg0giKQFKSMCSJPldvAzeTW3BwC6PkY7blWZ36+gxHpCDZFAeDyxIys8TfrZBcUyR1j7HhAIQxGaPtBmlQquvz/N3bWUqLQWrJ+6TSvPHecS74Q0I5dpmNFVRX9lVEME5FAtUAITb1qGOptsmhRDy298O9Wrlhx2cIFw4+P7NsVrlnz9NVz/6zrFwbgAOvXHwPQ/Pq3vrLl4ovXXbLjX12vv7fvHX3VXc68/imUP8H4pKLZHKIaJNQCUFLjexFCtPjIZQH/8Y15JEGDXs+hxzUEqii9jbXlerM6lwzYKu0VzXzXhNTHxmoZOoaO+VZSpC6KIR+315H0yUtmD1062+lrm9x6yy5wZz53Gdgq5/ut25KPSU8yPUFyqy80SEfn77FtZPY/40hNFFthH4PgT182xXR4gH++PGAmbhClBVWuI6gGAp1EjE5BNCIZ6PVZtnxFcty6xnu/dVvvJUsnH0kWLT792YbQrPULBfBs/fZvvpIPffwrydvf/AfvOnhwRO1//Ma3jB24zv/gf3uMjTZ48Sku65bbg+iqmFrQ4kcPwX9+Y4ixqIeBmsOAZ6i6Bl8ZHMcCdrptud7EFIGbI8FNO/c1EGEHhLXTE0GmQqC2NsaUKhtNXm1XDja7GycySz4rEdRFD3Z0w9MZUGYy1EUSS+M6tjVPCMuQxIlDrG0XjUHgGI3Cul9kvx1BK1bMtFwSLVDS4LmKKFZo7dDbY3jdy6e47cExbr6vQstXaC3wFKxY4PGC54aMhWN88bpVnHLqc9vPf9HZ/6d/YOhd2+7/Mqs3vObZhs2c6xcS4ABv/tNX0pyZJKi039HXOE8+8Mii0ydb35EbVyWne+6k6qmG1CohnhfhqjZfur7KrmYvA1XFvEBbLt0D3zW4jgWY52rGRg3jaa+o59grgKfsjNkMkFNth8nImmkloZJOysgKnRxpU9qOLNwR3TVKu6NpeY7VHWjKcjInG5OeUoJZzbuNO7LA2jJHtjxB0Gz7zLQ8Wm3XWl1l9WFcZZV+K17E5IzD6GSNyWk7uMlVGt9zCGOHRFu12P56zMXnTXLDPQNMx4qJtsSf1oxPhRycWhSfdkLPrSc857f0/OH1t45O8Y7x8Ql6e3uebbgccv3CAhygUs3507d/+9tX8cbfPb2Bnv5E0tr+ypGZh2St1mT+QMTecc3Du+q4js+8qmagYqj6hopvM6G2Qdlh+aImE3qEz17TYLJZp64soxK4hsCzXft6WrCkPsPIRMiOvT7C84m0kwd8js7ALfKx1OVbNzc+u+KwDO6upoRSUkeWH5f0BJWjcZVljDwVUg3aPLpPsu+gQNHg4ISPpzSBb0djB0T4Xsh0OM3nvtegPe2xfJ5HtWKo+pqKb9WrotjKtflexJqFU8zvn2F0uoauRSxeLFi6fIUemL/uq2NJ409ae0cmNx3f+2zD46jWLzTAy+vCC3+D8ZFHJ3vq1Tdufmjx1qtuFMcPDY+/XIrb+d4dAdt2NRiuwFDN0FuFaiBz/ZRGTTFvQHHi2ogNq1rctSXm+rsrULW1LhVf0FMV9NQcFsyXvPB5IzhihMtu8PjKjfNoBjVcKXGlHWaaaFOUlsq5OXHSlH7euZyu2Za7CCoLBapiQoZMGzqcrNbGsdbbd0Ma1Wm+epPDl27oRcY1XrTJQ0mPvkZCjwHXTTAGqkHE7Y8Y/vPbA2xaLBFaM29AEdcE7Ujitx3CSGI0BF7CioVtzj+xyRevDXnxhUu5+EVcPjj/7PuEWvOvRk9Pnn7simcbDke9fmkADtA7uBzgwL69T77zj1/1p8tF+w4C0ffyseZmVGwYqscMNCSDPYpK4BDHVnioWnHoracz0XXA2cdPc9sDMVK4+MqWBTSqDoN9LisXCZYNNFi3bIbVC8e5b7vLA0+6tKRP1RHExuAegjkptmVahwUnPWvl/LfpcFHy0oGSi1IWz7RWPKEatHlkV8w/fmke256cxwkLBXc/7LB8obD5A2WoBrY/shVqbr4vwBE+UiRMTAtqFZtIixPD6ATUKlbawVUxtarH0kUDvOZ3Tuf8c9de/rznrn3zvoPTjy5dNvxsQ+Apr18qgGdr3vzF6HjXo0Ic9zeEzufPPefEN81E28+5Z/PDKDHN0gWKeQMJm7dGTM8o5g8KAk/juxpjDNMtgUbgOuArCDx7wOtVie8lNFsOY1NVFgxMc+7GGR7YHhIHnmVgMqUmUwwxte5JqnOoTSo13EkX5hRll0tSMCYltqTE1xfuSmbdreaLH0TccK/HngMNBquCmqcJQ5ia0VQDh6ovaVUcosQBI6hW7JeGEbRDWzjVqMJ0u80DOyXDvS6ONPTUB6gOnsrLfmPtjdv2DPzrc09eec/jY9Gja5Ytf7YP+0+1fikBDiDVIoCtxpitp57EfSP75cKTjj/24/t2b11TM/c6i+bt456dipn2AJ4yBJ7Bda31e+RJlyRRVjfRhcCTBL6k4gk8ZcGmU83rwLNINcaOQCnLSJTLabW2I1W0LHoZi058So646OK6i8aOsktSTDQrsSsloAuhaYYuSSJRrj3BotjQChOabUkzlLRDSRg6OFKxdlGLONGEiaAdGcIIqkHCaGuSzTsVaxf0cPYZJyXHn7hq68Sk+NNNx5+5+3mwpaOU+Jdw/dICPFvpAdiy44mRLTpJLli6oLp46YITvnrgyct76pV9tVZV0N9jqAYxSlr/1XFca7ldk9e7BJ7E92ydSzYZTkqNFc+34itZXUrmcpTrP7SxE8OkFjia3LLPRRFmFjyTjM57S52yFTdFVjX/I1uQldV2C2MQJHkLWZQYwtDQDg2tti1lbUeKMHJJ4jZJkhAlipmWZmwyYnRCUKvU2bRx6fSrX37BxHBv8op5ixY+uVA6j/6yAztbv/QAz9bKJYMYbR5l2fDjMLZh/9iFz3vJhc5/Th3cHg8G9w4cHA0b2ghiHRLpCg0XAte6J4En8f1szpCxY1hUyJP7NTfe3w9BgCNtm1hnkihtd9B20BWkw66ksT2LuYsy2wsv04EyFxrVaRInBbchbQsT6Xfaz9Fa0pwJOPO4FvOHZ9gzUqOddtmEsaYVappth1YoabUdmm0faaZxZYgjXWKhmBKDk4tWHHPwuaesUmdN8rpG36rbli+qjxuDFvJXA9zZ8fiVWUIKhBD6gS2tUdyV19Trfesu+9pVq4875XffWx044/5Kbf7dd+4Ybj306AIafoLvaoJU47Di2UYK5Wg8N0G5ba7b7HPfzgGGag5VYUdrNBNrkR1ptRIdJ9VZjCCMIUobc7XubIzopgkL7e6MJdG4jsF3E3w3QTqQaEmUcdSA58ZU/IgkURycaHDM0oDzT5pE64hWLNKWMkOrrZmaMUzNwHRTMj7lcsbGBhec6bSWLV1w9ytfevr9b33j77335mu+trpR71t3/Pol1ywdmhwVQmj5KwRu+BWy4OW1Yf1CsCTGzPjBbSilPiCE8wGnb6WzpO/4j73qJd66PY/tPGtqbK/TqCUsGDZ4TpMkUSAg8CKeHIn57LXDDNV8lvcbcGMmwia7RgJi7eIpTT2wLtK+CZslzVW5HHuyZJPJZmkZlioIMxdFKYPvJVSCGN+NmG55jI5XUn3GbPZNk517E6ane3CdCkmiePULRrnpJ9PMNHvz8oCR8TZRIhjs83DcALe2POlfOP/mV13obtm9r/V613WSei3gD9/yAdMYWDbzbB+vZ3L9SgK8vHoHVkOBrfjAyNif/NU6v3/XngPv+/o3r/XCmT3J8cfokw+O61N27W6CniLwpvjOjxS79tY5Zl7CqgWK5210WbZ4P+//SsSu3f1UfMFQr8OCIcGx7iQ/uEeyd1+FhVLjq9SClxkUoLubp1znrRyN78UM9jR5cmSGm+7uwSR1Fg5JPGXdlgef0PzTfw+zamCA04+3ln35whanbpjga9dVWNSAoZW9BL39jE2KO2s1c9eiJYuc1RteEFZqQ397/nB7NKj2PduH5Oe6fuUB3r2GBvsARoH/CfDEjstxHc655xH3xRuG9Cvm94+vF/4utu95kNXzqgzUmmnXv2DtQsF5p7T45vc1Fc/y5ies1axaNslDT0g2P1yl4Qvqgc4bmTPyJO8YKpXT5kGqsf51NQhZMDTJXTvafP3mXtbMS1COw0CPYqop+f6dAQ/vDOghYvd+Q73q0agv4PQN41R6NrF0oIdjVtYeHp5f+eqWPeq7SnLjqWe/8Nne5c/q+r8O4N1rycqXA9w4PXXwRhA3SRGt3rV3l965e78+99SVK1cvHXxbc2o3i5e6VCpthhu78EQbV3rUKh71Ssjdjwgeesxn2aIWkZGAQy1w0MYGfZ4ncRyBlMKK6WhLC/qepQ2nmw69dYGhzSNPatYsEhy3Omb/npjxSYexiYTemmbnLkN/o4fjNyxh8WLD6mMWQ7LvkjNOuGfHuc8/Q/r+QlmtqG0YrjnjtGenB/IXbf1fD/Bs1eoDANdkz3c+thff9/ue2LX71sd3egzPU1FjwaK/PO3U5EW9gwF1H3Y/fi/V6i6SMZ/1i+dxxsYmV97SJklgxUJBaGa4ZbNi7SJDbUigZMLegwmOI+ipCOb1T3PDZkkSVhjsjZloar57+2LO2iAZ6Ik4eMBlYGCI40/exEBvxO/VYnbuCq7t89v/sniecZetPJaBwQU3RtErxvzK/Gd7F/5Crv8f4IdYK5bNBxgDvgXQmn4S4KHVXjx/3nypjU4YG9luh5vWHVbNr3Ds4qkoOvesdysdvuSUdWEUywlG4gYbljisWy4wJubhR22r2MplgtUrJrhrFxDV6RtW7uKF5soHv3Lfu9cu6nGjZAylHBqNOstWHEclkFT6jTxuvdoL7Fi7atGzvYt+KdavFif0LK+vXnEzCDG/Nbmv99jlTRPLCb55Ux/HLpKsW6bRJuaBHYo4kaxfJli7bJKv32IQYZVTN1TE6hUD48aYvcNLz322/yu/Muv/A/iQwYM9IgwZAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQ5OjMwKzAwOjAwvElEmQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0OTozMCswMDowMM0U/CUAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 28327345
    {'hecke_orbit_code': 9007199321849951, 'n': 1, 'trace_an': 1}
  • id: 28327346
    {'hecke_orbit_code': 9007199321849951, 'n': 2, 'trace_an': 3}
  • id: 28327347
    {'hecke_orbit_code': 9007199321849951, 'n': 3, 'trace_an': 7}
  • id: 28327348
    {'hecke_orbit_code': 9007199321849951, 'n': 4, 'trace_an': 1}
  • id: 28327349
    {'hecke_orbit_code': 9007199321849951, 'n': 5, 'trace_an': 5}
  • id: 28327350
    {'hecke_orbit_code': 9007199321849951, 'n': 6, 'trace_an': 21}
  • id: 28327351
    {'hecke_orbit_code': 9007199321849951, 'n': 7, 'trace_an': 11}
  • id: 28327352
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  • id: 28327353
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  • id: 28327354
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  • id: 28327355
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  • id: 28327356
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  • id: 28327357
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  • id: 28327358
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  • id: 28327359
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  • id: 28327360
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  • id: 28327361
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  • id: 28327362
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  • id: 28327363
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  • id: 28327364
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  • id: 28327365
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  • id: 28327366
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  • id: 28327367
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  • id: 28327368
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  • id: 28327369
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  • id: 28327370
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  • id: 28327371
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  • id: 28327372
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  • id: 28327373
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  • id: 28327374
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  • id: 28327375
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  • id: 28327376
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  • id: 28327377
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  • id: 28327378
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  • id: 28327379
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  • id: 28327380
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  • id: 28327381
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  • id: 28327382
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  • id: 28327383
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  • id: 28327384
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  • id: 28327385
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  • id: 28327386
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  • id: 28327387
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  • id: 28327388
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  • id: 28327389
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  • id: 28327390
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  • id: 28327391
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  • id: 28327392
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  • id: 28327393
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  • id: 28327394
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  • id: 28327395
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  • id: 28327396
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  • id: 28327397
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  • id: 28327398
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  • id: 28327399
    {'hecke_orbit_code': 9007199321849951, 'n': 55, 'trace_an': -180}
  • id: 28327400
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  • id: 28327401
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  • id: 28327402
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  • id: 28327403
    {'hecke_orbit_code': 9007199321849951, 'n': 59, 'trace_an': 633}
  • id: 28327404
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  • id: 28327405
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  • id: 28327406
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  • id: 28327407
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  • id: 28327408
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  • id: 28327409
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  • id: 28327410
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  • id: 28327411
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  • id: 28327412
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  • id: 28327413
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  • id: 28327414
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  • id: 28327415
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  • id: 28327416
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  • id: 28327417
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  • id: 28327418
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  • id: 28327419
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  • id: 28327420
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  • id: 28327421
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  • id: 28327422
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  • id: 28327423
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  • id: 28327424
    {'hecke_orbit_code': 9007199321849951, 'n': 80, 'trace_an': -355}
  • id: 28327425
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  • id: 28327426
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  • id: 28327427
    {'hecke_orbit_code': 9007199321849951, 'n': 83, 'trace_an': 270}
  • id: 28327428
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  • id: 28327429
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  • id: 28327430
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  • id: 28327431
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  • id: 28327432
    {'hecke_orbit_code': 9007199321849951, 'n': 88, 'trace_an': 756}
  • id: 28327433
    {'hecke_orbit_code': 9007199321849951, 'n': 89, 'trace_an': -30}
  • id: 28327434
    {'hecke_orbit_code': 9007199321849951, 'n': 90, 'trace_an': 330}
  • id: 28327435
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  • id: 28327436
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  • id: 28327437
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  • id: 28327438
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  • id: 28327439
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  • id: 28327440
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  • id: 28327441
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  • id: 28327442
    {'hecke_orbit_code': 9007199321849951, 'n': 98, 'trace_an': -666}
  • id: 28327443
    {'hecke_orbit_code': 9007199321849951, 'n': 99, 'trace_an': -792}
  • id: 28327444
    {'hecke_orbit_code': 9007199321849951, 'n': 100, 'trace_an': 25}