Newform data - 95.4.a.d

Formats: - HTML - YAML - JSON - 2026-10-15T15:18:34.755914

• 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, [-5, 1]], [3, [-4, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798949220447, '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.d', '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.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+5q^{2}+4q^{3}+17q^{4}+5q^{5}+20q^{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': [5, 4, 5, -32], 'trace_hash': 1842671513610611734, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.015', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.011', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.031', 'prec': 7}, {'__RealLiteral__': 0, 'data': '2.061', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.057', 'prec': 7}, {'__RealLiteral__': 0, 'data': '5.226', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, 5, 4, 17, 5, 20, -32, 45, -11, 25, -12, 68, -42, -160, 20, 89, 114, -55, 19, 85, -128, -60, 160, 180, 25, -210, -152, -544, 214, 100, -144, 85, -48, 570, -160, -187, 94, 95, -168, 225, -6, -640, -308, -204, -55, 800, 184, 356, 681, 125, 456, -714, -274, -760, -60, -1440, 76, 1070, 276, 340, -826, -720, 352, -287, -210, -240, 52, 1938, 640, -800, -344, -495, -166, 470, 100, 323, 384, -840, -688, 445, -311, -30, 996, -2176, 570, -1540, 856, -540, 1578, -275, 1344, 2720, -576, 920, 95, 340, 786, 3405, 132, 425, 126, 2280, -368, -1890, -640, -1370, 204, -2584, -1434, -300, 376, -2848, 1218, 380, 800, 3638, 462, 1380, -3648, 900, -1187, -4130, -24, -2448, 125, 1760, 904, -2115, -1232, -1050, -2180, -816, -608, 260, -760, 5130, -2566, 3200, 1988, -2720, 736, -1720, 504, -979, 1070, -830, 2724, 1598, 1134, 500, -2440, 855, -1254, 1920, -720, -2856, 3238, -3440, -1096, 425, -5120, -1555, -1420, -102, -240, 4980, -2336, -5760, -433, 2850, -209, -5236, 1206, 4280, -800, -1068, 1104, 7890, -1412, -935, 3742, 6720, -3304, 7200, 470, -2880, -1368, 3128, 4864, 475, -1472, -1148, 1458, 3930, -840, 11577, 2046, 660, -1496, 1125, 208, 630, -6848, 7752, -30, -1840, -1760, -3738, -228, -3200, 844, -4658, -1376, 1020, -1540, -6840, 4608, -7170, -664, -1020, -4788, 1880, -3400, -2720, -275, 6090, 1844, 1292, -1090, 4000, 1536, 9630, 2842, 2310, 920, 4692, -2752, -18240, -2400, 1780, 2130, -5935, 2860, -14042, 3405, -120, -798, -6480, 3984, 625, -2364, 5984, -1920, 4520, 2280, -8279, 6290, -6160, -3008, -3570, -2354, -10900, 8112, -2160, -1370, -3040, 6312, 884, -4794, -3800, 304, 10146, 5376, -12830, -300, 10880, 2062, 9940, 1584, -7200, -4054, 3680, 7996, -5848, 380, 2520, 192, -935, 8083, 5350, 3144, -2822, -3906, 13620, 1380, 4230, 1824, 5670, -6720, 1700, 9856, -12200, 504, 1691, -4130, -6270, -1820, 6528, -1472, -3600, 712, -7560, 9130, 16190, 1760, -11696, 6342, -5480, -2568, -1435, 816, -25600, 2166, -5287, -1050, -7100, -5736, -270, -5888, -1200, -4748, 16932, -1034, -11680, 260, -11392, 5154, -2165, 4872, 9690, 1728, -1045, -10816, -13860, 3200, 6030, -12148, 14552, -602, -4000, 6384, -1020, 2, 5520, -1720, 26826, -14592, -7060, 1960, -2475, 361, 18710, -4748, 22848, -830, -16520, -5864, 14240, 66, 2350, 8768, -9792, 558, -6840, 500, 8280, -8988, 24320, -4876, 1615, 3616, -7360, -424, -8460, 1920, 7290, 3388, 13362, -9890, -4200, 18240, 30645, -8720, 10230, -3440, 2244, -234, -7480, -2432, 2225, 11602, 1040, 6048, 2142, -1555, -34240, -1128, 20520, -14806, -150, -10264, -6256, -8832, -8800, 4980, -3570, 7952, -1140, 6252, -10880, -10482, 4220, -2024, -12330, 2850, -6880, 26432, 3468, 2016, -7700, 3936, -13528, 10946, 23040, 4280, -24378, 3040, -3320, -7800, -2700, -7491, -23940, -11364, 6392, 7890, -17000, 4536, 9184, 7330, -1375, 72, 20706, -9760, 9220, 6720, 3420, -12774, -5450, -17328, 13600, -3786, 7680, -19448, 19046, -2880, 14210, 4596, 7854, -1664, 4600, 12952, 12420, 3696, -13760, 475, -62016, 3014, -12000, 12432, 1700, -3948, 10650, -20480, -20179, 3930, 14300, -18016, -37170, -5680, 17025, 1972, -408, 24396, -3990, 660, -12816, 11008, 19920, 18780, 2125, -9344, -11820, 8256, 15840, 630, -9600, -1732, 15368, -13290, 11400, 5312, -24475, -2888, 31450, -1840, -20944, -2208, -15040, 4824, -9450, 7610, -11770, -13636, -37060, -3200, 40560, -16416, -4272, 13433, -6850, -3036, -10336, 252, 31560, 1020, 2340, -5648, -23970, -8172, -12920, 1350, 1520, 14968, 9690, -7170, 26880, -20396, -43622, 9086, -1500, 4066, 28800, 22016, 10310, 1880, 33796, -4458, 7920, 12936, -14240, -5472, -20270, 18228, 12512, 6090, 39980, 9952, -15480, -8246, 1900, -924, 8568, -5888, 960, 4000, 3157, 16322, 40415, 5832, 18190, -31872, 15720, 3288, -7470, 2310, -19530, 17500, 46308, -2736, 6900, 8184, 8366, -1486, 9120, -18240, 19278, -5984, -33600, 24616, 4500, -13334, 49280, -572, -41480, -5935, 2520, -12056, 1615, -27392, -20650, -7728, -21318, -98, -9100, -120, 17280, 2938, -7360, 25316, -12240, -24320, 3560, -50496, -14952, 625, 45650, -912, 55046, 10716, 8800, 1256, -30960, 3376, 31710, 4520, -18632, -28602, -12840, 3784, -10575, 20290, 4080, 10676, -87040, -6160, 10830, 11264, -13995, -3312, -5250, 18432, -24140, 25878, -28680, -10900, -534, 1826, -29440, 1500, -4080, -7618, -23740, -19152, 44820, -3040, -5170, 34240, -39712, -13600, 1300, 9912, -10880, -4110, 25770, -3800, -7361, -21474, 24360, -25152, 25650, 7376, 8640, 4668, -3553, -12830, -54080, -4360, -27412, 11508, 16000, 13292, 20502, -4224, -60740, 9940, 38520, -684, -3010, 11368, -13600, 7206, 31920, 1786, 3444, 3680, 10, -4032, 18768, -5666, -8600, 7568, 71010, -23040, -72960, 2520, -24004, -9600, 9800, 0, -4895, 11776, 1805, 8520, 63614, 5350, -23740, -4048, 60480, 19837, -4150, -35112, -56168, 12134, -29320, 13620, 13600, -624, 330, -13556, 7990, -3192, 43840, 4368, -25920, 5670, 2790, -10956, -23256, -6528, 2500, 3872, 16376, -9456, -44940, -12200, 82688, 6190, -24380, -7680, 4275, -7062, 18080, 45888, -25024, -6270, -2120, -11592, -33116, -5438, 9600, 25160, 24786, 1182, 16940, -3600, 35370, -12032, -49450, -114, -14280, 4128, 91200, -32528, 60609, 16190, -43600, 12452, 34782, 32448, -17200, -38976, 5940, 34692, -1170, -5480, -25432, 15526, -12160, 20976, 2125, -17358, 58010, 1992, 3536, -25600, 30240, -19176, 5670, 31034, -7775, -34636, -116416, 1216, -5640, -7100, 40584, -5852, -74030, -14784, -510, -20082, -51320, 33568, -16560, -1200, -44160, 19644, -29920, 726, 24900, 8248, 12054, 77634, 39760, -11680, -3876, 21888, 31260, 3512, -28800, 21407, -52410, -16216, 14348, -2165, -10120, 37984, -24386, 31984, 14250, 15040, -23392, -39442, 132160, -1045, 9180, -40454, 10080, -3436, -26180, 768, 19680, -10056, -12920, 6030, 54730, 32332, 78336, 8256, 21400, -2184, -64530, -8646, 15200, -4000, -11288, -44394, -39000, -15624, -5340, -18222, -37455, -29404, -81396, 5520, -56820, 18576, 16920, -28928, 39450, 3732, -57800, 3496, 22680, -7060, 67680, -26880, 36650, -30816, -4675, -31236, 360, 39424, 54810, 18710, -48800, -2644, 31348, -1386, 33600, 39744, 6764, -11952, -63870, -16520, -18530, 69760, -86640, -19720, 36000, -7280, -18930, 14448, 26112, 2350, -97240, 4048, 18190, 36258, -14400, 12939, 48314, 2848, 22980, -6840, 20790, 14586, -8320, 36520, 15640, 30182, 64760, -960, 24564, 24320, 18480, 15828, -46784, 6972, 2375, 25368, -164160, 22746, 15070, -7360, -40800, -10272, 62160, 82112, -5740, -9055, -19740, -2244, 36210, 7290, -102400, 16480, -53415, 8664, 19650, -16940, 48620, -63616, -90080, -4200, -73514, -40062, -28400, -18936, 57885, 15774, 9860, 4832, -1080, 10230, 121980, -23552, -13566, -49280, 3300, -4144, -12240, -18992, 55040, -7480, 67728, 35294, 93900, -14288, 5625], '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], [5], [4], [17], [5], [20], [-32], [45], [-11], [25], [-12], [68], [-42], [-160], [20], [89], [114], [-55], [19], [85], [-128], [-60], [160], [180], [25], [-210], [-152], [-544], [214], [100], [-144], [85], [-48], [570], [-160], [-187], [94], [95], [-168], [225], [-6], [-640], [-308], [-204], [-55], [800], [184], [356], [681], [125], [456], [-714], [-274], [-760], [-60], [-1440], [76], [1070], [276], [340], [-826], [-720], [352], [-287], [-210], [-240], [52], [1938], [640], [-800], [-344], [-495], [-166], [470], [100], [323], [384], [-840], [-688], [445], [-311], [-30], [996], [-2176], [570], [-1540], [856], [-540], [1578], [-275], [1344], [2720], [-576], [920], [95], [340], [786], [3405], [132], [425]], 'ap': [[5], [4], [5], [-32], [-12], [-42], [114], [19], [160], [214], [-144], [94], [-6], [-308], [184], [-274], [276], [-826], [52], [-344], [-166], [-688], [996], [1578], [786], [126], [-368], [204], [-1434], [1218], [904], [-2180], [-2566], [1988], [1134], [-2440], [3238], [-1420], [-2336], [1206], [-1412], [3742], [-1472], [1458], [2046], [-1496], [844], [-3400], [1844], [-1090], [2842], [-2400], [2130], [-2364], [6290], [8112], [-4794], [304], [2062], [-4054], [7996], [-3906], [-1820], [712], [9130], [6342], [-4748], [5154], [-12148], [-602], [2], [1960], [-5864], [558], [-4876], [-424], [-9890], [-234], [11602], [-14806], [6252], [-10482], [3936], [10946], [-7800], [-11364], [7330], [-12774], [-3786], [-19448], [4596], [12432], [-18016], [1972], [18780], [8256], [-13290], [7610], [-13636], [1350], [-20396], [-4458], [18228], [-8246], [-924], [16322], [17500], [-1486], [24616], [-13334], [-12056], [-98], [2938], [25316], [1256], [20290], [10676], [11264], [25878], [1500], [-7618], [-4110], [-21474], [4668], [13292], [7206], [-5666], [0], [-4048], [12134], [-13556], [4368], [3872], [6190], [-7062], [-5438], [1182], [12452], [15526], [31034], [-34636], [-20082], [33568], [19644], [726], [3512], [-39442], [-40454], [-3436], [-10056], [-44394], [-18222], [-29404], [18576], [-2644], [39744], [-19720], [36258], [14586], [30182], [15828], [22746], [16480], [-16940], [-40062], [4832], [-4144], [35294]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510798949220447, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '95.4.a.d', '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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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: 82595
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '95.4.a.d', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '95.4.a.d', 'target_level': 95, 'twist_class_label': '95.4.a.d', 'twist_class_level': 95, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 82596
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '95.4.a.d', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '475.4.a.a', 'target_level': 475, 'twist_class_label': '95.4.a.d', 'twist_class_level': 95, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 82597
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '95.4.a.d', 'source_level': 95, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '475.4.b.a', 'target_level': 475, 'twist_class_label': '95.4.a.d', 'twist_class_level': 95, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 82598
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '95.4.a.d', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '855.4.a.a', 'target_level': 855, 'twist_class_label': '95.4.a.d', 'twist_class_level': 95, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 82599
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '95.4.a.d', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1520.4.a.c', 'target_level': 1520, 'twist_class_label': '95.4.a.d', 'twist_class_level': 95, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 82600
    {'conductor': 19, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '95.4.a.d', 'source_level': 95, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1805.4.a.a', 'target_level': 1805, 'twist_class_label': '95.4.a.d', '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: 282800
    {'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 2}
  • id: 282801
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 3}
  • id: 282802
    {'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 5}
  • id: 282803
    {'charpoly_factorization': [[[32, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 7}
  • id: 282804
    {'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 11}
  • id: 282805
    {'charpoly_factorization': [[[42, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 13}
  • id: 282806
    {'charpoly_factorization': [[[-114, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 17}
  • id: 282807
    {'charpoly_factorization': [[[-19, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 19}
  • id: 282808
    {'charpoly_factorization': [[[-160, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 23}
  • id: 282809
    {'charpoly_factorization': [[[-214, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 29}
  • id: 282810
    {'charpoly_factorization': [[[144, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 31}
  • id: 282811
    {'charpoly_factorization': [[[-94, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 37}
  • id: 282812
    {'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 41}
  • id: 282813
    {'charpoly_factorization': [[[308, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 43}
  • id: 282814
    {'charpoly_factorization': [[[-184, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 47}
  • id: 282815
    {'charpoly_factorization': [[[274, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 53}
  • id: 282816
    {'charpoly_factorization': [[[-276, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 59}
  • id: 282817
    {'charpoly_factorization': [[[826, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 61}
  • id: 282818
    {'charpoly_factorization': [[[-52, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 67}
  • id: 282819
    {'charpoly_factorization': [[[344, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 71}
  • id: 282820
    {'charpoly_factorization': [[[166, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 73}
  • id: 282821
    {'charpoly_factorization': [[[688, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 79}
  • id: 282822
    {'charpoly_factorization': [[[-996, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 83}
  • id: 282823
    {'charpoly_factorization': [[[-1578, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 89}
  • id: 282824
    {'charpoly_factorization': [[[-786, 1], 1]], 'hecke_orbit_code': 13510798949220447, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '95.4.a.d', 'level': 95, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEDIGszOoqAAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7L13vGVXfd79XWvtdtrtd3qRRqMZVTTqEkISEkZgMEamOqbYuCVxnPomsRM7bxyX1w5x4hIbF6pxwYDAgECiCCTUex9peq+339N3W+v9Y+29zz53BuwkdgAn58PmnHNnNPecvZ/9rOf3/MoS/N/H39rjjjsfQEqx+oU9R0ZNasy6SRfPlTx1sM1Nr5gQ111Un7//6ZR1kwuTV1543Dy3Zz2BJ1k92aVeS4WW5y+DOT257kaAtcAS0BNCfKe/2vfsw/lOf4Dvlce+Q6cAztU6XW0QutuL+Mxn/4rz153gnLULBMrjwLHPxovmil/qdRZ/wBEmPn7KY/WEIO72aS8n3vHjcx8+elwg0v5PHB3pRCdPz7F2Eo70I0bqqdtPDn3xd/9k1y+9dOxz4rf/00/+59PHD346SJ57qrO8Wxl8EEIq6Z4GDlbq677Tp+R74vF/qeFbPF7cM4uhMuZy4KZw+TkcKeNjC2P/stOXrxXCEMUJTz/9LPXKElvXNVlqK47OVECHJHHCeMOw+6jHxeemnJyVjI8kNGo++086pDpmqi44MR9zyRbN3qOSiRGN53kEgcPBWclSB7atSjh/0zjbL3wFBhdHGbqR+7WXD/Z/y5jEffWNF7N184b7IVwSYvV3+pR9Vz7+L8Czx+mFWYDXjdXD8w4d6uj/8N8+od/3AyPnNvtrfr7XPkA98Dh09BTN1jxR7LDYlaTGI3ANDd8w00rYe7LPuomA0YpCiZipEY/zNyq6fRAy5PisQz+CE/MChUcvjDlvo2H1eAeJpFaNWDPdZvfhCRaWKtSCFN+J6fY1zY4kSlLGxqeo1tfhOn0u2XYuT++a+41XX3r84PTmH5ehGZWb15r9wFcq1bXf6VP6XfH4Px7gR/bdi5LiplNz6W0PvDD3tiu3z21POh5/+Km93LBjiblZj8MzXTZMKaoBTI1oji/6KGmQQrN2LOXITECtanhqf0g3FAQezC/DuVMO1YrP6qmEmy5p8dLBEZ7aJXj5SML1F6esm9TUaoKNq5eYW1IEPvRCwzO7J6lXJAdmPNaM95ECPJVyakExUkuQpKybjplbqNM1KbddWWXvzMVUGzG3XVPZvfvopjvafflVIbj/rW+6+Tt9ir+jj//jAN7tNqlU/PEjR+f+v//64bu9zVOPpu+9rXHFI8+tufLDX5hl45pDvPbyOl97bIyeaXLblYoHng3YsqFHp+dyclERxgLfSbhwQ8qq8ZCFtuS5AyPEieD8dX1m2opLt/TYe8il1XeIQrj6wg57jlVpVCJ2HXe4dpskikNafYfnDkt2bE5ptl3OWx8RxZIXDgrm2wFrxmD7xjaeI4liOLXo0g4Ttq51+eazhtdc1SbsjfHFR7vces0CV5+/nvtf3Mije7pPvenGY0+/8zWXqMrUWyPhTv97o8PFyYmR7/Ql+N/6+HsP8J17jhB4jvhvf3ofW6aFatRGPrBtQ2fb/OnZV33qqyfUcniSn3jjMlU5wdcea/DMwR4/+7ZF2s3VfPkJw8b1HVbXK8wsJqydhuf3K2IDAsX68ZQrtrVZbAs6/YCXDzpcvKWF63m0uxIpBNs3aJ7fp5lrVejGbS7bEtHpjbDYEjy3V7JtU4IWguWupuIbXrFZsvOgQy+KWWoprjjfsHoiRomEJHV55oDHhmnD7LxicrzF5lU1vva4SzNa4p/crnh65yhffKzP+GSTn3mzRrGJF49uSLdvm3rw2kuCPb1e82cmR1tpGtwOJjYj4+d8py/R3+nj76WLYtLDIB2ZhsvB7m/+bNjf/Nv/Ok3T9+w7/Hys9OwFr1itg35rnFV1yf5jFb7xdI8fu63LJec1OLkQcM9TPm951TKXbZngG896nLehy+rROodPJly9PWL3MY/RWgxIdh6usnZcs7Dk8PBLKQ/vg0s3GS7cIFlsCx58WXLLxTGjNcVSu86xUw7LLYNyI977+iWOnG6w3BZcvq3PpefN4TLG6fkpjs3BhZs1vUhy6LTPWNVh13HJtg3Qbku2bZrnnLUB33jS4/BCj7fepJmZH+Plw9COEm6/LGbEH+Gh52IefXGP+uJDL938Uz/YvHZ8bPzqV12xzQ3D8E+nL/ml3/zGYwf8yfHRfpIk+sqL/v4Fqn+vAK61QQjk/mPd0aiz87pNq5IPphM/nHz+jk9OvPTM6ca+mR5rJlq8/caItVN1Nq+ts9CCp14aZWq0yQ0XtLhy+yj3Pz/Kx7/e4Yde2SKK6jy40+C6XdZPVGi2I9ZNRbjSYf8pyXTDsOekpB50ufrilJeOpcwsNLhsSwdf1WkuGPYdDdi6MaLqC+ZbBuVotq5zmRwZYf8xQZh0WTvq0OkZ9hyOSelx3npBu+syOZJw4JRHt58wXoOZecWG1Yuct87jgWdH2Hks4kdu67CqNsoDzzgcWejy+hvaXLs9YO+REY7PGGab0BEdNk6fCNaOdXY89VTKgVPdX/jtX33TP262lpzJxuJPXXHhlkeNMcuA/vvku/+9Afj+4wscPjm7eX1j7/ru0sgdv/fnD4y88aoXatMVB0+Mc+4UpLHL3tOruPeFU/zQdU02rPZZbju0ez53fKPGRL3FpVsd+mGNh3YaPvdwl7e+qkkQ1Hlmn8vaiQ4TDY9jMw6tXkq326O2yiXWDuM1xdoxyY0X93h2X4IjBb6X4FcTnjqoqNVd1k9GhAmsm4Ad2+Zodh3CZIxYO7x4WPL83k34KsD3UpzRkF4II40e5wCtjsex2ZSJ0S5TI3W++rjHi0cjbr+5w/rRBg8/H/DCoT4XblniH7w6Ze/hVew/Ljk+GzLbTnjTzW02TY1x4Ngq9h6t8tKB0437nj/a2Hr+ffy/71vz6X173tR8Zv+Bt/3gq9cd1/HMYemu+k5f0r+Vx/c8wI0xANt+/xP3rw0qzh+9Ys0jW08d3KtmToTMLzfZMjnG1BisW+WSJJo4FXzsy5OsHV/g2vOX6PQmCWOXXlTl8ZcjoniJS88H36vyxG7FZx9ocvHmZV51aY19xxrMLfepeAlTY5rz1ylOLSgWm5JWO6VeCfE9l/VTEYdOuziyx+2vdHh6j8sFm5YZHW1x1zNVWj2fyZEaz+z1uPDcNhMjLodnBeumXIIgZixIcR2JlIKndo0zUutS8ULO26DwZIWHXjBUq8u89Waou6Pc+6TH7uM9Lt2+yI4tcOzkanYddDl8Mubl44arL13kx16bcuzUao6cqnN8VjK/HNOPBCZd4LkXl2uf+vpc7bprt96fXHP+Pk3yD40xJ4E93+ts/j0LcGNmAWfr8WPPv+Losd4/P3zgwE2fuW8X29Ye5LYrE6bGIiqOpl6NmByNaHZ8+qFLGMf0TlX40uM1rrt4gR3bFDCGMS7P7R/jY3s6vPWWFtddEDM5WuOpXWN87fE+ayb7bN8kmB5xOHDSpduP6XSh2RE4jmHdZApKImVErys5tRSArjA9EnHeui4Pv+ATkvBDN8SkUZX9xyVTYw7rJgRaJ8wtObT6Ib3Yo93x2DAZMtHoo5TEcQRx7HDgOEyNdbn20oS1Yw57j4zw0G44udjmykvb/PDNKcdOrubZPT57jiQ8ezAllm3eeHVI2J/g6EyNk3OK2YWYxZam2RdoNK1oibVrYzaP7FXzh5/aHspr7+seffz+Vr/yO/uPtp9Pk3jftnPHv9OX/H/q8T0J8K88fJgvPOBs3jT63H/RnQO3P/TAQQ68tMBa17DrwGoeeCGi4na47Pw5GrUWqyerdPsOUaxIUkhNzKFjI/zOZzVvu3GB8zYYfHeMwPMYOyL4xpMux2Y7XHxuwg07fHZsC9h5wGfvkQi9LgSpOL3o0e3EoAyTDQelYk4taeaWfc5dbVg9KqgEMScWDTdcFKN1gxcO+7giYd9xl+PzCddf1OPASUXNVwghufScmJnliNlFD8/RTI6FrJnStDoux+YkqycF5611WFyoc/9Tik7YY3qyy1t2xGzfELBz7zS7DjnsPpJwZCFifKrF22/scu6qUfYfH+XYaYdT8wlzSzGnlmC5nzI90uPNr+zx1lcpFpcn2Xc44PCJlzg4c/ymxtTWm16pFj53w9Xn/AtjXj4sxIXf6Uv/P/z4ngL4N5/cQ71anXpp3+F/fuLog5esunDh9ub8SUar02zdWKUaRNSDlJGmz8mWx4e/Klg9Mc815y8RRookraKNst6ogadfGOf5/R5vfVWLN14dMj4ywVjDZ+q4YtdRl4Mn+myYDrn+kh7fd53k6Okax2YqtNoaX8VUxmCsnjI1EjLbdOj2XNZNRqSpw3lrewR+zOO7fPYerzA11mfL6gpHT0qavZit6wz1QLPzkI/nKSbqcHxBMVkDPRKz77RiuRsw3oiREsZqMabl8MiLLkfnQjat7vO6KxLWTzmQjvH87ioHjhtePhJzZCHkda9c4i2vCqmoMY6cGuPwSYeTsymn52NOLMDhJcPNV87xo68NiaMpTiyOMrtY5eS8z/E5wYEjTfY89hAvHzt2e9h+kFteefWLxuz9HXR3TqjLvtNQ+Bs/1Hf6A/xNH3/6l58n7Tcbz+/c9wefuOvJf+SJFy986/UHCeMxumFAnDgYIxBoXKlxEByaCXhqv+D89U0u3KwBF1BI6eAqiacMs/Muu48r+rrH9k0ttqzTTI05rB7z8ITPQtPn2GnBoVOCFw7D4VMRc0shzXZKP3YJPI+pumHddIwQKb3QYfPqGFcZYi2IU4+FlqQXuniOQBjN1KhmciRlseXT6gn6ictSV7B6RLPQ1BydUQSux+pxWD8VsWqiz/REyOqJkPWrDBtXKy7Y4FJRNQ4dbfDYTo9n9ia8cCQmVW3ecEOT2683VNQEe4+Mcuikw4kM3EfnDPvmDVddPMd/fPcSGydHODE7zqmFKjMLPqcXJDOLKYvNlNMth3uemuOarYcu2Dp9+lVHjsnNR4/x1X/yj94e/cEff+I7DYm/0eO7OoI4dKyDkI48ffgT4rILpn9//+77Lvmrr1ev/fQ3TjtBo8OvvG+ec6Yn2Ht0ghOz9uLMLaYsNGPmmykzy3BwAaanmvzyexe4cmuVYzPjnJytcWre4fSC4fR8wvG5lNl2wuh4n1de0uGa7eDJCr7ymVkM7N9dFHRDSBJN4GlqQcrYSIIGjpxOaHVg0yqXWiXEGAHCo9PTbFwdsrDsgJHEictyB8IEDIbFZsS6aZd2TyGUQeiQRuCycU2f5a7gyEmHVDtMNCT1QOC7kCSCbig5vSg5tWCYWUrw/T64Cdde2OH6iwRTjQoLSw2OzficnIeZ+YSZxYQTi3BgwXDFhfP88nsWWT06wvHZMWYWqswtucwtSWaXUmYXY04vpLx0UrJx/Ty/8t4mLpM8uWdT8tUX5CM//e4f0Dddue1h4N9PTX53Z0a/ayXK4V1/zqYNNQ4dWfzVZqv/1rmjH9kYSKeyde1qtm+s8OiBiFMLcMnmiHo1YrThECUSre2iJAQomaIkHFwY45f+TPBrPz7DjnMi6pVxapU69apPveoy2lDMLChOLzl849GAux9O2Lqhy/ZzExaXelywIeSHb9PEiUJg+OJjAbPNgEoacviUotOpc+l5KbOthF17XM7fINl3Eq7dBs02RNrBdyIma7D3RIVqJcZXCSN1wXIbrr6gzYHjPudv0hw6GfLSAfvvuRv6HJgxjNRDFlsRX/pGFSMUaZpy02VdrtthOL3ssmNLny1rXZK4QbdXYdfBgNPzgrmllNmlhJlFzdFFwUwn4rLzF/iP7+ow3RjnyKlRZhcD5pc95pclC82U5VZMq5PS6kO7b1eQdVOGJ1+scv9TS87zh8yN/+33PsHB164Ln3+5G/zOB+/QaZpG/+ofvfM7DZmzPr4rGfwXf/Oz/OqvXKYevPPe/7fXnvmF3/7UcRWGJ/ml93bZMFVnz7GEZw92eddrQhTjnJwbZ26pyvySz9yyy2ILFpspy62ExVbCfAuOLQmcSp/rLlrkHTdGnDNdY7nTYHaxwtyix3xTsNi0EmGprWn1NK3Q0O0nTDRiNq7SgMB3DcdnXYT02TStOGetYe10l5mlkOf31bl8q6FaWWLn/nHqtYgocpkY0/T6cMHGPn9x3yjbNiSEoWFyRBKnPeqBz0uH+1TcGpedn/DCwYiZBY91Ez7nrIGNqyOUijk+D55rEMKwaVXCWF3S7vl0ui6trstiS7G4DAtNzWIzZb6ZcroJC/2Ujes6vOOmea7b7hC4DU7NN5hfCphfdlhs2e++3IpZaKUsNDWnW5LDy+A7c7zn+xZ4es9qdh2ts3Z1k19+92lMMhbe/9JFrYu2bfrAT7x37S83j8+noxve852GzhmP7yqA79mzh0qlUjl98ujGT3zppbfPLR76VWP28eDLExw7IdixfZ7rtncxOqEaxLzhupDLtwbMLY4zt9RgsRmw0PRYbLksNWGprVluJyy3ExZbhpmm4GTHgOhw+w1NXn+V5tw1AVFUZakZsNzxaLYVSx1Buyvoh4YoMaQpKGnwXaj4htGGYXo8xnH7HDgV8eJ+H53UuO3qCMdd5uldI2xeA19+IuGGi31mmz0CR5GkMeNjkMQujpuwsFDllTtafPnROuesgaf2hbhUee1VmkT0ePFAyqHjAY70WDXmMFYTVHyB5wmUgERDFBv6EbS7huWOpt3VLHc1Cx1DL03ZtL7L669pcvv1Eeg6C8sjzC5WWGi6LLYclpqw3E5ZbscstzWLbc18R3K8JVls9rn2gtO88fplAt8hTh2u3pZyxfkO+48FPPiC5rILtrJ66rxfXIyv/PTG9WuPRlG/t2Xr+d9pKBWP7xqAz5/ew8SqSW//ngM/tvOl/R/4yr3PiL1HOnK+JYlSQy8VLHSh39ckSUKcRFxz8SLv/+klLt/qM7c0xvxynaVWwFLbY6nlsNwWLLcNrU7Kcjuh2dEsdQyzbcGppmZstMtrrmhz7faETasUjYpLqx3guxJQmeQRaAPdPiA0Y/U++04YtIm456kaYbfCees8rrukS6yXeeCZUS7b6rLvdIfmUoNrLunyjad9Vo0bdh0x/JM3t9h12GfVuOTrzyiuu0Cx2G1x8Ng4l50f8cCLPZKwyrUXemzZ0KeXdPja0wpSwYHjDo2qgyOg25NoI0i1IU4AqXE8TbNjqNVjNqwJuf6CLq+5PGGiFjCzOMLCcoWllsdS22GpJWh2YLmd0OokNDspyx3DQkdyqi2Zb0dct32GX/+Hc1x9oSCOPOLYo9Wt0OwERJFLlDjMLfmcXBjRjclLzdr1W35m0znnfWxpcS7acen27zSkgO8SgC+2Ytnpdt/48CN3nHfpRt5//4MvuodPSeaWNEuthFZX0wmhEwrakaQZC9oRtDoh1184x6//1AI7trgst0eZX6qx3K6w3PZY7jg024pmF9odQ6ub0OqkdHqaZtcw1xHMdSBOQy7d2mP1eEqna3jdNSGbV2uSVOJIQxTD/c8HHJ0NWDOWsPNAALrK9vWKHds0ftDl6X1d5uZrXLS5RmN0iUdfcLlya8BCd5mlpQarVxue2KX4kVd3eHKXw/ppl/lOk6XFcXZc0OXRnSnjlVEuOq/DbLPJEy+PUnFqXLHNcP7GPsgOzx8STI/HzMzFPPC8Sz9WSAmpNmxeE/GaayLaHcXaMc2OrRBFVRabVRabPssdl1ZX0exIWh1odVOrtbtpxvqw0BWcaAmavZDrt83yqz+1yFXbXBabdXp9n37k0e27dPsenZ5Ds+Oy0HQ4OZdy6HifrRdfFe+4MP63P/D6t+x3nNqXhAj0dxpb3/Egc36xR9gL3/P1+5/6rX37Xxq/ZGKGqfFJepEDwuAoge8mVPqaSmiohimNSNAKJYuOz+N7V/PzH/J48/WL/PCrF9m8NuL0QkLgVaj4HtXApdZxaFck9Z7LSM2h20/p9FJWhZpeaGj3fRbnAo4fM0SJ5sTpBN83gMBTBkcKuj2FwCXpOrxis2DLWsPGdV3CtM1XnlTs3j/G913us+OCJT7+FYMnqmxe1+WFRxXrRhWTjS6BqhDFLrNtqAUO61cJntsdseP8CjdeNs+f3NXDc+vcerXB9bvc+0TElx+v8fKhCueurbJ5TcrUWMQ5kzEXb05RSuMoAxiqvs/UqE8Uu7S7Hjv3uXT6Dt2eotOXdHrQ6Rs6Xfvd272UTs/Q6mmWe4K5juL0sqbWaPJPXz/Hm6/rc+m5NU7N1+j0Anp9l17fpdN36fQc2j3Fcluy2IKF5ZRWD/7sC0+4a8fd35o7fu7i6vXX/UuT9v9EqOD/XIAb3QSR/MT+lx/69UO7vjG+cdU+fC+gUU0Yb1jNJ3BQClwnxXM1gWPouYbASam4gqrj8Pz+KZ7dV2XfyVnefH2H6y/sM1avs9CsUWsFNKoena69KJ2+pNd36IYO/dDQjzRRbIhjQ5LaI0o8jAapBK4jCDzBaF0wVofVk5r1q7pMjjX56tPw4LMuUo/wfZe7vGJ7m4dfjon6Da57haDZ6zG7UOPa8zWTo10qjk8/Ucy1YpQWvOJ8h2o95Jk9Aa/aMcI1l7Z5Zo8CM8LlF3r8+BsW+cZzEV9/ssauowEbpxSrxyuM1auM1KHig+sYlARtYNchQZoK4kQQJRDG2O8YpvRCTT/UdPuabqjp9KAVwnxHMdOGUPe45bIF3nh9ix+5VZMkDU7P1+h0fTp9z56zvkOnr+j0JK2ulThLrYRmO6XTh24MX3n0FJ2lr46v3yr+y223XO/ML3Y/PDle/T8P4PMLbdpt58fv/sZ9vz4mPjn9lhtbjI5o+n1FxU9oVFPCWGK0QAgXR0lcN8FzNF6o8RzrKAROStWVLHSr/OV967n32TY3XLzMu25pcvE5XSZGqywsV2n3fLo9NwO2skckCGNJnAiSxC71tnbLBpWOA4EH1YpmvB6zbrpLQod9J2I+9UDAwWM1Rv0KV17ocO0lLZ7Y2+SexxpcvTVg45ouf3GfQAmfRj1muROiDSgBU40urbaHTiq88YZZPvnlKltmAl5/dZcoXuCBFyeI04CrLpzm9Ve22Lqhyb3PdHnhWJXnD3msH5eMNwRVX+C59iaUAoQwaGPLhuMku1ljQxjbG7kfQS+Cdl+wFAoW2yCcPpdtW+Zdr1nmhosSJusVllpVmp0KnZ6fSRKHbt+SQ7cv6fQE7Z6h1bH6vd3X9GJQSnHP85M8uavJtRf91fSV2/q/vv6cW0271fpIvdH4PwPgv/ybH+cXfsJn9+EvvRfdfv/d9+2afPlQi9/+J0tsqPhEkcb3EqpBQiPOfW2JlAqlBI5KcZ0U19F4LniOwXdTqq5gqeewsDzGp79Z4/GdHa67dJl33brMZVuaTKQVksSn2w/o9Fx6oa1NiRNJkkpSLdBGIDBIYfA9TTVI8L0Izw05sRBy11OS/cc9Dh0fQ2mfLWs8LjhHcfn2Fsqf48UDddaNVrnoXFg9tcRiq8HF6ySJNnz1SZ+wKxmtJbz2qj5feiDm6Ok6285zObXc56WDLhtWjXHpOXM8/EKbR18ShJHH9nPG2b7BZ/v6NgdOLbL/BDy5u8q+gzWqjsB3JDXfELggpQ2qjLE3a5JClECUCjqhoNUXtGKIdII2fa7Y2uJdr2lxw8Upa8Y9+mGDhWaFVicDdmhZu9dXdENBty/phdDpabq9lHY3sa9DQz8WpFrQ7Uk2r1rgp944y7PPMf2pexbfv2rcS37xv3z24++6dZkLr3zf31+Af/muz/L6tz9I1b/yHzy7++Dvvnxg7+ixJYeFxTG+/ESHbZu6BJ5PxYupVhziRKKzMEVKiaMUTiYbLMBTy+KRIXANVS9ltCJohy5LrTE++2CD+57vs2qsy9tvarJ9Q59+r8NF5xg2rFaEsUuaKlItszS/QUqN66QcmTEcOi1Y7mnufLjKifkxTOQyFijWTjhsWu1w7jq4aEsLLef54JdqLC6OcPV2h4u2NLn3eYFIXKbHJLVqQjf2kEaCkSjHo9kXzCwKLjRVbrq8zSPPVFg76XH1ReO87w3zfOzLbZ7cU6PTd1lYrnPO2grb1nS56vw2P/SqNicXF7nzYZ+Frs+RUy4nTni4SiClRCDQxpBqiLUhTTRjEzGXXNglDGO2bwh5600h0yOK8bpPHAecmgvo9jy6ob35LaglvVDRC0V2QK+f0uundPopna6m0zcW/JGgHRsqtLn9mnluuMRwfHY/6yaOTPrBJb975dYL4wuueOETn/rUp3nHO97+9w/gy0f/iJENz4knv7rjbc+8cPpDaet0NaDOuCsIa5Lf++wq1k8c52039+j1faqxQ5woUiMwJstMKmmlSgFwge9qfFcTuIZKbKhGhpEgZawi6EaSdlTj0PEa//kT46ATRJJw+SVdzlkdkSSgjcYYm8SRQiCVwHE99hz12LU/oBY41D3JZFUwNSGZHndYO6XYtCZl26ZlUrHAf/9cgyNHR7n6fJftm1N6SZvHXvQZrbhMjBhG6xHVipVCWkuafcVix7DQTGl2KrzyomWe2tVl91HFaCPgqgtH+ck3LvD7n4dn9tfo9AzLbYeZxQarJ6tMj/XZNNHnX7+tS6Pa5IVDsOeYxHUNShmE0ICx/zOQJLB5dcp1FyeksUuc+BhTpR+5nJ736GWg7keqkG+9SNAPBf1IWmmTaflcz1stb7JD0ooFUZjwD14zxz9+c8rC0jj9fo2oH7Brf3e0Fc9+6BtPX5H867u23PGvfu2T5r/9wv+ezOf/FoD/9gc+zb/+71vU66554vZVjd0fn6guBhedW6dRjTkxF+POGQ7MN3h4d4W3vaZNEIREiUuSWh9aGFASHGVwM4B7riKMJGGk8aOUMNZUYkMYa6LIUE8gijVhAlEi6MeSMPWJ04Dd+2s8vxtSY7DQttrYleApW/NR9+GiNdCowEhNMlZXTIw6TI/DxtUha6aWic0i//1zIxw4OMKOcxXnrpdsWb/EN19KmFkY4fJzJGMNTeD18KWPUYIklQhjSNKIpU7AzILLju0VXnF+m4efCVg1JqgGdXacr/nZ2xf43c9rXjpRZ7mjWW4r5pYcJkdrjDUqjDVGaFRjpmoxm3ZE+G6C6yQolSKFDSYM9qaKY8XsnCWNOFFEsSKMs+dIEsaSMJL0I0kYC8IIG6NEhjDShFFKP9RWy4eGbmSsKxMK2jE0Y4Gje1x/QR9P1TgyO8rR0w2OzXgcOal5fv++6nnbOh//9E9E+m1vueBzP/m6O9KLrnrb9z7A/+qzn2O0Eajx+r63PvDE4p+02ruC933/CGFURUoXRwpavZgDS5LHXgjYfbDF9o0hUZwB3AiEMEhpUEpZkDsSzxWEriD0FFFsgR7HhihJrSuSlI4UktSQpppUY/W2pgC3rVsBR4Lrgu8IAl9Q9SW1qmKkKhkbEUyPJ2xa3aVeW+Zzj0Q88OI4y/MNLtmo2LTGZeuGPqlY5qtPVqm5DlNjinq1z4sHsB33GwzdUHHp1phLthhOn0qZW/Lo9avcdmWbh17ose+EolaR+F6Di8/V/PJ7F7j/pR5fun+ShZZh03TKUtNhtKEYqbnUqy61iiHwNb6n8Z0UR1mpJaW9BsZgE1ZakGhJkgqSRBAnkigRxLEFdZRAFAui2BBFEMZpRhiaMNaEkaGfHb3IgrsTCZYjSbenuXRLh6svjYmSBkstn0MnPY6e0hw9HbPQM7xh3dPBVKD+7Gtfqv1oQuMzX/7iZ9PX/8BbvrcBfvv3HZDdDu+MO9Efbp7cHdQ2R4zVe+jpDlJWWDVumJhq8vxph+5ySj/S+G5I4Hloba+QFMa6GkrjOgrPVfiuIPQkUSzsxYkVcQJRLK2DkAxsvyTVpKl1F1KTOSWZWyKEQEpQUuA4As8R+J4k8CW1iqBRNYzWNavGQ6bG2iRmmTseknzsyxNMBwGXbBRsXOOyea1m05olPveYYXExYPtqxVgD6tWYmcOS2SUf7xwIY8HUiGR0FPYdMiy1NKfnA7ZuDnj15W3uejBgog6+56HkKBdvEfzU62dx5SxffHiMl08ErGrFTI8mjNQU9YqiWpFUfAffA98FxzEW5AKkKIEce2OnGtJUkKRkQIc4NUQJxHFqSSHWRIkhirVdCWMsm8fQjw3dyOru5UjSSiBNYmp+zOhIjE673PtcyNHjPp1uwqlFmO0qnt4f8OKew0FtxP/QYjrhJEb+JZZnvjcB/olP3skn7k7fG/Ue+a+rGgca77ytw5rJLotNgVIOlSDGUZrXjM5iVMrBU4YrLg5xJPhe32pvLLiVMhm4HXxPF8tqFFuQR4n1f+NEkiTYi5daJ0FrG3BpbfIezgzcFuDWnRG4jgVI4EM10NQrCaP1hKnRHpNjyzyyO+LP7qmw59Aom0dctqyG9as91q+CbRtbdJMWT+xqUFEuU2OK0TqM1kPGRhI8z0EIe3P1Qo/FVsxy19DsJMwueWxcXeea7bPc82SXPScaVP0YV3kIMcKWdYp33zrPFdtm+bN76jyxc5SFjsN0I2G0mlANJJXA3vS+K3FdgaMkSpHZhxblBtvDqjUF0JNUZ6ubJYU40SSpBXccQ5wYwiS3GyFMBL3YgrsVS5Zj6CcxpH2ee0ny8FMO+05oPvxVw0SQ4irBUh9OLcPH7qwzOR5z4cbnGt9/4+b//rpXXuv967fd/bEd13z/9x7AjZkD5E/c/aW7fv2Dd3YmutRYOxJz446Q11zZ4tz1IZ2uh6NSamNtbr1C858+2ODOh31uujRm7USbdlujpM4ydgme6+J7KWGkiDyrH6NEEieyAHecWGZKU0miyZhbog0DcNskZcbc4CibMPFcQ+BpKkFCPUgYa4SsmWwx0+zygTtdvvrUOItLNc6bEmycFqyb9lg/LThnbR/HW+aTDzgcPFbj/FWSsbpkpJYiZciJOYPvSKQAYwRR7LBpusWTpLS6iqWWYWaxwvnrA37opiafudfj8IyP68QI4aJNjTiRXH7OEpt+uMVXn+nyF18d5+nDNdaNCSZrKbUgJfAEvivwXBunOAobOEtR1GQY7E2W++WptoAvQJ5aSWfl3YDZo1jQTyzAu4mgGQs6iSGKYkynx/qpNjde1mbj+oSP3FXj9HHN/EiKkoJ+L2X9VJtbX73ETZfFjFfqROH8xK5D7fffeOsPqIMnmx8+d+3fTV353wnATdIC3Pftfen+Xw/0i9MXbRZ86Guj3LMc8OUnAz7zYJsrtka84foWpxcEj7zs8+DzAU/u9Nn/2wE7Luzxw6/p8cZrOoyPxHT7Mb3Qx49dotgldPNgySFKMi87EcSpJEkkaWo92UJra0GhSjJHRgpQKlsZlMZzNb6XUvET6pWQydEOvbjHvS8aPvXNEZ7YOcqY53LxOsOaccmqCY+1U5L1qyLOXbfEC4d73PnQFCPKYWpE0KgJGtWYZjfly48F1D2DEBZYvdDhjdeF3P24rYlpdjSzSw7rp+u8+foOT+xus2ufR81PUNImurSu0o+s1n/3q5ucv2aWT97f4tGXRzm6VGF1QzASGKqeJshyBI4SKGlvZMvkkJcf6UyqaT1Y4RI9WPWSFOLUroxROgB2NxF0U+hHCToKqVU6vPm2ZX74NW0uvzBi1ZjmP72vycNXRjz4co2TC4ofvK7Ljq19rtyumWj4nJpz+OidkpeO7Zx2gulff+2rX6VPnm5/dO3q+nc3wNNogUdeTDg6w3teePHrvxn0vzhxzqrTGNelk0yRVgJOdab48hMN7n065pPfjOiFMLfoEKYK4wqOL2tOPlLj8Rf6fObSDm+9pctt1zUZG3EJw4Ao9ghjhySx1WxxokgSRZJmCZt0AHBtMubWg5oyIUwWVNo6Difz030vpuJH1Cs9Unp84xnJJ+4bZeehEUTss3nMsGbUMDmqmBr3WD0pWTsVs3F1i2Nzbf7oSzWSsML69YLRukOjBo1qjHAjWr0ao3WDENbyjBPJuK9IdEI79mh3U5ZaihNzFS48t85P/8Ay7/9LnyNzNRwVZzeGQ5IE9CPJ6gmfy89rccm5HV46coJPfbPCPU+PcrJZoeYr6h7UXIPnGFwFjrTpfCGGq+s0YLS96VItSA02AE3J2u0gTAW9VNBPoZcYkiRGxyETQZfbbmny9ltb3HBpzHhFkRqfuC+5ervh8vMj3r6Y0A0Fm1YZlFQkaUCr6xIEHbRvuP+FCC2/NH3hOZ3ffMWOmxNjjv7pzHyD1VNj350AD8M2N1xeedOXvvzY7/+nD9zXCPxl1kw6PLSzSmoUY67BuA6JVqTacGAukw2OQLjZP2I0Wmtm+xW++FiNB17scdU9Hf7pW9pcuLHN1KiiXnOIIs9aiTnIU5WBW5JqiTYSY6wkMEVACVJolLIBq+Mk+F6CqyJavZi5VszvfC7g0OwYz+waxWiPiYpgetIwOSKYaCgmRl1WTUhWTySsm+oyMbrEV5/VPP3yKJesF4zVJfWqpFHV1CoRwg3xfQdH2d9vjJVPNpkSk2hBu6dpdwyLLZfTCw2u3dbhmguX+eTXAyqLCkfGFpDGIUk9otj2eE6OBlyxpcMV53V48saTHJmT/Nk9o8wuVzm+4OMpSc0VeLkMkzbwLIg8lypYJk+MINaQaEGYQj+BSBtIE0hipApZN9bl4k1d/ulb2lx1QUKjqkjTKp2eQ5KqzBiwpQMjVWhUBb2+dW/SVIEBz4350duW2bq+w2QDvF57YvdL1d8Pxq9cMmn3zr9NTP6tAfyFF/dQqW9UX//aH5739fsPNhbn28RMsvsIOFKwpgqOsAFziq2xTg0Fy+bvU+MQGYhdl0QHzEdV7nlqhEde7lHzQ370dS02TMZsWtPj2ovaOEJRrzogLMC1VpnmFrY3MnsIDEIalEgJY4MhAZnw0iHJU7sd7nqizktH60RJlbqjmKoYxmuGsaqxPnjDYXzEYWJUsHo8Ye1UjzVTSzywM+SDd02zZtRhqgGNmqJRE9SrCRU/5JG9in7k4NYsqIwRRIkkcBSXnd/j8RdHbeFTL2W55TK/7DMzP8ZPv36G4/MLPP7cFK4ERIwGksSxMi2SdHoOY/WA0UaNa87vcuMlXX745jl2H9Pc/UTAE7sr7D1YIxEOYajoxgolJEKIFYFnlhMwmkQbjNa4ImXEiwiIuWZHh3PW9Fk/GfPu14ZUPEmt4hDHAe2OJZm0dN61ERhtz39+HcrXQ/Z9XLfKqy/RRIlDt9tl/+GvNLryyHnvecf71MypfemqNVu/ewD+8ssvs2HDlPfoY0/+2It7qv91564uGyakLcZPLUvn+tdg9Z8uAh2RAT0/BIm2S2SkJaHjEaYenbRCu53wm58cxyQxq6b6XLixz8RIwltf3WPjdEQci0xvSygxN5n+lFIjpOCz91d44UAN4TgcOVnlxEyVoKIY8QWjNUMj0DQCqFcEI1VFo64YqztMjMLkaMKqiT7rplukZpnPPtSg16mxdb2hUVXUq5J6RVMPElw34quPB4RdiTsNMgNTnEhqFcVtV/V48FlNJ5R0eimtrsNy2+H0QpULzqnz1htaPPNSlSOLdZTUQJzpZZc4VYSxTcx0+g7Njke9UqVWCblgfZ+rt/U5Ntvk8KllHDfl+YMOn/lmFaGUBbeQwxfRaEBjtCaJNZtWJbz91T0mR1K2bTSsmoA0cYmiOklqP2eSKFI9WD21kYXfnoNaGzEgHD24JvbGyo0BSVWGrF/j/dddLz3dHR0/92P79u6Otp7/v9408bcC8NOnj9Ncnj//6JFjH3h551Ny7YQkjG2jQJwYEj2wpgbAzrUfmcORMbo2pFmnSpItl1GKBbvxiLVHomGuU+ebz2uM0HzhCTuyAaOzY2AFZl4gQtjhOlIpkthBagfXkdR9OGfKUHM1VV9T9aHqC2oVSb2iaFQdRuqSsQZMjCRMjYWsnWqTssTv/FXAwy9Os2UCxqoZe1cl9UpCtRJRq/aoVKr4SqJkpsGx3z2OXfo9QS9MaYeKTl/T7mnbMlfzOD4zwisvDPnZt83wW59xOLrsI4TGmBidGuLEJYol/dCl01PUew61wKNaCaj6VQI/pl6JuHxrhOfGXLk14V23dHFUkiWBNEKYYVGeSTqtJUJIfFcBHv3QYXHJKep20lRlBWqqkIRpOgBymgO8CPRzoA+/TlK7moWRpBcKXjrwrDxvu/uBqenuQ1EU7vzbwOb/MsCfe/yzjI6ayoFDe26fOXFQrJ706fah208Jo5QoS7qkWYRejtp1VvU2DHoL7jRPSBhjA6DUkGQ3RGwEsVYkVZUVFPnZKlACtimwjRLgCGEzlQqCiiFwDIFK8V3wHQg8Q8UXVDxJtSKpBo4FeE0wWteMNxImRkOmxzusnV7gg3dp/uKeVWwYVUzWNY2aol5V1KpQraTUKzGnFjQHTvkEni2/hbzST9CPHM5ZrVk92afV9+j1TcbikuW2Q70SUK+O8q5bZjl46jQfunMdjnQwaFKdkmhDnDiEkaIXKXqhpBtIqn2Hiu9S8VOabRtjeG5WgemmONI2Skhp0/kiO6x1KrKYxQKwqbMqSy3ROgOytixdALv0Xq8Edb46p4OfJdmfp1neIowF/UjQ7dv2ueMPPSs2bGrevn7j5gMf+pM7ej/5o/9r6fz/ZYA/s994Df/Ez6+pHf75sWpHmnGXZsc2xvZDSRTrrJkgTyhQMHq6ktmzTGORiDD5sym9F8M3hRFFoGSMoKRKbI1JFlg5UuMU9SzgKoHrGOsbO4LAlwSepOIrKoGiXpHUq4aRWspoPWG8ETI51mXjqgWe2BvyyfvXMhb4rKprGlVhwV2R1AJNLUioV0Oe2APP765y3pTJdO8gbd4LFVduM2zd2OPJnaN0Q2Or9HpOBnKXalChEozyjlct8vzeWR7ftRqMQuvUrnCJIYlNUU/SCx2qfUMlUASexvds3sB3NE5WYuwom1dQ0pY/SGFAGAQZm2fSzpiVMkOUACwHoDX5ewr2zv+uZXVRlEfY7Kl1Z5JEZFloW8jV7dn2ucVmS852Tv6/528JvEsuq/4aEH3HAN5qRTKKur/07GN/8C8dc9AbHxnDZLXbriPpuXLQMZNokkQXyYR0COCm8KtzmaLNAOTGDFjflPS7yZI3Q7neIcckO7KEjpJZxlKRVSSKrCJR4nuKwFdUfEG1IqhXDI1qykgtYbQeMjHSY+3UEo/v6fFLf7KKo8dHOXdSM1qFRkVRqyhqAdSClEoQ47l9mn1rj7nKIOVAC6TaFl3FiUejEtNNNN0wu9D9lHZX0qwoqm2fwK+zeXXML/9Yk//4cclju1ZhUGijSVNNkiZEiSaKFf1I0fMllVAReBLfM/iewnc0rmv9fkcZC3CV1fdkMkUIc0aDri6B3YKbAuRGDwCeg7hg7XwlTsvgzi3IrDQgyScC2CrFbt8CvNUzvHTspLdpff3f3nzjj7pJ1P1Fx6v+T6fz/6cBbswcxiz92vLJe/75hH8wEEJSr8akqT1NSualrZIwshV9SSKzupAc5GUmX8nmZb1uspNcBvbgKOG6KJ4iT+YUABcoZe2yQU25xPcknqsIfDuSoeIbaoGmXk1pVGNG6hHjjR5rp5Z5fHeX//ixSfYcHWfTuHVY6hVJrSote1cM1SClGsTEacSff72OVApXGpQY2ITaiMy3d3n39y3xtacj2pFvS0/7KZ2eot1RNH2HwPPx3QbbNiT86o8v8B8+Jnh05yq0kaTaptXjxK6SYaQJA1vu6vuCwBX4ns1seo4pMraO0khlvXGZFbKJsn1YOqEmUy9Gi6EV0+iVoGcI6AWws7qXtEgeQZLYcRx5lWIv1HR7mlbP0O4JDIovP3gsGJ365r/4Bz90izg2s/zvNqwa/d8L8KefO4rW+poPfeKxyvdfcYrLzgusTkuzzhjhWGDldR6JJI7JLqxNC6d68KzzY4jBTQGIgq1N6aSbMz9XDvC8BiPP5CklcLKCKgtwietKW7/hCQLfzjyp+im1igV3oxYx2ugxNdrkid1dfumj47x0ZJL1Y4KJWkmaBA61wNavVIKEih/huiEnFsZwlUBJndlygyAzTSVJolgzZpMnrTjIaq41vX5Kuy+pdBWB5+K5Aa4zwvb1Cb/6vjn+/Ufg8ZenSbUljDg1xEmaMbkm9DVBJOl7qpBgrguuYyWarVMxOJJMpoDInssYz3FuEIVnXlwPXZKIeuCI5TUuBcjTvOYly5JmFZ5RkhJF2lYmhppu39Duw3JfMNMTvGLtac4b/2ql3zrnGrHS8fm7BvienXeyaWOn+lsfeMB79kXD0ZkaH/5/FmhktcapllnMolBSWeaIIVK5BhMkScbeOcCNGaqNMEUqeVA7QVZHkQP8bI88JZ1XCUopCmmipJ21PZAnELjge5pKYKj4Vj9XKzGNasRorcfkWJOn9/X5Dx8e48UjU6wdVUzVNCMVQT2QVANFtSKoBPbmsKn+iMd3CTp9j0CR3WRWg+dNCKkWxIlDLVBce1GbJ15q0M30aC9M6fYUbV/hewrP9TL9PMoFGzS/8ZOz/Nwfw6O7pom1JNY6a5Ye9GCGnsT3tGVvVxbf2VH5QSZTBjJOZlneMsjL53mYbCjVtAyAnpZW4TTNAT5c2RnH2hZxFQC3teXtvmChL9BJm3/8pmXWNirc+7WveWMbXln980/f2X3X29/0dw/wp144hGhsGP3ag3f8kRCtV/kq5el9I9z9+BI/cE2fXugTJwqdpcftyZPFSU1SbEGUkxVFaTFU7WdPjsHonK1Nwd4FsE1ezD94CGELioTMwJ0VGakC4JbFXccymediu/S9rMDKT6lk8qJeCRmp9xirt3huf8h/+PAYzx+eZvWow1RVM1KBWiCoVRTVit0/07J3SuAn1Kt9HnjeY7kZMDY2SJPnn1lnAVecKqYnFLe8osMDT2nbRRPpEsglgSsJXAfX8XCcClJqLthg+PWfnOXn/tjw6J5pYu0Q5xWAqSmY3I9lUV3oORLHyYqwpEA5+bmh+Hz5TZhLFZFXpTG8Yq4EuClJygLg2YqclFbqJLE3YpzfiMmgtrwbCTqxYLELb37lIju2SA4elyy3F161Xh75yBvf9sP/8B3dg8tu9dy/W4B3mrMk4dLPffWB4+985oUlhFEobT+w4yR4bkzgKdIM4AK7DDpZu1mcWIAlWdCRazSdNyJkJ2sgR8yZejvPGgHCXolCmgiZV9ANdHdeMego26TsOgbXtY3FgacJvJRKYMfB1YKQerXP+EiTZ/aG/PwfT/LcwVVMj7pMV1NGqiYDd8begaTiW/YP/ISqH5HokHbkI5TEzRm80OBZFlfbwrA4dql5fVsuEAWM5SDvp3Q9y+C+J3EdB9fJN6A1XLzZ8P5/OMO/+UPNo7tXEWuHMBVEqc5YXBDEGt81eK7Ac3S2elmyUdmKZs9P1pWfP5cKs8o7mAwIZhjceQluYQDogey01nCJwQuJQtbtb2znUAK9xNrBgW8yUnS4aOM8dXX0nfv3PndAp9G//ztl8Of3HMKvrdl08qWPX3LZhlmmvQqdMOXmaovXX50QJR6OssVLiU4KIEqpbMSeAT2vVkuKJay0vOUnLst66VJG8gyA56xduijFcpt16KgsmHIcg6sssD3HFNWDgZtmujmmEoSMNbqM1No8vivh331wkmcPrmJqxGGqkjISGOoZuCuBtRNzcFf8lMBLaNQidh023P9MDU9KXGU7a8p73eRMF6eKRDvcdHnMeed2OHC0wlSVomvGugsZCzsKx3Ftbby03vVFm+A3fmqef//HmodemqIfVwhTSZQYqlkg57tYkDv56qUzgEuUSosVTklRArgoAvWzjT4bxECl1TVfeU15NR7kP8qluElibCthVmPeT6CfWPtQO5I7HxtnzVhEVXi02hVa/SXOPe/JS/7NP3/HpqS/+4gT/M0znH9jgJ86dYrV06ObP3XX0789c/zYm3ZsPsr5G0cAwzlrU2pBhTCxJ811EnwthpItUmSzRpTJAs2MwdO8kq1U2lqw+GBpPDOgzFaIleAWBqlyW9AUv9PNmNtzNG7WqOx7CYGXEPgR1SBkfKTLUrvLgzvhNz6xmhf2TzKZgXu0YqhXBLVAFF65dV60ZW/PArzih0RpSr8XECh7k0khhir5iixfKkkSx2p5JySMDL1YlACu8bwUz3VwXTtVQEm3ADgCLj1H8Bv/cInf/MuER3dPcLLZoF+TjKaGemKnDfjZ4RYSzWR2ISWADxi8+LximMHPAHlWglFebQdOmEGX7OByA0qUYOOFxHY49WNBmAgibS/ifGeUP/oSXDCl0Wj6SZPLLnPf1Jx5No2cV/2L2ZmZw9Or/ma7wP2NAb5rz2GOn6hcvWfXntv//EtHeMdr+7zvtia+42bZtawE1UnwdCnhkmcTpUEpSazy5coGnDZhYApP1eQ6HFEwRJm9h+CdXwTKwZLJ5InJqgYtczuOtp34RXmsBbfvZeAe7zC31OPX/7zKnY9NMd8ZY2pEMhVk4A6s7q5mgWXFl1R9kzG41d6BHwER9z3nsRR7TPgM1WMjytrV6vAodmj4Dq/e0eXxPRHt2Gek6H/Mhhy52mrorCdVSRchbYIGA9s3SH7rn7a4+/Eev/bRVRyfH6M36jDqCeqJppqAH9tBSZ6yA43cPNCUogiC8+dyoF7YrisBzoDFy5JFm+HcRlqw+DDA49TKkn4s6GV15r1UkBiDkdBN4cXThprX5z2vW+SStQscPbzl9pHpVX+uk+7hv1UGb3c61KrVrQ88+Mg/O3poFxVV46N3efjecX7mB+cIXJsyTrUdEF+O/kSWRFCFo5L3S4pMg5fSuyX7yZSj9bN8JlHobp0FSIPeTdugbOugnSx75zo6G/+W4rkJgRfjezH1Sg/H6fLA8ykf+XKDux6eJtINphuCycDKEmsB5j65yg6RMXeZvWMcJ+SRl0fpRg5rqvnnWcnguY0miRNF4CquuaBHoi3Ae7Ggn7shkR255jq5xakyINrsozVmBJOjgnfe3KHun+SjX+7x4MsTnI4rdANJIzHUHGNB7mRxiDJZXGIykJvCdcoTZELaGEd8K6mSAxxKtuEgSVf0f+Z1RQm2HDdrougngn4G7lYq6KUGo2PQCf1Y4/g93v2GZX7y9YrZ+VU8/+J+dlx9wT+78JLrno2j9j7X++sbJP5agD/z4hE+8sm7qFQba/vNIzeuHu1yziqX4/sdfuszq3jwOcH/885lXnVFD933CKW2qd/cbhKDZIKUBpVKEimL7u4zC3JK4M6ZeyV75/pQDKwtmSVTpNI40iCVsen5jLldZWsxfDfG82ICN6Ja7eN5XT5xj8N//tNpDsyN4/oBq+uCcT+l4RtqPtSyDvuKb7OdQZYQsvUrabYSWHky30rpRB6eUnjSFAFmjhBbTZkFmqlN+ESJS8Xts3q0x3K3Ti8WRQDmuRrXTTObT2V2pxokZ4rA1VY+vumGDldeOMdv/Fmfv/jqFItJja7vUnMlDcfW4PgOeIqiGcJRppTtNUWQno+D+1YsPgD58FHORudeuO0WsvXmcWIbKcJE0EkErUTQTzU6jSDp4fQjbryqzb96R5PLtrgkySqOz9V4ameTNeufvPGcdafXLi8396X9Q6jgnP81gBujef0tt2zes2fPB5/YdZgtG1zGxprsWYCdhzy+/NgYh087vPf1TX7k1h5TY2mW2DAF0POiHiUNcSLtAJ+sA0evZPC/hr0H0sQUS2lx8wiDkjZL56icudMM5AmeYyWJ74X4bo/DMwkfurvG5x+a4ODMGI2qy3gAY35K3TdZ6j0Ht8zALYukUJBpb9+zN06jFvK5Rxz2HakQKGEzhjlQGKC8GONgrA6PE4ftm+ANV7b5yFcm6FQdGrGhHxv8KIsblMZxpHU/FCWQu6WLZVeFjZOSf/cjXS455zh/fNc4B0+PsJhU6LoONSWoZkD3pLE3ThaQS5WRRCnzWnZV8kC58PMLjJghoA/ZhSaTJ3rQKZS3wHVSC+4wSTFJiJN2WT3e4V23tnjP63pcsFkQJx4vHOhx//N95mY9nn72KNu27fjg+nNf+bqo2/5rpcq3BbgxPSBg356n17vJni3nrVnm4i0hqZjhcw/7YMYwfpWXj3r8yoerfOJrbX72h5q857aeLcnM5vzl5ZlR4iClKsDtDJVZloEtssTOmbRRZhQL8tLqkBUR2Xa0vMAosZ07ToLvh3hOSDuN+MAdHh+9ezUnFkbRqsL4iGLcM4x4mmrG3NUifS+zOpVMmmTeeQFuz2Yvwzhi33GfTuQz5mcuTp50EgNglJM9SSqJY4dGzeGc9RHK79OO6vQ8YQcZ5QB30ixRo6yPLfMS4LMFr4qpkS4//aYut990mo/e3eJDn51gvlej5wQEjqLqCCrK4CfGsrk0Q754DvSCRCAryjrLZcmdrzNAntnAZsDgUdb+1k0F7UQQpQlEfRzd4Ue/f5Gfub3F+RvBMR7dnp2g0IlafHPnGCL2iJI2jYl9Wy69tLb++msvPzyzGLNq3OVbPb4twE+cmsNxG1PKNXcQfcNduzpGem3uf16zb2YC4QdIR2CUppN6PLff41c/4iHVHO96bY8KQJglewsW16SJQqkM3I4cKpA3eYOwyVLEA94rJSHMkDSRMuu+lyazviy4HZVmvnyE50Y0+xGPvCD5xD0NPvvQBP20jud5THiCUU9T8wxV31D1BuAOfInvS/xMmtjEUOZMZAD3XJv5PHTK8ODTVaLYxa+ZMwLM/FE0emSlqFGscF2HW65s88lvdNhzvEYvsKWkoWvwEnBjjRtpa+9JkWllORjuA8Meu5ZUfYdVoz3+zTu6XLAx5C/uqfPUrhHmejX6ysN1FYEjqUjwlcGVBjefNCDMkB7Pv8NArgz0PyVw62KFyru0RNHQHKWCUNum5W4iiNME4h5e2uHdty3yiz/WYu2YQ78f0I7tXJxEp2yajnjlJYvc+5zgeM/hE197zL3qmlfckUSLryBuz/1PM/jk6Lh88Kl9V3/kjodGHntOAA5STrDcqxDFPmtq9u/FWtJNffrK5fCiw698GARzvOOWkMAfMK8UGiUdEqlRqSzAPWgxG+6hXFkVkbN23luZl3tKmZeAagtwleI5CYEXoZyIZifh4Z2CP/lKg3ueGWGxWUdWAuoVxahraHiaqmuoeoaKR8balrkrviTwFIEnCDyyCj2dgVvju1Z/Kydk73E40QxsYiXTt8OJk4H7YPsgLcgTLYkih1UNwdYNPV48mtCNXcJsxrcXYT18lWYSJU/UgFxRpzGoCcnkT2rrw99+S4/XXrXEvc+2+fhXGzy1q8FCu0JT+nQ8B08JPCnwJbaHUxjbrCxWpPILgK+g8aJba0WcofMOLQi1oK9tMJmmMcR9AtHhh29b5Bd+vM3qEZ9Wq0oYe8SxS6IlAvDchH/7joif+cGTSMcQRQ4T3DXSWnzD1bX6xV/h2wwP+rYAP3j0lB84+g+bM8drDdkg1BKdwKrA4FZTBFlNhbZ35HKkaIkKh2YN/+kjms1rZ3j1K/p2viADOaFkSqqyHj49qDkGsQLgpdNYaG6TjXLTQ/LHbhmY4uVuhoyZayc88LTDlx+uc+eDI8y2aoggwK27NBwYcW0nT8Ulkx1Q8UR2yKzkNNPdnsDP2TsHuJPgefZGMibmvmd8jpyqMDkucKXOgCEGjb5lMJRijzRV9EKXTasEt+zo8vnHIjqxSy8WBK7BSyyLh3Fe6ppaDV4kZOSQTLHHcJNCkjhU/JC339zjNVcu8IWH2tz9cJUHXqgz26zSEx49z8FxFY4QuFLgSmmBLkCJLPjMdTnmbEplMEHLlBqZDYQaIiOIUoPRCaR9iHtcv6PJf/zxJmsnfJabNXphhX7oEcYuSWLb4DAG5dgbLu1DEisOH1munTci/zDWJy4Aev9TAN+3dw/tTpfpWp/6BkEY62JQfB5I2CIfQRDZ5Q0US1Wfw6dqfO7+GpdvX6LqhZaBpUHKlFQ6tmjfyKJFymSau9woPEB5BmqsLZjLEsvieiBFgphemLLnBBw+qfjU10f4ylMNZhdr4AU4DZeqktRdQ93RVFxDxYXAteAOXDuT0JaZytIhsj83Gch1AXLPte1pB05qXjzkg+tmQZsppejFkA1RAMHkpaSCJLXjnC8+J+TC9R12n6jSCwTVRODHhlCRWXs6Y+/cTcltvIFWKXz2vDlBq2z6gEs/cqlUQt57W8gbrl3mnqc7fPobVQ6fDNh9okq07JP4Dn3HQUqJktJ65EKgAKfQ5GdWH5ZlSmqyMRSZq5IY0DoFnYCOII4Y9/vcflOXzasUC8sVemFApxvQ6fv0Q9uSF68wIuLE9qG2upD4h/D9yreD8LcG+OlTJ0UY9v/ZF75wx+Ta6YBeqAkjTZRoktJ2H3Fi/VrftbIhSgXd1CF0PT7zzRqvu77DbVfGuI4oSQtdMEzONoXmHqqgyupNSq1VMpc6KsX3E7sapAmnFuDr33TZf7zCA09UOLFU4cDJKvg+quYSOJKaAzVHWxfBNfiOHRzvu2Qgzg+ZHSoDOJnmzsDtpviuZW/PiQmCiENzsOtwFVcO24OFRGFQD17UcZQ6YpJUkSQuF27qsXW6y86DCd3EpR4LQge8xKa1VQngUgqElENMDiv6XnMZlGa/I1XEqUvoeoxUIt79fX1uuKTJiaUW9z3pcfCYz9eeqXJyISBNXLTMPEWpssymzL5LNi1LiBVCcjiVr/M7zugM3DHoCKljrr+0x1tu6hNGFeLYJYx82r2AZsen03MII0mUlIeF2g6gfgTdvqHz3N7Jt73tbf/s5MkT71+7dt1ZC0y/JcCPH3yQNNXvrDlztXXT0O0reqEijEzRoRNns+zCSOP3NRhoRQZH2Ity4pTDC7s9brkixHMiwCCFQmllAZ4vpwgwZy54QljFOqy1U1w/JU4NB48JXjyo+PoTVXYe8nn5UIVW6BNGPrgequHgK0lVQdUxVEo+sO/kdRp52aytC/czWeJ5Cs+T2Q1gBtrbtXsFeW6u82OMjphZlITGx3EknrTLupRli630zQq/WAxkROaHCxymxiOk6tOJXbqOsE5HPCgYc5QeykBKUYpi82FHCEypCTgtDUZyU1WMn+iGHqvHIjauirn83JBe1ONHDzXZedjl649XePFQwMGjPnHiYHyFkTLLAJW+HPIsCMrtIl06UjAJJAm+iLn0gpB1qzXdlh3SFEYOzY7PwrJPqycJQ5ml9W0XUJSNcu5lxWjHTp+s3X3PY+9USr3/f4jBH33srzCirUbkLnHu2iZLbY9W1802cLIdOmEiSWKIUjuJtNZPMaQcWjT0ewkiijGhYbktSQ0oJwVjMFINNKLJ89flyXn2nDmOAWmHuceRodu3Pz98XPKX9/h0Y8VzLwfsP+Yz3/EIE8/OPlYuquHgSUFFQVUaAgd8R+OrrPBIWdb2XGGTHmVwuxIvkyW+B75H5prYlLkdvJ9kGdGYShAxu5Ty9UfrNNs+YyMCR+qiZEBKzpokKUhND/ocw1AxOaF47bV9vvZUj6PNGj1XWpnigJsY3AzoKhuPLGVq7ULKs05k8Tu0cYZzDRmTp44icRVx6hDHrrVS3ZiaF3PDxTHXXBDx5htD9h2TPL/LpRsp/uLrVQ6ddkFIuj2HNCrqbDEKzp7uzEJqY4aA7qiU0YZG+pogiYA+y60Gi02Xk/MO3b4ojcHWBZHmG2m1+5qlruD0/QfF2964RX353i8kr7/lB/9mAE9SSKh/YN/BE5detnmZ0cYoC8tVml2Xbs92cEexvbvyZI0xirXTMSPjcyz2lvGdmJOzsPOwYrbp4E6n2eDHuMQ2uSQRAzkiodkRPP+Cy0JLUgkkT+xy+dJDAf1Y0Y8Vp057aOEQGwctPHAchO+gpCRQAl8aAmUIpGVqT5kiRe0psimyItvjJ+vLLMCtsh5NMWBvV+N5eYFWWrC358UoFfHNZxWff6yO8hx8aTJPeWWS5EwGz71wq8Mlcaro913eeF2POx9p8Rf3jdBJAmqZDndzHR4zKEnIuoVEzqjkkkGWtL4YsiWTVJI4lsldR5E4Dk6SEicuTpTgqARHpYxXYq7dnnDNthgjQt56c5d+bBn1iw/7PLnLo+IL5luK53e6tLoSIcsoL3V4lHrgjNZMjSVctCnlm4/7nJqRSBUxt5Ry+CiEYZpVJdoqRFtea+tzun1Dq2eY7UgWw5jXXXTi0o1rL/6AEPz034jBk7iDcqqN//7hv9r20Tuq6h23zvHu75vFcybwvQptz7NSJVbZlhz2vLqOYWos5B+s6zE5sYSq9Gh3JR/7QoVf/L1G6QKbFSeg/NbqyuWO5KkXPVpNhVSS0EhC7WCEAqFAOSAdkAopJa6UuBIqyhBIjSctEDxFBu4MHA5F2ajv2sZjLxumvxLcfraLm+dpvBzkblo6EnwnxpiIE/MeURjgj0i8rDxXZVV5Q1nMUgZwMO2JQkKkWhHFLmN1xYbJCE/06SU+vURQceyA+ryGRKnc/x9U/Vl9PGiNM0UQr0tD8LXVtCVplCSpzRskCkc5OI51pMLYTv91ZIpUCeun0mzchOaCzT0i3UU6mlZL8uSLDssdiZJltSnOfpmzDv5HX/T42BeqdDoewqsx0mhw/nTCVCPBcex/pvVgy/JeaGj17Z6ey2HEO18zw8/eHqjKeG/b6IZ3NubmO62pydq3B/jxE/MoZ+n9on/y5jFP8AdfWIdUx/nx180j1TiumxL0XcLYDn0xxiZbAi9lpNbHdUAan4qOqE7GLLQlX/hKlZ4W2d1dpjNRsM7gWWKEQMsMJSiKbmEhEVIhpEQJgSsgUAZPmCxRkfnF+bMqPTtZJ70i23qPAty2rUvhZeD2nNzvNlnDgMkq+jRelh113Rjfjzk2r/mzr9XA8XClGASYhTwRZzB4OTGSDwnNB+qkqQX5u17b4wsP9Hh5pk4ndakmdlNaWwVoioyjzPbkKX5XRhTkCRgDJnOpCltSC1Kti1oYx1G4qZUNjpPipJntWs4tyLSwZKWwrx2pkUnKZFXz/ddrhEzsl8tip3JN0uDnlqN6WnDiTxWzcy5pxQMqOKnDfFujU43vZjFz5taFMXQjwXxPcqod89Pff4qfeZPiwKFRlvcu3nzr6In3p2nyj/9aBr/nG99ASOEtL51mzZjgVNPnT+6Z4rarjrFmrA0GXJUSJU7RlqaksXZZEOI69ktKB3btdXjoaY+OzCbuCDVouykCIzkEbvutSs9SFi1oOahdaesoPGEbZ72sgdaVeVNt6bVDaQ5KztqDrvoBwGUhW3zPZPJFlwJKy9puxt6eEyNlxJHTgrlWgHAcfMmQPJGl+7a0YA9JhyHgZfo4SlwmGiGbVvfYfTqklzr0UwhSgZuYIthUSZ5O16XiNjVEIHlviJ0BmbcEDgPdSTWpEjiOxEmVBbWjiyFBqsg1aKRKUSKfjKWLfISt6sw/Szl7rTMXSRd/R8iUmmO44YqIbVtjXj5id0PupbDUt8Gx79rzmAM8SgWtSDDThc2rFnn3ayL6/TWcXgiYbZ7myce/6ml9ppFyBsArch9SgKfaeC6MBoZ9iz6PvSx5z/f1iGOFo1LitAxwjesO9pR0nRilUr74UJWd+wOQrpUVQg0BdwjIZQ2Z91SKbHOoDNRull1zxSCdnE9Ntd07FMN9nGKwva179hRDDccW3HasheflQM+DTzJgZ90/GdBtVZ/d6MnzYhJi7n6kwsxcBXdE4ZVrOMoOyspVeqinUQwFgWmq6Id2gu3rr+/wyAt9WklA13GoJNpKlGSQJS3q4Asw5b8pDzRFYUta61Bl7D3w4F1HWICntvpSSYOTahKlSkw+KIkYMLnOCr50UVCXAzwHty3rzYGd/Tc6xREJl2yJeNOrerz8pxVII/qJyzwOsbY75jnSnqzU2Gm3y4mk14t41UUtpsckx07Z/t/ZpS73PnGUsz2GAP7EY/dRrVZf+fX7vn7lqfllRmoOV21Pee30ErddFZGmLr4XIaXG06pIytjiJjtsMvD7VBt9ntvrcMfXG7TCbOMY4VqAy4zJS6CWAiQDQNtRaxSAVkIUaWNHDJbnPJnilNrTcmA7WT+mHZWQD/spd9WXAJ4HnC4DUBfSJM3ck4H29twYz4043dQ8s78CjoeTyZMCeEXGb5jF7SUTQxV4A1aVhScexy47zguZGO3RXKrSTRRVBW5iv0uUGlRqUHEZ4Fl9fPGLBvmFogxCm4zNhR0elN1YtmfWsrmjDElWjWn7NofBreQgkyzyjPJZwC5K7J7bvEJolEowsWTEj3jbrR2+/EjA83usddwxAbF28JTMkkoW4JG239molK8+WWf1mGGq5qJTydRoysh4cOWFF934yttuftXDt33frWcHeNUPcWX6/dMj7mWthstIQ3HOmpjLtsVMjDokqcFzI5RKs6IoUdy1jpNQCULaUcy9D7n80WdHeO5gFTwPpGcBLp0SqEUBZjcDbp4Szn9ugzXrgTtFQ0PeBjYAeM7ctrk471TJXhcAHwA7b7617J1pbodCb+eWoJ3pNwC3W1Qnxghi7nrI55GddaRvbUk37yZa0UY3qPhbmc1cMRpNZwMttaLXd7n2oh5vuKHNh+6qE6U+nVQSpLafsbipRUmmSFlIgsGv+lZMbrd2SZWxq4eyMiVVkjRLJiVKlorYdOHaFACXA2Db3z9IxJ35esD62ki0TAG49NyYX/lHi/zxX6U89FzKUi8l8j2i1CmC5kHnUArCcHRhjA/epbhqM2xaFeM5KVOpvmzVYvv7kyR5+KwMvmf/Cfyg9tqXX7j3RxQzvOL8hMAPmRztIYTtPHGdCESCm7GBwDbxSi8FkXBqVvCxuyp88HOjnFoKiIUHjmclinAQ0t6VTpmhRX6hzGASVQnkRftZ8Tq7CYoC/ZzNszrpMnuXAJ4P+ymD245TWMHcWc+ml7W3uc6wNLFHTETMp+9rkBofVWQvywFmqa+RgX1XaPCcxYuZItm8vzQPNh0ELm9/dZc/vztkWcf00oBeKnATG1eoNEuCJaJgU2sXrqw9kiVrUpRGPQhSx2S7ImeBpzYkWuCkMsuaZiBPZabBZdHZX0gVWSpbXsnm8ix1Q0ZipHV4XFdy21URO85f5I8/F/HRu2JOzgQYHIyrME5+t+ZnToLjExqPo/MpYRTjSs1SZ4brrmr9yG0/+Jr7f7B9/GuV+vphgDcqCa4Xndfwu1tUdY51q1IqQZ9q0KcSdPG8HkIlRSRstYnh5X0Oz+5zWe65fPJrNV4+UGGxE1hZojJwS4kr7E4DnshKMkusLXNwl/oq8yq2/Gc5qGUJ1FIw1FdYBnc+GmFo2E0GbEeJgZOSg9u1N6ttTDYZc+uCuZ0Se/tuxDP7JftOBhjloqTEk7pUlJTLhoEAX+miMKTBYeVwyzRVxInLlrUxF57b4bG9FWLl0UsEgQQ3NTiJyFa8rLQ1yRgTaXXv0K8UJRbP7ckSmzvYG8sxWdBpUKl1bKQS2c0rkWlec29HOwyB+wzZkjF/qUBOSY1WklRKVDa11nUl68dj/tUPd3ndtX0+9bUKzZ7Ds3s9Xt7nZW5aHkVLSGP6JuVA6jHbldQ9wWKnw6HjvS0LC9F57U76tTMYfKk5g1RVlHsat3KabpoSRzHLoeZPPuGz/3gDpUz2e+xAGCEF+4+5HD/mkhiH5cS1gK7kwFaZNgVfmFIZZq61B45DMSdvBbDlCmDLQrpQlIyqbDSbKoHdAloUIxLcEsDLw38soCmAXWQrC+bOHJQ8uHRiDDGfua/KwkIF4TvWdxeDSbZn1KDkJ3nIBy9NDijVcRfetFbEscPkuORtt7R5Zn+DMA3oKo9KarW4k690EmRiBk3C6Gx5zwtzM6myQo/bMQ+DmYOOzIropETprHpPG5QWQ6AeBJxmBcDlgKmzn6W6LGUkWmpSbYu4tMqH5tvSgcCNufaChEu3dkgwHD0mOXDcFpQVJI7dbn3vcZ+PfKlOYlxc5dA2cLLZZLk5Q6vTP1Oi/Px/vhulJKcWlji9sMFul5Ea+qmh1TJEUYIwaVZPkLF45lfbBIxjO1qlPZSwtcW+NBkAzEAnFww9bKkVk2BzVpel98XzANQykyZS5ZNj82E/IrPSZAFwx7EA95xsAFAObncAbrdIxevsdTp0OMp27rx8BO64p04o3UKeuOURaGepQTlbaSmUWLw8IL4E8iB1eNv39fmTr3R54WCFWLl0pcRLbe+pIwUyzZs/smBTisyq05kG19nvGt63KG/yTjWkDmhFFnAalDak0uBoG8zaYZ2mBHRxFoDn72VJushCu0th0MrKFC1tvOHoFC1TpLayTKkEV6X4MuXizSmXnJtm38V+boxEa4ebL015yyt7xElMkjqEiQTxHK3jJyxGywA/eXKGNWumq//1t//4nOdeXGQEh24kaPcFS31BEghipUnTxFaEoSmKRoQs3BEhbI2ylwHbLwHbybS0U2LrfGSYKl2cAcCHWbsYa1D8PHuvRPZvW6A7Kh/VloHbyV47opTwGYC7zNqu0nZmSNEilvd0JtkRo9yIfScc2pFn616kHNbfYoU9KM7iopT0sFnphRc13Io0cUhSh5or2Lauzwv7IlLt09Oe9cSlZV2ZSZU4Z/GhUcj5raQLBiwynNnncIzIZppYcGsjUNquilrb8RtSl8GdPw9KBvKeWCmtRLHVjqaQKlpJpMjZWw+Arm2PrtIKrSzQkzQdKofOB/QbI0i1Q5S49PsBYVih1fXp9DxaXUUvqjE2tfmc1/3AT1RnZ/5Zd3rVGgvwfuckp48vft/lF0//XHNuL1OjAc1OymIzZb6l8ZoCjaIpJEY7tmAm10OlJIwnsAkYmfvWw3aeKi3jagjIg7kmA7Dbf15JMfhZIVEG4B7obzFgbylQjiy0dzGTMLcNS7LEgtiUXutSD2R2qKyv04tYbGt+76/qLPQChO/auEIOVidZHvQjzmTuIRbP5YoW2c4rZQ1uQZ4kDo2qw8/8UJt7n2mwEHpE0qEnJZ4UBXEMd8GLIh0uChYHW7wqMSZ/FkM2pVPMFbTxjNKQSnC0GDC4KAFbDUBdnkcjhSAtsbvKpI7MQK+kRGk96MTSeSCrkNnuEyrPmOY7UAh7fpJUEYY+y+0ac0s1ZpcCFpYdltqw3IrZccX4zz334p6H+/3+FwoGX5x/mmXlU3cPcO3Fy5yYH+P0gmK0lhKlCSebWYoVkcmRPLto3RAvS8T4mXWXOyNlYMuh1xQnaji4zIF9NlCXWbw0rKYE7GKKrMqBLjMXhUFG0zF2lLBaAWx3MDvFUWeyt6tiPC/iU/e5vHSgAtJFyFJpbClYLvcw8i2mQ62c2lXsVFGWKdq2nCWJy8VburzphhZ/8pUA7fj0pIcvRdZDaRuG4/z3s5LJByAHXeyEUd7FwRgrUZTJWFuLwn7VJgf7QItrKZCZjCkYXZC9F0OMXvwdYX+upSHNZiOmOg9as61VtPXeU6ntyL+Srw627CBTxyy1XQ4cd1hY0swupew93mMh3c9CP6XXjwYSZecRByFd4m5C1cxzznrJaL1GqysJaglPn0joRB46Y2wnS5nnjF10sAirCR0xWLILP1ueCewhzS0HsziGnweDNO3uxBnAVWnA5hDQZTGTfFA/nQM8A7ejs2KsAWsX2tsZuCaOsuztOnZq1VJT88Vv1plv+hC4OFLiibI2PbtEWdkUMDRcvjTYX2cj7MrBZqrtjs5jDcUP3Nzlzkf6LHR8IuXQS3N5JIqWsrxn1Q7toeR6lUBucskiS0M0BU7O5qr8mkyu2Ouk1QDosiCbHMQMMXpa2KY2yMz/u1TaGyjN2DzNJI3V+um3yZraoxr06SUJz+yrcPiYoN3VzHZSgkaLV2wPufoiQaebafCDh/YwNTm2+b4Hn/rZP7+7x2i1yjtu7bJuld135YqLFvGqbX7lz1eBqqGkIsiLnGTO2IMlWgldek1p2RoOGAeSRAy9L4N6SHvnHd5KDILNFewtM+2tysBWg73oHWcA7mF5olccqR0UlGtvZTOXhw4L9h4J0PgI6RRSbEhuFQ6KKLkaFNFmuRZlwOSDjZ/yIfI5g+tUkaQOGIftmyK2rOmzsLuCST3L4qmVKU62Sg6SS9bpGoxBHoDcZlHLTd4Dn1zLfAcHC2ZtBFpafa6lbdJQwpDmpCPNAPCi9DoHeSFB7UYAOmf1zF9Phb1B8/dK298nlUaX+m0dlSUVVYrndvnwl+t87n7JqiCxYwP9hNdf67JlbBFpgp+96KIbnjt86KXDztxiTJT2Vi8sRa9tLS6xaWIVS82QDasiGo0+61a1eP3VLf6/vxgnNfZEBsoQFDUguSRZkXwRA22oVrJyzsZnMLYY0t7lvz94LwbgzqxCWYwCFoOalCH2zra0HgK3sT/Pg0ulM8YesHdxODFKxdz9WJ198xXwXKSUWe33ANxiBXuvHBdxNpmizwg4c3kycFNSrYgih3MnI15/bZcnX66CdklSq8XdNMvupgMHajCBQKwIOPXgQxldsguzwFNmn0XaXkpHW9CnKrueehADpaWVWRfXxoK8PEYv/7mWmTbXedCaa3KRvZeDCkYt0NmKbJQA0iyRZTAm5Z4nHQ7MCNJxyXigWVV1CNt1FhfbbLsofu1Ipb/aE8lhp1F1qPiO3f98u8+WDZJGVVANIsYaLeaWe/zuHXWS1EN5NsngZ4GVreIbrgcpyxC1krFzbZ2DWAwyfgPHRBQsLoZ+NhhoX0gWOdDbQ8me4hjM3yskyoqAMj+c0rPV4HGhvSvViMf2KL7wzRq9vgdVB0cK3BUZ1+HJrAWBnn3smTmL/l5hGZalShw7jDQc3nxTn6880uWJPR6m5tJLfVvqUOQW8t7XXH+Xgs6BmTy0ktjnTJsry+aptHrcSCy4M3ZXEsvo2XXQ2bVNRQmsGbGlumwlipJeZyBhhLb/ljLFSpFKWxeTSo1jdLHaSalJU4XvOfyLty7zcx+pc6o7hiMlna5m9+GUxWWXTdsrjE57dDs+zvRoiOe7nL8hRF3eZaTRY7TeY6zRRgXL3PlNxZ33TWC8gEBJamow9svLi+/LKXQ1DGpVYuZywCiKO/5MSXLGc1mmSDEE7twLL4M7nwdeVBY6wyOUy4C2I9G0dUpy9nbsbBVHJXheRBylfOXRKi8frYLrIqQqKhwHFzDzv79FFeHK4ZtFur7YlqUkU4zIEiAyqxVX1h6LHC7YmHDb9R2eP1whTDxS6dLTCi9lKCtc6PG0JFdKIM/LaI3KPovKbzaNVsKC24CRIgO3PXJpoguQZqSlDDKTMUIMy5eBmyIKYOfa3bK6HtiQWdZUa8ve2qQDgAtDJDUq8nnTzW2e2DXLx+9yONaqEyWSpV7K7qMJ51+WMDKd0GzGOPc//BdI6RCFy3SaCyQyoZ9GHDid8Jf3Vvnas2N03BEqrsOoa6g42sqTrJEgt6lUCei5lXdGwPgtwVxi7NLeOgPmLoFbWElS9sKLYquiFsVktShmCOC5JClGKhfgtvMLB4FlZg2qGN+L2HlE8LVHqnR7HtRcpLBtcUWskV3swjhhOMAcPFa40wYwgzHRebC3MuGjs01Xo8ilPhJx2/V97nygz/MHfXA8Qi3ppSIrFcgIJB0M5/x2IC+AbsAoM5BK0rJ5vqrkbK1WAD1ndKnzv2MliR2nXb7mObDPot2L4FOjykDXGkcPpFt50llFGP7l2/pcfv5R/uzeUZa7FSq+w0Rd8/SuBzlw6nmSJMH5jY8lOErT7kqOnppgciICJ+HoSZdYBwjHo+ZLRlxD1bEjvvK+RjuZdCWwV+rnEphLy3jegVL2tgfbj4jBjVACuiqBPV8pclDnk1GdogFoMBtc5eDO9ol0S4mcHOT5sE4bVGbWoBuTmJS7Hq7w4M4KBLZNzlspT85yiBXHmY8ye5ccFT1oRh5yVLQiNYqw53LjRV1e/8ouLx0JSBIXIxQ94eBqq5llmscAK5I+jtXkdvPRQatkzt6m9FpLy+ZK2XF6UlrQawXSZJJFD4Ce5zPSUnyl5dkJLrcSlcilTu642ADTuiymSDRpLdDOcC2Nnabr8I6b+7z1pnkOnnJwpWKy4THfVMS6hUTjvOlqD88RzC7Ck77mwFyN+WVQPgTSHpVcligzSJiUwFTUQxQAXKmnS3fykO4elih227/SfjEZuPMs5cD/LqXqy7s5rAD38KFLDD4Adu57F9lKlaKcBKViPDfmucOSO+6rA7a+RghlW+JkKfFxBqBz7ztnHFHo4UGAd2Z3j9ZWttjJUHZzgLxeI29nS1IHYxze/uoeX3+0z1MHbEY10cpWGpZvtLSsv88c0GPKerzsyyuQZsDmWgpk1hEkjb0mWmXXVJeAbARSWymhJcWOETlL50wusyC0CEYVBeBtAgkL8MxKTIfikrzi0sYlXRWglGa6IWh3Kzy3Z4Q9x8Zo9z2U0jjnbegT+ALf0+w6BBOVFE9lox7IgZz3N5aaXkvgKupDyi7JCrYuQJzf7SuBPvT3RJbsGQB7qNhKlasKS6tIvh+P0gOgO/koZTPM2Fkw6eTyRJXeqwTXTYh1wv1PVHhxf8WOpJA2uPSK2vVBzXf5+5y9k2dYnpjSi3IDhC6NkiguamoLk+yFdQgjl4u29LnxasvivdSyeCi8klQx5NXU+S4Yg5uM4VEduTxhUDOu5IDN7TXVmBKBaTOQmAXAS6u1lShWJulidT67VZzq/N/NSCNzWGyRV9aUkdX0F0OSUoWjXByVZk0Rkn7fo9NTHJrVnG6mdvPbyZEO1UCw2EpoJ4J2v4Lv5kFBqYYkH5iuBjLEGWLTAUDzdG0B5pLGlllqX5T1Wf53hyTK4N9UK5a5wf47uTwxJe092LpEZUNy7A1aYu7CFsz3bs+twaQ4PCdm3ynBx79SJ4xdqNqWO1fY4ZSDZgwGyZUhSSKGBfnZXJSVGrgUaA4XYcliBFuaVRlWfcl7buty14M19pywN1+qFT2hcDSoNKsRFwKhM2mSpbxJh1eTgS9uMJljUpYs0pgs6BSWpY0oNLcFu8jsw2JMiv25tjd8Wr4BNJk3LrLao/y6Z354uc4lB3pqM5+JklnHkSZOZLYyp0UQWw1igkqfVuiw0PbwvRTn0qt/alXUfvEX5lv3EEmHTlylEeiCtQuQq2G3Qg0BW6xwTIa3pZNy+L0QZQCLkhYvvf4WwJZlcOd3vcpvwsGmU+oMeVKSJcrWQBQzxIugMj9iIpPwuftqPLevYtt9RKmwSgwuwtl0d+GafLtClDKwc0elHGgaidG2GGloApaW1lHpu+zY2uOHXt3hdz/h0dMOaIdYZAFn8RkMMh3YhIOkj9UjJu+YIZMkmNINZ7ckUVJkQMd62Pk112UTwK4+QtpCLWsd5tKFTLqUjYU88zq4rvnfL6zGdFAakGTTBBKZF9Llg0hlsUXNaCNCOh2Ona5wzY6rf+Gmq877KSfuPTe688Ds637rDsPMXJXxiiZwKcpKB4VMpaBuyLYbOB8rdbUogzuXHrlsKens4mdnBCQrgZ55qKoMclOSJyVwyzy4HDC2cgaMnWtvpVY+x7hOzN6Tkk/eW8WW/9radldmo4WLLGzZKbCJ8Nw4KTspovzGcIb+LoY+lWpDyhLFZImf1NjMZqoyLZ46vOOWLp+/v8Ku4y7ICCMkoXBxhLAMmApbm1IIpYEXTu6lGJHJkUGfaM7iquTyFPq5DPSC0QertB4iNc4kghXxWTrE5AOdrkSp2SI1JNIMOoyUwcn6RR1Hk+qU5bbHuomEf/jGUxxrHXvd83vMqPPwswEHj1TpLNWY8CW+o7NKOzGwwfLNQssWYDl9XnpeCeqhrelWsnQB/AGY8zu6uLOLVO9Amsgyk2djzAo97uRAz05CLkOcQbbScTIGHwJ5gsoYPFUJX3q4xq59A+0thCx6R/O+UVFcrDNdk5XVhGKYuIeJfEXh1WCL7Hw4p8Ap+eI6kytR7HDBeSFvfGWXA58MiFLb0J0KRV9I3LJMEZTmlJQSPiaHeWlsdRFgZsDOPpPIgD8Ad+l1TnL5++xZaFZc72ESGyY3MyRNpbS17rmNOCjRFUPxlpMIksRurOu5HqOVKtWRCiiFU69WmBjx2TytCBO7VA6APczUA7Yu351nyg5RYuyCyTOAF69XeuRn+fIrwV20spVkSQH6EmvnTF52S5xclpSDy2xqk6MSlLQA99yYg6cUf/C5Bn2ZN0oPMpf5DgiD1jQzxNTDqfGV0F4B6jzAzHVwqZ1sOOmTvU6lbQrOtHiSuvhpwj+6vcNf3V/lwEkHZAxCEQuPnhDItPQZhyTKwKYc3Hai+Gy5i6IL/W0s0HVZduRgzq6TEYXmz5lYFMAvXXdRBvfZgJ4TR2lDrDy+U6VMeb5DnLKzXBylAFhsBvijAX7Fw1k/vUSv00YITcVzhtPqZ3VEhgE7nFrPZ1Wv/DuDu7jcaf6twW1KNSkw6O4xQyxeVPGVu03yADOvNXby7U0yYMuBTFEqRTkpSiWZbIlpRZoP3dngxKyPHRFny2JzazCXJt9Kf58RaH5LiA9bKoPyVTMAdblfUw8HnAXIE4f1UyE/+aY2v/Fxj2asQDoYrQiFYz9vmu93abIPZkoG5oDJ80SPNuAYe9OpUv+o1dyZVajNAOgiA3Bx7YQtqtLCdtRrUZTvFpjQYggLQ7goAbpMhEJihx2VZUyOhaJ90WCIme2kpP0U56ldPqdOu6Ra0KgN0uDD/vRZXJBMQw8YebCf4pngHtylIteqZ2PvUjVcucOn3Jc56CYxJYkyAHguTfIgsrwhVeGYlA6Vp+hVjOPHfPYunw/e0SBMs0EpQiEzeeIOMffwdxrS3IgVQP9r8G0YkgQrkz+mlLpP9aBZN0/hB27CT7+tw94jHh/9ktXiIEmFpC/sLg356lIwdV5fTen3Uga1KKSJyYNEaVlc5tZh+efC3hhSZ65S7pLoDNgyv8kG2CnX7eRxGSsIcCADh/fvHGBGDJGgrRyNuXijptZIcaq+x0jVY2LExfedIQkxcD0GEiSfnFR84PyXrbio5bvyjLt0aHkyZ2F1cybIV9Qb22E0w32CqmBuU4BblcDtlALKfMsTR6YoaaXJ4hL81b1VliLXpmqFtQZtU0epwVeYM9infIOfuRWZOAPVQyWz2f/pAnDZZlxDafsVKXytUKlGS8viI17K7bd2+fxDVRbaWSSuFYlwrVQhlyq5Jy4QxpQ+n1lx05miHsU6KWQBpZUvFtiiAL0QA8kickYXJbBnVmVR6ajFivNWwleBEzEgxDNwVbo58iRhdiNp7dKY9EB5OLWqIqw5jDZclOMMR/4MlpG8aF+UgpYh7XmWD1HcACv+bIipiw9capwdYvIyiw+3Rg0zuS4BvWQDqpL+LkmTAujKZi2dasJd3wx44sUKWgyap2UmT5yVqfnsXJzt5J+N1VcokmGQl9PmxY7BuR4fAD01EmVKG3flAzulg6MTrrk44g1Xd/mzu1xwYsB2X0XCsZPDUgpw50xuinzm4LUtsrKhp0QUjkoOZmUERljgF+6JMGesagXbauusiNJKkrfWSZm31g3UAJxJGiuHmJ6NVPL/Nk4EUx1QLjjG2A9RDewQyiLUKF2U4iKJ3GY6i+e7AuyUWW4lwEtgLrzaEvjz4G3gqpizAn0Y4AP2zieiDoM7ReY/k2nhmChlB78fOCr5+F01Trc965Fmo+ZUxt6OFHboZOnGPGNlYvj4diSeK+By0VPuQw81I5f0+GDjKitT7PNAi6+qpbz3DW0eftHnwIy0Axm1ndYbYhvCZQblnLXt+L38M5xZHyONwQgKYOsc2CLX32KYnMzgmlpWH3QZyTK4S6Am/3lGiPmZGeBLDGFtsEiWAnoxOKdpqtHZ53BqAaQVGGtYO1BnYsxwtguy4v0KgLMCzABDWT7KoDBDAB8wenn/y7J1VC5L1WcweL51t319JrhVFmAOMXgmTcJU80efbvDgM1Xb25axtxAya8sbzEQsS6byKjR8p5cvAmd9rPTBi3NuRGbTDU+fLWc1y0dqZDFyIUlSbrw84qfe3uKX/sglTLIySyHRQhBqiRqqSBHDz5nmRw5uOpmxucykipQDoFuADwwB66KYIVkrMEOydJgILQrz16JQCsMbzg4Gip7lvJaxmvn4UZTQ7qYEVY1TrYQIHbJ6PCZMsk4SU9KHZ0N6+fysJKo8UBgCvBli/ZXp7YGmNQN7SA7+3gDY5QbXYXkymJtXliMZW8vcPbGbVqmMuZWKcf2Y+55y+fwDVcLQhUrO3naY+6BjZ8VQn1KggxjGdnEByiveWbBe3qp8KNgr6lNKMkUP24apEZlcGaTwk8ShUk24/cYe9zzY4+tPOoOyPiFJEPQyFS5WglyUJEohS+xNXdSj5Amg/DqZQYyWF1mVXbOhXalLUma4EaTUdZSDvkSef91jOIdgx0M3OzGtbkg96uM8uDPGMwnjSlMNtLWlyMcYDJ/sMrZLdmrph2dhdc5Wp1G6yymflPxuN2dh82FgS1EeRlMCuBrYgnaWnh7sLalK0kTagqrlNtz1UIU9p3zwFfnOEXlixy0ldsqVg8NZS7GCtYYBfdaLNUD2gMXJ28dWOijDxwDwJSbXCqkVceiwbXXEG27o8sQun2YkChYHQYJDX2Rsq1eAvOzkyIGzU4BbZGDP2FuX9s7U+Y2vGSKrIf1csPRwbCLOco5WvjcrXqyUUvlocKNBKc0l5/XZfl4X57rtHs2mx6ljDo2K1bC2qi1nDAo9WDCOGTipZ/0UpTvxjC8zJElMadnKJcvgzwYyoDw1aSXY9bdk8Xxb7yHXRCVIactjtUn407urfPBzdUweWGbOiRSiZA2usARXHLL0HUSZzvMv/+0YKDtJg6SLOJPN82vASmAbtFborGZFa5vCVyrlp9/cZf9Jlw9+XhGnqgC4QRAJVYZSAXKTZTRzSrSBpnVOlBxo8RzgxbURDBw3BsYCOpdv2bUtTokYAnex88O3PUfDqqKovjSDWS5gZbbvKPYdbbDcH8PphxJhYHosZHzEAtruqTgIaMq9g2W2KTP5Silzhvgv3cH2Li5nAEuMXYC8HGyW3qsysO3MjMH8avtc3pnAcXJZkkmTzBZ03YT9pxWfv79Gp237LHP2Rshsx4jyxNvyUV6ByjJlAOhi9foWRHCGTQgrAD3M4LZeRWRd7ysPWQA91Q5xnFKvhbz55i5feajC/lP5zAerrYwWRMUadKYWN8Ku4iq76aSw134wqrkM8OwGNwOyknrY9RBkzJ4DXJi/0f3/150fC25DaiBN7V4+2ggCxwLeUQKnUheEScJ8Z5F1qwUVz6PT8wljle2gprMhkfnJLjMKdllbAXCzsmqt9EXECtY+K6OXylALgBfavDS5VOphwK+QJ0plI8BK4JbSSpQw1tzzeI17nw0gUAVzI+yGp1ae5LLEnKHBcxCfLbofWFh/AyFZvmiUjwGLU7gpg+sw8Mitm2JrsCVSS1KpSEKHWy+LuPWaLsfudghTMdDjCAwOMZJ+4eQMGNyInB1th40SmfYuAsmy25UB3QzAXI6x8ngsPxfDzP1tWHslCeQam5UAt7sChomgGQqCIGb1qg6VWmyL6460Ni4/+1LvK/fe3/jBt9w8z7tfE1mASoc0kUW55mBITZaEYFDaOSj7FCWNtILRi1XbDIHbnoBvAXQ5AFf+WgxJlIEsycf3FrKktH99HmjKvKjKT3jgSZ///LERUp21KMlMf2fau0jsFKAWQzfnwBkQZzD5/8hjSFvm0mAlSw3p7sEcQylzmZIxuNCZFndIEo3np/z8j7XYc9zlgScU2k/shzYCsmsZZhsZ5PaklSZ24JsSFvBaWL2tTBnQYihOGkp8MXhdXPtS65w4C7DNitdD7lKeBDPlMRvZVuhakGjoRIK5nuFdr1ri3bcYNp2rvjI2NbnsHHnu0zObK/LXLtxU/cGdhzvEaYSSWYOANOisbV+XWMNocUYiYnDHDeLzIRIvvmx5eTJDX16UXJQBk+si8BSUBj0Ws6hzgJe32Chp70xzK5ngyASpEo7OSf74CzUOn/Az1+RM7T0061sOy5KV8mQocCp91/9RoBuyAL/QmPm5NSvYG+xW6Lan0QJc2KHyedApbWPEOWtjfvoHOxw85HJkqfRhM4hp6RDpnGmMvbYYW4sis2Irkb0uybOiBkWKItklM4dkKPfBCqB/C+Zemfwqg1yfcbMPkmE5NlMtcJ2UCzfEHDi5hi88MvtrleDEjLN+2u4jf80FCYIKC0sV3KycNAdemb11CeSpLk8pFSXZUpIwBcBLgcQQqIdZfbC8lRk7/5kugsvykHUL+rQILguQ58FlVkylVEzqaT5+Z4Mv3FfFBJJi36Bce4vBplZyhXMyLKNWyJLSizLwvx3Yy0ydvydPvAzJFjF0nm0zhGXalbUq+VhiqTVaKHRPc/vNPV4+6PL+jzhEZ1lmtHQKJtcilylZJlPkyZ1BzYlcAfQBa4shBh86F5ghYJc/QclQGjI0NPlg0AG4U10CfYlQAsdQDxRP7BxndMSjE8bWTHjgJZ9UC2quYusqh9lFw+qJDr4b4Th2umd+Nw0sqcHejrnbUg6GCl1+li9T1uJln3zA5KZg8gLkwMrdA0SW0RRDMkWXZMrKI0EozTef8vnY3XX66Upp4iCEKLZXWam5ZYmZhnzvsqNy9pByKPg846qWwF52U3LmJts4iszR0EOB53ACKBVWg0uRSxZFKlMClfJj39/h0ec9vv6MwAhRyBSynfJMxuRGWHmihW32zXez02VZIu0gzRzIcoWBUJR3UAa4OIO5RelUlBm7zNBpVlGZaEjy1yafeG4DYV/ZPU1Xjwg8McK29ZqpsRZRAk5VeRgpcKUCEeE5Ib5nN5Ty3Lhg3jygSbTKOrxzgA/GjOUsQ5nJV36hshYvvnBZgw+z+MArz+VKfgPY94MdvzKAKz0EaqkSpExQTkInFPzah0c4eMLDuANg20NkG2INGoqHR6CVXIPiwpUBLVau/sMgX4HtlZpzwOBnS/6smAKbM3kuF4Uo2NzuoGavjRAKoR1kbDh3bcIv/niTR/+tR7sn7V2cR4CZxWaEIpbSsqbIdo3TWNCXbvo8kymy+GmQ2CnXHQ1W7L/ONS0Hk4PpXtlgfg2JFsQGQm23E0yMIM3+A4Wg6gik1ESJAZ0ShT7tjiJJDc6tV09hhIPQyzS8BdZNdxkfaVINuign25Mn39oucYkT13Y1J9ZzHTTE6sw3l6Ul98yvU85qFsAuATz/O2JIh5f3YCxp8yLQ1NnQ9cFsaeuYZNrbSYhT+P3P1Hh2t4+RagDs0s5vDqWsJYMAc5ClNAMZcpajuKClC3t2iJcvbhbY5W7GSquwDIAVLkoOeknmqMjsWcgsAFXo1JBme1Pu2B7zM29t89ufHCFKsw9d3gRC2kRJIiRaQIKd+Z7f9Hkti1NOzyMKoJdXNZkz9kpZUp7TUtzcgxgulySpscFjbCBMBV0tiFJDmqYYHeOmCdJoUgQd5RBFHpEWhHGCG0ywaqpBFKc4r771JpQzQmfpcU4feYCHXnLZe1wQBC5CuJg0ZfV4zA/d3GW0Ikm1Tz/0iKWLSjVJ4iBTu6mQDT41ZQvxbI8ykHOwD7JcuR7XBZNTAnkeaA5AXgK3yAGeFs9KpqiK5uuP+Xz0M3WaXccWIZX37BTSsrcczPgbssBYUVy1AsjDTFVC+rfl8TOdppXvKUmV8iZS5YCrKMISuQY32Y7GEiEGe+CkqWKkEvMTb+nw9E6Pex6VUB0Gt61QMiAVGkWU2o74uAi8DYpsDmEeaJI7X6IE7jN19wDoZ56Y4YBSWF87Y+y+tjsgx2kKcYhrekxUevzQq9usGkutchAS11PsPl7lgSdd3nLBrbz2xh0sLrVx9p6sMDYS8MCTdX7v49PML1WZX3JBWL2TJjHS7fPp+5d53+uWefWOHtNjKd2+RsaZPhYKoQ1GyEFSomQZDoN7wNwrwV52U4ZkS+nP8y0tBow+PEO6DG6pYoSTsvugwx98us7+BTfb8758DNg7L4kdKhM4y2AfuQLZA6Y2Z15AsZKvxPDb/KlkiQ1cqYFeOdsU2nLyR2bOitHaSgop7bAeLW2wKRVpbNgykfKP397m8GnFvuO+3aavyLUz+GXCgMhWZwGJwDYyC9vtUwTfiEK2DWlxBhJuRQ3aWeORIitprASJNfRTQU8bu3VO2GPtRJvXXN7kR2/rcfUFAkd5RLFDmiqEhLnlkP03d9h6UcKatYq1EwJHJwqTSqKuS7hUY33dY10NwgTakWA5CmiGAfc9V+Gh5+q845Y5fuUnWqyZgI6x/dp2yKNCZ3uulO3Cld9kZYq2AHQZyKU/IwczA+1dbBNdPOcAzxI7WULH9VJONSW/9uEGn7+visnHzoqBawKikCOqpCnPbEVb4QKtvHBDgBfDzH7WM1Gmr7Pr8kGXTy5jSj8n0+gMy5V8MpYsboISiwtbcXn7zT2afcnP/ZZiZkmAn33CYkZ+/psUVjZJUiHsWAcGeYFsv+qsAdvKulyy5AHoYKUrxVxnOSE5eyfGBpE5e+s0hX6fTdNNfvUn53jbzQlGV1luV+n1A7p9j27oEUUOBsFY0KfmVf7/9t48Xo6rPPP/nnNq7e3uurparcWyZcm2bIE3wBtgCHuAEJZAMgnJBCeZTDITQobMTDLJZCC/mayTfYAAYQ9gICyO2bwKvOB9kyXZkiVrubr70t21nDN/nKrq6r5XsmxsDMzvfD6l7tvd6u7qeuqtd3ne57UxpXJxAk8SBt7Rwbq87vLzh1+6uDBPlMB8M2VmQVNZlARKMOX4zDcln/wmnLku5jff1MZ1rA9utLDcemO5wdqULtXlQ5btoOna2aVWGzo+eLef3r0VFlzozhz0zO9WTkob+PItId+8LcSQ6boVVtsejiK4lGZJSV70ArnrsRLZnvKBLBnvp1r1oeRv58a0HGjqPJg0pfu91U07ys8IbX1xkfFUROayJBLX0bzkeS1eeXGTj10ridIMy13Wu2PFi+JQRrvVxv4Y+f4WHV0lUJcbQsrPL5dQovTRqYHYCNpZGZ40RqkWb7tqhjddntBs1ZlbqLDYCphvBszM+0zPecwtOiw0DX31EQbW+tetcIOj7XYL9bd//Ze8400XzKwcZGbNSPwWaSbxvQAlrdWIEwtAR4AWisW2YnEx5qJtTUYH7ATk8lcuOt9VmfVXrjSWCjIZ08+6FnkGJL/tYQkWY+nSjktSTg2W0oNSpSTC8KUbQ/7g7xs8dsTrjDgUmc6JyFiDUmZzPCnIVTn3245kyfVPStow5WbrQqiGknzCk21Zjj3DTrmBOZ9j05WeLKQyynn/bldq2ezTMhkghJ2uPFBPOXNTwsFjkj0HnAy0y5xuprhudJcWC/64LZ/ngWFqIMFa4dgIYgSJEURGkJDdZltc2pLsdTE2Y5LmTMco4Zx1c/zmm+cY7QuZnG2w0ApYbPnMLfiMT1V44rjHoWOCB/e1iZ21tNK+37zjnn23vvAFL7QzeoLgGMrxGeg7zNrRGQI/ZLhfcXsrQU8ZAtdKMrhKEjddZhdcFtsKkyfM8vy06diwIuNQWLOOG9JttbutdIdZtoyfXrxH5qqgO5ZcpgX4lWt4fNzhQ9dU2b3Pg4rsWKKuTfSQqXolIMqWu0ceebkMQXanuAwvebJzOc6t9YnMeBdXvOSqlKubXf66Ecv46NZtESYXz5QIozDGkEaaMzZG/NxPLnD7/R77x0umt/gSpStdZsHJj3G5YCQ6O1ocqdLzaTkOKVn+Eji6SHum6wlFGEjqFUmzbV2Tdtsj1hIpYaEZ89Cj0I41ByeauAPTDC9O02q1gWwI1XS6k8AN2X3EY+9j85yxPmLzmilu2esy1/YZCA1uANXEMDbY5m0vb7F5zJKy0kxHrxMI6tK+lABZALWcLel2ScpHLPkkzAAAQXBJREFUuPx3d3qpnFLs+OF5sKmUYWpO8Rcfr3HDnT4EogRo1QVwgfUj8zhrSRmeznEs3+8KLEv3l4C89yCeAMy9f5b9817Kw1LG4dLAU3cBO/fDNVKLLBEgEUYimobLdrT5tbfN84cfqDO9mM0FltkHiewDcpK36QV1jszSj8RyrxFd940oEFE+wN2/Vf6DBx73HBzgf34CfubKAEfWiWLwXE2j2kbLWW58oJ/TRxXnnh7yypdvZOvWbbRaLX47B7hWG6mvG/m6f/9333/O6d5vb1p9hFseavHgY8MEDtRDQS0UeK5iw5qQbeuGaLZaCJGz9DTIjk9crkrmQWLhQ+fgzZ8vToQMvPmRLf92pvwblK8CHXDnAWhTCP7u81U+8M9V5tNOy1bH5+5Yb0RpnpCgp5HYsFwQecI0YS/In8rqstbdrMIOP6NT2SQPLsubWRp0YvIBU8ZyVIREGI0wEm0UIjXUXM0vvmGBY5OSv/ynGs3cPmUGpGO9l4syljuJe6IScYLbLP4pHhOycz9jLHrSUoU8Ah54ZITr+zw2rHLxPU29khD4Cds3tdixdYKb7x5EejUefGT+/VdcuePr8DiQhRYf/Nv/j3NOn41b0dTmKB1/1bfuXuAj1w4jY59V/TBYlww0XEaHXMaGHSq+KLRHcu6HlBolOsUWKXVXqVwWvJCyFonV4u4oS6WdLX+t6Lgespw5keUUoS3tGwX37vH5ow/VeHzc7c6Y5Dlv2SnuqML37pkUl4G+mMpcOgm6Jr4VvnR51GGPvy2WuZ//37KKU6+aV+F/Z80WJemMgmFZovKKLp/c9Pjm9uS3hUtNuYiG0QS+YbjfcMv9HseOy6x8Ub586NIpp+1mUtD5aPe087dOs2pNuvQ15Le69Fj5vTOLJqz7UZVQd2EoNAzXJY5UNhtkHDASg6S/KrjgrAWUO4vjQTVofuz6m7+269IX/DTkFhxg1aY3U68GfOwLN/DFa+9i7WDAyhHDYEPRqDn01xz669CopuQDhnKZX5n5wUp1wGh/xLSrIJODUWNYjCHSpUt92QwWl2VbWKi6tpKmu0xbx6IjBMIV3LfH5er3Nbhvj4dxe/ztsvXOLqeKpUWdXtekKyVYstLLU2S7rZvo2aVOfLLUcnftl+l+L1OY9V7fuycnbvL0bMeCs+R1mUU3OrsvMZHm7M0xf/2eGX7xv/dx3x4vK+WX3I/y99M2AK+52jINlyQ5O1ZcCEGkBYuxdY06ourl7EzuOqrCuBujbKJS2PjPaMPcYsLxaYhTlySWxKlPnAhGBz1+5opj9K3YyODYy0jTRd77W3/aDfANYyupVStsXDHI9lUuo4OCaujQqDo0qopG1dBXT2lUYwI/KQQsVYngJGVS5KOLsrlrLW+cwuS84PC0YnxG8vWbAw6OKxxFB0U9l22tDfVqyqsua7NxLGHdaIqrrAthikupRCiY14K/vabC3Q96pLKMzvy2BPQsZVW4JXQDe0l6sHCduoG+HKzLAepS8C6bqijtcqnpgA7JjTxV2PO67rcWJww0Dd0ui87cFAt0O9pbasOOrTG//Lom7/lTh/kku4Tl9QxtawSeA+tWJmwcS3nl5S3qVY1OSxFi6VgarH7SwWMO193sMzGrODzlMDWnSJLsWDiiVFHWdsPFCElkBLG2WyuG+UXrFaQakkTRihXNts/svEstFJxZWceQuw5jmsVvWgC8UXOpVr29W0+r75vdNrgxSdqEgUOtAvVQU6+k1KsJ9UpENYwIvRjPibNhqbGVPsvyz0qlKDclSeDQjOTwUZfb7/W44xGPr+wKSIxkakqRxnJ5xJTTUVLz8esS1owkvOWlLdaNJbz6sjaNqsZEIJRgIRF86PMh//yNgHbuzxXvW7LadNDXJd6zTEptOQu9BNjlLMoy5+iyJ8UyRR3Kf5dTLIX/nb9bp+jT+zN1FYEKf7wEdnoeo/skENoQCM0bX9zkof2KD32+wkKCbeWJoF7VvPryNmtXJrzlJS3WjiQM9uuM3Ss6BLve/ZeGJIZ3vmKBxAi+vMvje4943Hafz5GjDkembfcRbpqN7lDk7K8Ij3khcCPL8hQCtEmJE0MUaZptzUJTMeFCpTLEwOqBfRtNuDeKO4mOAuCrV63iOzd//bqVK/o+vnnjit+dOPY49ZqhGqbUgpRqGFMJY6pBRBhEhH4b32vhORGeF+MHEVKkYDST84K7H3W5f5/HTbcH7D7ocu/DHkmupikyPQb/RIGLyUy09eWm5hVTMy73PuTT35/w8OMLvPayFjvPSphvCT50Tcgf/UON8WnHJrO7ovnyJovPEvQwA7u+SVeM3x1kLrG7Ytm739fqLeFTBnr5PMiuLXl2w3TSdGVOfnf5v/TaIpshgRStYXQo5b2/OI8x8OHPh8y3BDvPSnjNZS3+3VsW6O9PIQKTCpKWylikKqNoyK7dyDNqSmoG67YY985XNUlkk3t2O+x+3OHG2wMe2Ody96MeU/OuHcopNPgGjWbeeGhkVr43xImmHRuaUcpCS1MNrAbOhtNWoEXl49++Ydd1r3zFVUsBbr+Ri1TBVys+r3aHxbmNaotaJaZeiQn9mMCPCLwI329TC1t4XoRwEppNzZ17BM1Ycds9IXc86HHbwz4HjrlETWVn3Ae9qbqs0FtY2fLBzUaNmQQ7Ay8BlYIL0wuKP/pAneu/6/Grb1/gkccc/uKfqhydUuAuA+yuSL0DxKLC1uNj97rUPTmBzv0lTzx1dJuTPGCWfbhHas2U3JQe5mGRoyqBP/fNO/krulwbIUDHsHJA87v/doFGxbB7v8Ov/cwCL9gW2aGti3lfgB2ZorVCG5W1Mcqu8ChPCydCIxMbk+Xx2PmbE3ZsSXjtJS0OHFPc9rDH7Q963H5PQDNS3HfAI5rx0Mpj3vVpBy6zbUmlpai5UPc1jcBQ9RP6a4o4MXfX65WvLi42u37SLoBfdMllXP/l37tldEDcEQw3zx2oT1MN28RpjBQJrhsR+BHzLcMXdykOTzg4nsP4hOKGWz1aiWT/UYeZWWUttFQQ5i5CN3uvC+DLuigadGI3JJjYXrmUIU00N3zPQyo4d0uCq+hZPVeGHjQWgC6lH3vx2pvn7koHLoPlZeF9ipg3JZ9lSaxZek03ZdaUHi8pHJhSxFByGwo/vPy6TGOwOAFMJ+qPE1gxonnpCxa4bGcEkUHHZNMmHNLUJU3LIJddXVw5wLtoFTlfSGvSRQcpUjwnZcsazRkbmrz6khaPHZ2nnUq+/V2f4xMK15UcmvT5ym1VZpoeWri0jWImVugph6orWDOo8KvNO/7mH792y0f+9vdODHCAoZERhJDsefRxHp+awfE0n/mmz4EjIUIFKAXtWLL3gMPcguU9JCm0WqbzjtXcavYy93JZhmw8YJa9KBf7DZAiSIztUCHX8NBZAJIdgA1rUv7N65q87NI2Wzcl/P7f1zg84XQ4FUtQVrboZUonhd3p8my675bOE7HkJOgYcINlZy+D0JOuzL9+EvAvB/pOBbAM7G7QdxHfSnn0rnfNdkgqeOKY5A/+vsYXvu7zshe1WT+WsnE0yRh/mfVOHeIM5EmqMiZj532LanOR1jU25SuVTUSYFCEUWqeIRCNamqpjOGe9waDZvqpNktp04exCi5+9aoFWbL+fUoJHj3h8+ptVEIoVgyOsW7cGrTW9awnA3cGX47pO9NmPzfDde0BIh+MzkoXIyoVZ3oFFhpYmA14KlThzKzRdWQvpdMAt7GhAV4InehVbO4cuNZaP0EwlbWGbYG3ONIYE1q1I+P2r5/jpq1p4Cn72FU2u3eVxzTcVRubl/mVDnq6/upSWegs7vcA+QQQpTvgJnJoFXxJtlsC+bEk/S9/1pBI7wF6mElp67kQrL7ZpAbvu9fjIVwLabcGnrg0xCP7wV2ZZP5SQJqIQGEoSlzhxisYXXTqRyn21eYrYNmLkhDjbhWOkRBpb00i1gShLJyLtUK1EEjiSczblv43F35Yxh50bBNrENIb7GFx/ZWR0wh++50kAjruCgRW1d1+2c+vW9vTUZUePL1CXgmYMcdohpMdaEKWwkCgWUwetFdk1LNtDSaE1IrNudWkr5540WXOB6dL9yzOv2hhSLfAkzCaCplYYIUHDuhUx7/u1Wd7w4iauNugEAlfwuz8/z6FxxW33+xbkywGsB5TLuxVlJVQQZet+ovf8PoJLU/p3mSeW/z9d1c5SbnyZULnInJx4j8n5P0i49T6PP/xgjXakwINICz79rxXSFN73qzOsHjC0Y0GSOkSxSxS7xGmHVWpycJMXpjpkOJ0JMsks/y5NijIpRgiElAhMNvTWIU7se0eJS5Kooj1SG0GaKpptl7kFRZTWqQw///rhgdPeDVNLdm0JwM9YX+fGG745t2V9bffUWeELH9rbVE9MaBZbhlR3OpvjFFqJwG8LiCXzsZPlMLMfUqgucIcSAmXwM8UoR9hBrYWbUtBj7QFMDXipASSxlsQRrByI+YNfmeH1Vy7iJBnfAoOODOeeEfGWlzXZu8dlIpaZUo3uHLzSAT5pV86Sg9+Nty7/fFmwfD9APzUfvMsFOsGJYMrneMnad17eTZ9AwmRb8ol/Dbn3Id/WyYW9vEZG89lvVHEUvO9ds/RVDKl2aMee7e5KVNF4nl8NC4k9YeslqdIoKVHGVrC76AlSWCuO7URKUkU7dmm2Apotn3bskKSyKC6mWrLQdNh/2GGmWUnro/Xd11//rbnLL7/yyQGeAyCO5q5eu0Y8/3sP6x0SqAaWIgrWwiYpLEb2F5uJje3oKU8MyOrPObgryuBnI8C9bLBsbsHLs+7zQ6ExxKlNNc1FApMm/MIrZ3jjlS1E5BEXutNZdN42/PwrF9n9mMv/+XyN2JgTGyx6ur7pkOhOZDiXA/ayb3/KfvdJ3uMkb9eFaXGy/3RS56lzmLCATAV88ssVPvgvFVJPlhpCbIYrMobPfN1hy/qU//CWBK0lzZbPYssjTjruSdEFVdaJ1AZHp2ilOxVWx4Kv4CblNSJhZyxhbBFnaj6k2bKuSg4v23MgqFfnOTRbv3dyZvbqgb7Gsru4LMBf+KIr+YePfyyN4w3m2Nxx0sgwVJMEvp3hA5CmhsXIJq2OxzFp0mJ+MbH8D+mSg9yX2ax7ZV0TzzG4mYuiMi6UU56kJmwV12Dde0/BbDtl+/PmeP2LUkyzSltLyHgpuT8HCbWK5qeubPJP/1IhLtf1u5hxTx1wJwT3cinw3Kc/BfAuB+ClD+bKviXbmweUmTh95/EeH/wk+5ezOPNUUjOWfOabAYsL5Z7VjpwdSNrS8MnrHc7dMsn2NYqpuZDFloPOpCcKSYlMnKnQaM8a0h2TdsUBwsH20xptK8sywVGa+WZKlPhMzfkcmwxotiRJKjFYwxj6KYONNn6QsmnrKiPERPrCS1936gAHeNUVl9Nqtz516PG9W2747kS1UVXUqzZtYzFjO3fO3tziDUPjNJNZPvE1n3v31mxqEJvQ8KS13J40+I7BVQYvB7ZjCU5O/reyRKb8VkkAydaNKW99mcOa4T5mF/JxJVnnjiVDAAaZGFaPJZyzNeKWuxyMXwL3KazlsibiVJG6LIyexVXiQnV876dy+SixO13D3Xd7PHHYxSjZAbf0iuYQO8pFcOBIyPs/WuXtVwqqfg1EPq+0NHw3G5+eKkmazUjKeUs5UxCs1o3KikNCpgRhxL37JJ/4WsBMK2S44lEL3JJevcB1oK8qGO5rcrS5jnPOeB2O4wG/sOxenhDgY2OrzWc+/7m/2LT+9Kv3PTJVXT3q0V+zoIszwpjvwabVkh1nSAYGUs5YNcN7/07y0BM+ZIKmXh5Uqg64PccUc+/trcBxwFUW3I4SuK4g8BS1iuL0tS6ehCMTzayCaikCbqbtYXPaGp1qVo8mXLA1YtedoXWZRK93280HWQ4ST+pn9/znHwCc7aec6EQ9SYZkeTe9VDrKZF9vfdDj8FEHI/NinFsA3FGSioKGY6i7oFsht9ztsGmNolEV+J7BdzWuY90L17FtcfZ+ln3TaekzlfW3VSY5B3huysOPw+9/cJCv3LKSvrrHztNgw8oYz7N69UlqO63mawrP8Tlzx7YZx2v8b+X4JzyzTwhwgDNOP5fFxVmaEw+ybsUMg30R7Uhx8FiFhaZDJbDMwvGpKp7X5sJtU5y7sc1D+zWEmb+d+90lcHuZqJTr2DPSUaL0t50V5HuSMFD0VSWClOl5Dyl14V+WqUa2L9OKT/pG8xMvbPPRa1OOzzilJtolcHmmYHcCWD2NTzhBvvvkDz61jyoXX8C6EscnJF+7yadZNGPn48sdHCWp5eD2NPXAMFC1advpuRStHSqBIPIkvgeeo0lSQ5IKPCfTytFg3M4Xzf30JE1xHFsgcjzN3fs8br23DxkGjDYMRqfMzEPoCxbbhgMThmYkGKomRKbOFVdtnnGTw58YHNxwwv09KcAHh9a0hxv3/vLQZe5nvnLDkerHbmqwsi5Z3Q+NCsUZC5AmCmOcDHq2kNOx3hbQObjzUeFeZrVzYLuOwM3A7XuSaiAJfTueW2uIY0XkKpxEIaVT8M+t6JBCyxTXCDasSgj98oiKpSaui3H7TK2n4HsvWb2+c2+Bxzw1B+TJv2re+geLbcmjh1x0KTlgZaTtjKJQmmzEu42hpLB63K22jX8MeYYDUleSakOq7TFLc+HQIkerKOYsZQpplsMi0EiM4+AagUTbbF1iCDzBikHJtjOajAzOctsDCUfbaxcOTvDLp21e1T7Zfp4U4I3wsK6Prr/t4cVXzV5/+3h1alYgBx1qjiL0O2diXiSwbEn74yhh89h51iS32hbg1nJ7hcUW9rLm5tZbEXiCwAfPM5kvnina5qPzdJqJvqeFXJnJZCxIcht/kjza0wbGD8olefa/bxFoQlYBLvGFsvRu7l7mzSDW0xck2hDF1r+WssNnyWXXcp/b9JyZhfyd1CRKZ8NsbQ5dlEqzuZoAgHIkjarD6gHJ2JBi5AI4/fyXzDYG1t+298C45iRLnuzJRKwBMXx8Ykq+8RWXXxBftFVx7ukuoS+yruc8mZ93u6cIaauXnhIEyromroP1v52OW+K5orRJPFfguwrfU/iuwPfAd63FcBxTVDoLldXSQKZeUfgVgylveWmz0Nxbbj2zsP/BrmfyBBNS8InrQo5NOlnutMOZt1qN3TqNYEGbalPQVttxSjvWtCNoRdCOBO0Y2pGkHdstiiVRYm/jxKoxxIkdnJUkDlo7tvihE5LM+hdjSSQstuDuRwTX3+ETNC6Jq65847qVfcc3rRs96f6dFOCDfQ4HDjzO5o0bD134vC37ztkqaaXTHJ1MSFPrzylHZwFfwv4jcM/+CsJ3CVVW2HFKfnfmlniuwHPK4JZ4rsLzZBe4XdeeHHnaqfMDl/jMPbxmYwSVALasTZcSObJlq6U/CCj+cCxxwiySAWnY/bhisV3i6mSVsI7SgCkKRgY6I0NSC/I40sRRB+QW6BnIY9EBeZQBPZZEGcDjRBGnDq2mz7b1hlVjLSKtaaUiG0kCjpSsHEqR7gxH5wSNoU37RleuP/TEoYMI4Z5030/qogAopfji17+8f3ig7xcfHN94w9e/ezdnrbGA81yN76YEXoymxVe+43P/vgaVPkVVkYG7d1sKbteRhRX33I7l9pxSLlWa7gCplBxZUgwx+dm/XE2QE2iAnPr60Tw3lpaM8lA9H4VtV06W6pYtKktV5HLGcZLNR0p01lOS/w9Z6jIiq77Kjj6LzPPlDo7UuI7L3KLP1g1NXn3xHLv3DzAfV2jHgjgxpMZQDSRXnJewZuMqBoeP/OLhQw/trzau4snWkwJ8zZrVHJ9cYGigcthTt9z4xL5DLxqsRtRCQy1MqIZt+mqLPHgw4R+vG0IFATUHKq4mcGzuuwB2j0tSgNuT2fMZuLPNdUyRbspn03c1zD7peqq54acOk+Wef7ZPgKfz/uKkf5/42Q6XpQPuVNtCXyIFcdwRHIK0+HZFZ3/X+2U576KcD0o6qEjjKI+FhQpvf8k8X7tlmrse85kJJPVWymIz5eikYKBvLUNDF9+4dsMlh2EeIepPut/ySV8BDA9WuWXXrXtWjtT/4tKLtjNQTxkZiBjqW2R0YJbHjizy/o81ODLXTzVQ9HmaimvwXYPvWjKUn23dIJcdt8TF5lO9boA7ym5KdqY7yLIlFyczxt+nqX6q6/tBdu9+9ESH3+9eLGu/l+X15nBmycAnq/pq468ktVucuSlRrInizCeP0uLvdgxR7qpE5U3RjhXtyKHddmlFHvOLIQNVj3e/bYItq6Y4PGM4Nq84PqM5OtGmNrQVIwf+YvdD39tzKuCGU7Dg+Vq3bh1BWL9N0rrmtBWHXjcY3MWqFbMcONbkdz9Y47rbVxBUAwZ9Q9U1hK4h8ChA7Zctt6fs/cKqg+eWrb0Ft+dkxYPcikvT7arkPAZhuiqOQlgawIl4g/IZxPzymH6aH3AyQIvvF+TL/G+T0y7o8IgKr87yPXJZtlyuOdEGlWb8obQz0iSvR9hMjC7eyuSNEAU/Rnb2R5SsufSy5vUaL3/+LI5zmN/5u5RHDvcz0xRs2LiJlas2XbNu/YbbZqZnT3mvTxnga9eMMT9zcP+O857/6/fffp36zLXi1XuP+uw7Wuf2B/oIqj5DgaHP11R9CH0IPUHgZeD2BL4nS0GltMB2bCrQczLLnd+6GtfVuG5ajOXOdQs7WiiZ6iy5pqoFe5zAsalyt+UpHe6njZkfjE9untZTJ3/aEp9WDNjfvZnzd4zVKtFQqL2mObh1Ntks7W7WBnvfGAtyY3SJStDphbVuiywxOQ0Cp2S07HrR9gX+5OoJ9h2eY3yun/lUfen8HRf8+iP7Dh7YsnntKf9qpwxwgFrfGr5z6w0HguDK+/aPy1d/4YbHaAufSiDo9w19XgZuzybnA0/gZwD3PYXvWZ/b92SWTaFwR3Jgu44Ft+fYzc2CTKc8ubgkQtlxVbK5PcJwaELy8X8NT+qAPVkp3pTj0xMVWcwJHssF60/hNz2VE225bv7y/y231C3/PU/wKQZManjrVU0+/fUq+8dzUR+TWXDL+08lJNpSnNNUkAhTjFXM3cCyn27QJQmLXMclM0Um34Geg9PD+0lTxY5NCVtWwUy8GXfwkvse3H3zge3bXngKv1hnPSWAA3jhZrZsHHv/utMe33j2xvmffuTgHFXXgrsWQMU3heUOMqvtF762su5KJvbq9QSUnmtdEQvwFNfRdnMth9hxSjPoy3N5SoOphDDEieT4TGl29DKgOhmwihJRqbGgFzm9weSTUlhP8lnLfsHi7nJhq+mymgUr8Cl8fPldh/s0rioxL7Omb2NMIUbvCkiElccWWRNXJ4jvnNAFoLW15nYCRV7wUaVO/06Tct640WVIBMSJpJWuYMXoaZ8a23zB++OFQ0/tx+UUg8zyOv/sVfzvT355RtY2/Py/fW160wvOW0BJQ9WHamCo+oLQF4S+JPCzsrufFXB8Yf1yDwLfBpSBZ/A9bTdX43u2EdXNXRQns+A5uEuWvNBCpKNRiDCW6KWysnNZJ+UpHPTlXm1OxSQ/TQLWck0X4iSv6/08KLEfn3QfM4WrTHcwTcqUhrzt0N4mBiKDFeExWXowFcSpJd3FSXY/MTbIjKEdG9qxoRXprBCkaWfBZ7utaUXQakOzLWi2Jc2WYrGlWGg5LCx6LDY90lRwywPwyW8O3jS2eeznpw99asarrXmKv+rTsOAA7/6FV5FE317U5qpoYuGTPLY3pVGx3JEgz5J4tjLpFRY8y5TkAaWrO25JxkRzndS6JE4J2JnltlqG+YiS7rElHak4jQb2HnBYbJ0oLXFietSprNyy9yDmab+fKP49+f9Ylrp7gt056dUpbzgo/V0JDRvWJuw7YrVICskOYyUh2lpk83my3LjI3RLTCUCz9KHWJhvKagqaqzbazg0qtjz47FSmUy2t+5NY9qFSEfuP93Hmua+MPv4lufi217z8FH/R7vW0AA6g3G0IrW/dtO7yi7etvz2UJsFxhKW8OqKoTvqeKNwS3wHf04Vb4mcW2nN1AezcWjsyLeThnEwarhDsLE9RU7nYp90WDXz2WyFTEw6EmfUup1dOAYjLkZ7MCf7DSWF5yk542Qw/+SXgxGHz0v/7ZAFmmkqGhhLeeGWLXXeEzOdN5FrZW6NIjKSlhXUoRB4sWpUtLfOR2uBq29boZLeWSWiycYCmcFW0MVYsKOux1FpYcKeGViSYbypm5hrtzetPu+mC80+/VYin7GgU62kDXIgRpqab773ogpebucnJ3/jeXXuCKLWKrUpJywp0ZZbfJsuJGzxPZ/czYGc+dhFMZq5IJ3NSnmCcFnMw80bWQjpZaIQ0HD2iePBRF6NKFvtJuha64sl8Hk7RHVMazpq9qnfAVidb0AOqp+inLGkyE8s93jM/lO4hur17dSJXq6tJOYGtG2JGRxMWDjsYWVKQNSlGC6KstpnPtM9B7UiDYwSONCRa4KZkzQ4W1EkqMnah9clTbbURc7BboGd9volAKcH8QkJYXzuh5tXrNq4ZnH+6GIXvA+AAA/2h3nPfl37v9A3D8bHj8+85cOi4F3gSIfLcd+ZvZ352UABc47lpKZhMC+utMqusSh3Z5YGvqmStO+O87WuQhof3u3zvfs9ODysLs51SB8NSkHb55Kb3ZFgKJ1MuLj2V/GFPj2hxv4ciYt824/Sd8Lw1ywObcrtbib+TCHZuizh9fcyjhzxMLnOsJYgEy+RUxbjv1IBnrG6mowWOtoxPV0IswdFWatBNbXYs0eCnuRujM6vd4QTl0m9CWD55/+CKyKut+j9ShdH3g0/4PgEOcM/uKPL8ofetGpuLpJn6b4fHtcwtd5AFk6FvQR14Noi0bkqK5ySZ9U5xnI6lVjIfTVKapia7ZZjLczGlSBFCE8eCz10fEJcVs7qE28WSy3cnY9KtFtXVEtbropTp5V1plqdmsrv7I+lCtljmdcVzpXyxPQlKVd1iTEzPh5nuB3OSmjYSaQSuMbzhsibfuj2k3RNoWl1vy9dua0Ei7BS0QkNdgCOtQKYnjOX4ZxTpOAUvI2YlJXdFF5mV/PsqHJkyFbl6zWnD/+287aN/Mj4x+9wD/PWvfwMP3nNNs3bmmmseeMj5/b0H7qZeUXiOLb2Hnib0NaGX4nspgZ9YkLuWgWgBblVpnSIz0j1ljdJlWHaJ36dWgzwr/LTbkl33eyQ8RettbNxllrtfwsfy1K0nt9hPKR++XDqluFsSBe2t3tLpc1rq2pSqlIUSbKnUYiQOCRdtj/G8lHZTWv9bSGvFpbB1e+FghCSxXk2X/IbVehRZH4AhkIIgsdVpe2t97DS1QajRtiCUzz4FQb0vZdOm841XX3XNPY+1mj/z+td9v/D8/gEO0D+4hpWr64/MLPRffcWl3t88/OA9UkoIPE01TAmDlNBPCDwL7sCL8L0YLwO548Q42UQHm/YrW1VZ+Isda5Vb7gzoaIxn+NRXA44ccUrWu8Nt7go2S4e9mApSfoxuw2xKT3R5uWbp65bNjRcWX5y060cUJ0vHf+5cgDqzjTrnbGnOUcFyLUn9FIS0bqgvcVGM7Y1cNRrz5iubfOAaBy0zHzwfYVK8gSi+o/XHbWEozb+7kLSEZF4pXCmpKEHFMVRcQyVjIeaWXBs7zdp1BI4ybDh9p954+uar/cENj7Tnxp8JaD4zAB9b8zyOHd4TbTv7og/sfuTxihsM/GkSjVMNoF5JCIM4A3dC4MeEfpvAiwj8Fo6KmFtMaaYamVrLbbKG5looSFKXNFGZnFd2uLoIVxrlphw8ovjkdSEzzXzYa3kWz/LuSfmA63IgWZ6k0APk5X3vpWDuUqgoEP3kbkynfG1Kj/VMeMv/LpJD5XlHlMDe9c0671Kk5wQiG/ktUklfkPKmlzT56ncCDo5LcI3lleRyfOVlrDiqTBNqYYznJZ09EJLUuMzPB0xLnznXoZ5KGqmhmpqMqGWbJqQ0VPyUNatHCYLgP1yw8/kfuPf+R9ILzz3rmYDmMwNwgBVjm3niiSPp5Ve8bO/wyF1z+3dfVx8dOka9an1r17G88UrYohIukqRtvvcI7HnC4YNfbfDEhJUmAKseu/P0Ju967RzPP7NN6FsNvFx/ujy8SgqDcGD/MYd9+zz0EvXafMvhUwpuRCmjYHoepwzmDuDpAX232e4G8JKceenxAgvdyO663yGT0WXFRdf98ujDjLJQsuKdx7PPLn//bLqDvVUIo9m8KWLdioSDRzwL8OWuSUZDEtMIWlxw1gLveu08522OSRL7RaWEJyYUH/5ayO5DAXftaTC1UKXpe/SnglqqacYw24KZxYTRkQEuueSSuXPP2bF3avJYes72Lc8ULJ85gAOEYYgSrS/t2PG8X9mybvbP9j782UFtZuirBCipqYYtpJrntt2az99Y5Ys39nNkMgTXzVwIe+HTOuHgzRG33FXhz35jnJ+6PM2kekVPrGQBoBP44o0BxxZUZ/ZL73yeZdwTbQRGlAoSQiCzQoQyLG/BS1yTsmubg+fprK4SVNl/7sms9I5W6WRSSjJspdi6a+qE6bypMRIjTMk9MQgh0alkRUXzmktb7Lo/KILAzpcpxRo64RUXz/Fn/36avtAlblVItVNwwIcbmr/8dzFHplt88aZ5vnBjjVv3DHG8VSU1ElcagrDFyEjIjgsum9y+7dx/f/jY7JdWrmjwTK5nFOADA30ANJvHPzq6/lLnczcl79fTXx956XkTVIKYKFnkw19W/MnnxphdrBO4Ln19VpRTZq6nnVPu0fICjs0qHj82i9aLaKNItQJhrM+d74BruGO3y1dvDmlGWWfzEtnmpV5vxriwVTjRoYQWlpzOuMheK7/E5y5lVXqD0yddywST5exK18RiOu5Il3prz4jzrs6nZRpDbEVeYqSV4UNjq8DCoeJF/MQlLT71jZg7H3bBz75V1wAvOy1u7UjCcMVnfKpBFHvWlcyyM3nwWPFjfu6qFj912TR/9vmIf/jqKubjKv2e4U1XBPzGv7loXNRf+NstHX1044anXop/svWMAjxfYTjM4aNzH3r9VVfJJ/ZO/I8HHrt5ZMemmFsekPzPT60kpY9V/YK6q/GUDTRy62g5x7CQSB6PA7T0iJKUduSjtUBIW+WUMtO58wzfedjliSMuXTrkuTpT3kRbyqRkiS+kgVTYWzuDPeNAa2PHe+QtWrlFpxvovSnEJeBeNuKk20r3rNxY9k5868wQ6gSZXRMqpOmJTXqBnn+NTr5FG1mcyUI7pMKWzFevTLnojIg7761kg3SF/T2VY/UpUwdMQpwEzM0HTM02iGKXNBWZuoH9XaQ0zChN4EcMNhb5rTfN8Mjhab59Z8DZ62NGhi8eH179ut9B6w8JNfBsQPHZATjA2GidmcN//4H1a0x63yMb/tf0/J2DH/tmAyUbrB8w9AUaL2sohg6fIZ99PqQNFVchzSDHp1oYJEqkOE4CLkiTIAVELcHEtENsMsFI2RGtWWK9S35oToYTmUKtHSNpXRRpyiT/3JKLwkx3+eDZI0vYcLkb0wvu8hWfpRabUo47f0FXkFmkS0sAzujD5Y6nJSzL3C83YJDWcovsRC4+36C1g0vMUH+CE2qSfMyfdPCkVbhyXTCERPEgjz4hmJmv2LJ8Lh2R3ceAUgbPTZhfCFi9QvG2Kxa56+E2LzhvzeR86rz7D/7q8//4X371rc8WDJ89gAP0jf0St9/06Y9sWR9Et+2d+9s7H56sb14Bow1DJZB2hKDJSrq601kihBUE2rRaUXOGefxok3qlTehH+GTC6UqiHMPjxxTfucNnruVaskuhp6cQUpQInd0g06XHcmALrDWXRqC0sVY9y67oErHIWnPr1HaNFlmSJTn14s+SGZyltF9vgJlLOMgC0CUgl4DdGXOe+eq5G1Xqlyz74gAitoOdLtoZsea6lMeOCXAlSgpqjqHPMdR8Qy2AaKGfW+93aFStCBRkvJQ055bYz3AcQy20Msjb18b86k8NzLnO5l9zneCTV7/zDc8mBJ9dgAP86z2zulJVnxqf2Jz8xIXTH27PPh4M9fv42Y8WJ5pmOyVONHFirBsCBL5iqM9FGJic6RQwlNKkTmIvrwLaCczOu2BcUBbcQjmFnofI/OvY2J7CAtXaKrMmIs9NC2sJjUAZ0+WTa5OXuM0S9yS72+OWdICdz73sILnrputhseRv0x1Y9jRd5491tGlKVd6cdVlkVrJ0aEk/pqgtaPt/yD7TJ6GvavAzHW+EFd6sKE3Vs8OfBmoCYSSHjzvECYSBZXcnWhAnEMWCZguixKCUJPAU41OC87Y/v/XaS6vvlN7kZ3WSq+s8e+tZB/h/uvqd/PnffCpVZsVnX7SzkprI/afxY4eCRlUwUI85PCE4NK4wWhGnhsVmgjHY7h/XknrasaQdKQJPkbgKo6U9NMZw010+Dx/1LA9X+ijHIZTgZ9rjxkCSke4tUA15S5YdpSdJpKCl7eGVwrooyuQZFVEo6Xan2JbbRLf78mSR5jJsgq50X2+AWQ4uu9yR7kkKsuDLp0iZn34CrW3RxrL3stqCESAMSqUFxyVqp5w+2uaS89o8fNjmwB1hNfG9TA7Ed8maSwytSOI4BqMlCy1BlIDRhieOxxydTOirSgJXs3nT+tbE4ujPPG/TwDUPPDifbnveTz/b8HvqDQ9PZ/36u36alzy/mf7cO17wOScYfcfoyrHFtaMztPVhnpiYxmgYHVK4bsz4TEya5toZ1qbZAyIzJlo+8s6Od37gMZfjMwG4Po5SNJS9jNYdQ80xVB1DKA1ubh5NAjoC3c5uY4xOSTS0sy3RIutD7MmulC06y7g+lFDdXZTsIHr5Vy95thNsmm63JHNNlo5I7/B4lExxVILjJDgqxs0G9SqVWD/byGIESSsbQxJFLu3II0482pHHSENw1voYpK1UyqwdsHdYQZqL8ygYHV4gSWc5NpEgpWH1ykVUOM2jR9ts3Lh68awtI+/4xM0v+NyHP7fwAwE3/IAADnDpFW/kAx++1bz9Z77ymate2PfOY63+mb/6fMj9+6o0qoJNa9q4wRQPPxETJRYd5R+yYzntA76nuXuf4qZ7Qmu5lUvdwQLb1dQ8Q80zVD1D6GhcYRBJCu02RK3ObdoCHWF0QqwtiSg2mfZHRuMs9Pa6ZsJ3b0vos73oXeaB7tpOpxK5bGpQQpmjUxDQigAz63RSCY7MgR0R+G3CoE0Q2BjGVRqtJe3Yodl2abY8mm2PVuTRzkDejj2S1ONF58bs3NS2LT09381gmxt0dvZ7rmHLuinaZpJ9hyPmFgxb1zr86utbXHX5wMzB+bXvfPmrjnzml1++y/zc29/0g4Lds++ilNc7f+7N/MRFf8M7/nz1J3ZuGnRfe1XrT8zcnqGh2gyrRuZwD0QI2YcQmSi+QyEX0VvB0yLlkcOSA0dDUD4VR9JwNTXXEDi55JsFn6tgqm0YChfob8yASRBCsBApDk371mVR1leOhMIR9pJc9sV7rbjFdI+vXVJyWmrdTxRwdiTplgSa2R/d/rj1dQv3RHSstpKpBbdjrbbnxhyZMSzG2RtqTVVKpKiw2PRptl0MNpPlOim+a+2dlJoo9lg3ErN5rM0d+9LiN4A8j57poiSW840xpInDfKw5NJUyUGsxfHSELWc9b+JXdujfrI8tfMIwxsWXPXsZk+XWDxTgAKvPfBcA18zNfkQp5dx/z63vO7TvGyNzzUN863show1BLVRUAkWQiQApZbo08lxHMztnuPGOgKOzFbyKQ92xeixV3xBkCllu1ptZjQSJbPOWlx7n0rPnEGiUk7LvqOT9H+njnj1V8DM/VfhEmWywI8AVAi3zTMpSP7wL+L0BZb7MUldk+U750olMt2vSSQmWct4ZizJ3UWx7X4LnxIRhm7v2St7/4QaPHg2QjoNBcMm2hDdfLpiYrtBqK5vGcyyNOdX2bJLSsND06a+3ecHOJtfdE9NMwlKtwl7hksTQjlIWmpLZBcWx6RpXnX+Em+5qIpxRzjr7BePrzrjkPUkSf0SIvh801IDnAOD5qtcbNBebH9x+zkViaCD6Hx/49PGR6SnDeadJRgZdBhpQr9hmZCcHeHagHaVpJZqpGQ/SgJorqHuaau6S+J2u/tC3rXOXjyW89sIKa1aA57ZxvDY7t7YZrE7x239tuGcP2bhxRSw8IinwjNW3zgtQRhu0LBGxcmvdw0tZUt7PObg9q7vsXgowKQWf9PjfPbnvvAkk735ynZiwYsH9238zwDe+00cqQ4Qb4CrF+KQlSK0ZCvA9QcXXBL6mksgigyWFxlU+/X0uw42EQMTM67xz3l7VkhTasUY2yYSWXEI/ZOuGCj/9YsHIqivHL7/sBb9jjPlgo/7cgBueQ4ADhJUQY2Y+sOq05yenna7+9IrpWwZW9s0yNpwy0m8JmElqy7557taCQvPIQck9Byu4oUPNtf52xTdUAmE3X1AJFLWKw1CfZMMqyfScQQqXStgk9F3CQHHlzhb/413T/O7fC+7cZwsaRjq0jcQ31rCnBhxjlmRQoIdFSA/BavkotLNK5Kpufonpdkt6rLjs3QqQW7/7joclv/sPA3z9tn50WEF5ATVPMeRpVoSSfQcCksgw1CepVxTVRGZVSIr8uuukLC4GbF0zx4a1Lcb3mKwEn9HDjZ2XudDSjM/A7Lym2XYZGjqdt7/+vKmWd+FvHZ/hw2tXVp5LiD23AAcQoo/FZvrRn3zphZMDzvFNp62M/vjIwevdw1Oa/kqFRsWhGUmi3NcDhEjZ84TigceqDDQkdUcTelD1BdVAUA0k1VBRrTjUK5J6xbJL2pGi2fasOlYpLXfVRYscmpzlP/+Vx9EFF5RLqj1iIUhlVr7v6tMsuymmKz14gq6Ik/8GlP1tURR3ykzAcoowB6ENMtMC4J6fMLGo+ZvP9nHtrj5MWEF4AVVHMeBqGlk/rMCwsJjgKJENERDFSSmlrTV4bsLcgs+Z6+fZsKrNrkdSwMGRlr8tM83ues0QVBY4cFRxzo7zY1WpvLs+fMXeIT/4spDPObyee4ADVEKl5yYf+tIb3vAy78CjDyw+cDD661sfuk+8cGtLem7M8akaldAl9BPsdAHN1IKDcALqHlR9Q8XDWm1fUsnAXcvAXQk1rmsBGqeSKHZsW1zWQeQ4Ka+7pMVXblzgmlt8SF2McEiktAOUjEHTA/Iecla+Ou6JwRjxpPteblcrfHPRfdtV3aRDuCr3qjoqwZExN9/r8vmb6xjXpk5DJam7miCb0iCEDQybLW3ThgAoTCanpqTBUQ6e4xF4PlEUMFhN8VSCEA6eA/WKoBJIxmcjfE/w0gsCPbrmbBNUN//q6rHt/3j3AwejC3ae+VzDCvghAThAffBMvn3rvVGjtuKjU1HrWy9+gXrb7v37/+uHr93P1jVw9ibFYF3hSMPRScOnv91HxXFoeJpK5neHvrDgDjvgrlU0lSDFd1Oksjn1JFFE0inyyM1WylAj5icvb7Lr/oij8wFGWU5Mzjjsst49qcGl8yk7weayFFrRE2iWb3uIVU+6YacJOyrl+Izhmm9VmZwJoOrhK0XDsXNKPWVnkWptq4vNyCBkWvL/FVJIlFI4jsFzU/y2RysK+KnL5/jabRHtZoDnQKPisG2TYNPaWSabY7j+xv/yiktXf6Zp+h7X6e6otuX5zzWcivVDA3CAyy84G6A5Obf4iOdevuehh+463m5+ozJ1/HhloaUtD0QlHJ00HJ+t0AgEdV93LHegqIaqAHejoqlVU6pBQuCnODLFGEGcqM403ljjyIQo8rhiR4vR/pijsymgSY1aUtTpkpKgxyfP3JUuHu0pd/CU72fClpStt+m25PkmLf9EqZSj05Jv3BmC6yOVm7WLWZ12V1nfOdV2AgOZrFp+Vtr3UzhK4iiF57j4bppJGjcZ7G+xf8FKFruOIQx8wtq56WBl6L/f8diZ7/volx5P3/GW7c81hJasH1ih56msIAjxfPmpJJ1d/RtX//yfXfXiF7artQF815CkTT797SpTk1VGa5qab33vSmCtdyVU1ENDo6rpqyf01yIGGm36a218T5NqQTtWtCKHdmSreXHikiQOSkj6woRcgNJ67vkSPb53KT9ePNYBPuTYMSe04vltxx0xXa5IN9e79HzxHqb0VpqZliAxNobwlaTmGELHELoQuLae0IoFkwuSyQXB7IJhdlEzt5iy0ExZaGoWWoKFlp0FP990mZwNGekPefPlc6BaJFoyMjLAmdte1L7w0l94/2tf9wv/9bzTDqXveMubn2vYLLt+qCx4viq2rh7Pzc3RbKfvvfTSy+Tk+PqLpw99Wn7j3oWLv7hLOysa0B9qaqEgDAShrwh9RTWEelXTX0vob7QZajQJ/KbVx4trLLaqtkjh2XPbURrPcWjHLsMDgtdc2eKuRw1zHX6XXeWUYJlwRRZolpmF0FXwKf33YpXoJ9nfy2VMuquaS94pnw8vDc0YvvDNgPFpDxk6hEoQOilhll3yHXvlaWnDfKKZWpDMtSUj2p7GSiYoCZ7rZoNcDY7ycJXh6ESDF597lCdmRPLY/uFdr33Na/RZZ27cBea9C/PzVGu15xoyJ1w/lADPV71eqPj/zn9438dw3bPr8/Nb/v7Crcfe1Jo+LD3Zol6xRSHfV4SBoB5qGrWUgUab0cF5+hvTfOVWzbfvrrNmwOe0EZ96xVCvJpaW66b4nkOSKoQjGBvRuBLQoqfRzSy14HTAbq15p5p5SkmUUgWzQ4UtF3dYFuydb5Tz1AWxFhwelxArVNVOuAsdqHjGNn+HklpFcdFYm9GV49xwj+JfvzNInLpgbCziOrkIqsJ1rAFItYNyBli/dr3+w6tH/tmt+r9EsmtOVHc81/A4pfVDDfDy+l/veRv3PvjoXLUS/NreR5/Yc8t37tjui7nXHdj/KEYIHGWVa2sVTX8tYsXAPEMDk/zLrZo//swKZqfq7NwgkalkbNjmc11HE8YW3MYIdCKYmJGk2GGoXqbW1JkIUR7EZCuceaNG4eyVrXZvEahnFZIPdLjfuZ9dsAR7R7aQn1CWHai1JNUKqSSDfQYcKy/vyUyTxIVaIOmvOYwOuZy/Cc47w+eSM6ZROuGr3xlGCGupAzelEiiSVBHHhqPzCdWNG6n2V66prTjvvsRf9eetZmuuMbDxuYbDKa8fGYADnL11A8DxQ4cO/ucd29+0fuLow9x974rX3XDL/bRaLRzlUK8krBxaZHhgmq/ervnjT40RLVQ5e41moKpptjVziw5hFpTGWQVPCsHktOC6W0LmEg/HlwTS4EqDI02H9JUVfoQBqQVGmhP448uTrsqBIywTNPYWdUqEqgLgBeVVkkhJnDhUPcVVl0R87IaUVoTNVyuD7woCX1CtKCqBZHrB5cHHBjltzOE//tQUWh/n2ltX4AiXiq9pVBMwhsH+Gn3D5zK08vRrztxxxr+fnZ3fP1Jb9VxD4CmvHymA52v16jWY5Pj+4aEzfivW7keHRjf++sEDey8V7UdYMXCAOJ3m499K+OsvrUC3q5w1ZuivSZSCdqRpta2KaZR0KLhSWn3rx48FaOFTd6DqGPwsfwwdy4nulM5TnZO6Mn55iZfScXB6zHcvuaqrqaFjvZU0hU6jypsXMBgtSDMxebCvrwQea0eauDKhZWwrg5SWsOa7uVa7IU4ERycDokSycbXgd956jIG+I1x/9zCPjUvWjtU459ztbD9r8w2JCf48bJx2z/HJeP+Gdauf68P+tNaPJMABhDMMsMcYs2c73HfTTXps7crT/+7I0Ts2/9VnblaHxhc5PuFz4QbYvMZFuSl7DkbEKVRDa7nT1FpdAbgq4Vt3uxxvVgg9hwHX8lrcrGe0mC5mrERZToZSmURwd9EnB3unynnC/SCvYpZShdJkFUULbMex2ugiKx7lssOgSFI75MlvJfT5EZec1eQrt2oMdia8I8FzJKEvGKin9NXn2L3fZXy6ghANzj9jhpfuXGDHZo/J1pXp+dvO3jNY1/9285kXHgZ2i7LT/yO4fmQBnq/sAOxO25O7tUleNhuJ1b/0s5f883e/+5XG1Mzx6tgQnLFesmblccbnNJMT/Qz3WRlfMm6LlBrXi7np/oDjc1WGQ0N/YMv/Sth+0VYMkZa0U2tpPYnthJHgLMcsfJIoswzsAtwF1ySrKGaCSb6b4Cj7wUmiiFNBu+2QaIkUhiRRKKXpr7d50bY2X745ITGWPSiE7cUOfRjqazM+P83199RY1e8Teg6b1o2g5bkLr3jZK2cnZtM39vdvOuQ4av+POrDz9SMP8Hwpf5B2YvZvO2vkcZPMbnP4iYu2b+Mf5if3JesH7x185EC7fufekH7PkCQ6O/DWBaj4CbsPCO7aW8NXDoOhYaBqqPjWN2+2DVEimI8FM5nead0TgMaVBq3KgC7Pqym5LqXvmvNOyLMmdGdHRMb3zjkhgR8R+BEYQTvyabZc5lsuzZadTlYNFEIaKn7E9o2zbDxtkampwF5xMuU1gaYaxqwea/Gl71aYaA/Ord20ZXJo/UbneaPmF93qlu/sWF+fAfSPC7jhxwjgAL4jAPSjjx2eGl2x9lrPm93y3vd8u73r+l/5j03nurevXjseO219ZqMhglrYIvRjHJUS+DGPPSo4eKTCoC8YrmmGG5K+mh2aNTGTML5gcMMml26f46FHXQ6NN1BVReimLOlNW9IYQSf6LJqcO9mZruJNvjKA+15MX22ewxNtHnzMZetpCYaA8SmX49Muvgv9dXsY65WIdSsW2bgiYtcRQ5QYFpuGmYUY5dQIQ9EKK/KhF7/oHHfrGVd99OBN7/2fzkX/3R/tq7fSdFEL8cyqSv0wrB8rgOdrw2ljYNPUiyZ5GJT7x0KqP375RTvUiv7GXw/3RVuqct8L0/YTSog0E9BJrGi/gv6aYGTAZc0KxfBAwt17BNuDNldcMMWLn7fAzXcb/usHU47PDzIQCCsAqmywCZm7ojsuSwfhubZiJ2uiZD4r3hZiUi1JtPW1pdTUwhYTc03+4J8GueWuOpfubHHVDsHMXMyduzUjfR5rVjgo5dNfD9G4RM0YV4LnuVSqPqvXjKVbz95808r1zm705NWOWkgrlYBNL36fGRpdv/hcH69nc/1YAry8hHMGdMxrErWmfsl1vYG52XP/6KF7v+GZaE/qV/zz+wZX7lzRLzELEYEjGWz4nL6ujfSmmLynzkvOE2wYrnDvAyNceMYUb33pLH/5hQbgZNOZBa4DYHnVaGODWEWpeE9HbiJzT5SyDRwya6+LE4EQksjNOuCJ+fDX69xy70rOPk2x/4ka39CCF5+/yPi8ZmImxHMDK1XtKRr9Q2zeOEJLDN4xVm9+74Jz1qvXv/al0cjI8H9qtdpToyP9z/Uh+YGuH3uA9y4vGACYAt4FkEx/HqW4dE2aXPXWV4k3mjg6w6QtdOsxxkbn2fVACxM10GmTL9xoqAUVGjXDKy+c5ZrvxHhth2ogqFckrhK0E8PcYocw5WUMbyFF0axbaFoKg6MMlcDKWMwuOLRjWVQR+2uK/UccvrqrwWlDkovOFHiVOe58CNpNn7UrWzz0WI2UkPWbTqe/4dPfJx6+9AXBP286q/GvSpob/uPPXsG7f+O5/tWfu/X/HMCX/AD9Pwlww+Tk5A1veg03JkmyaWJySt+xa1w3BjZuWLnq4vc8X0zhNto8PnGYsXqbmTnNhtVtBmspCMOKAUXgKxZbhs0rNTc/lNBatBOeLcfaVlqltLNpktTmzw123N5gX5PFVos7HhpkdBCm5wxzi4pGxbON0Y8nnLWujSMVF26rMDg4Rs2v8dYdQ3zh25Pv80Xz0bPOvljWGwPSdZy9azaaa+uNgef6p/2hWP/PAzxfg4ODANfmfz/0yHE8z+/fJJ7YNdS4D+Hq+PWvPPs3VvSrl64fSwjqxxnp241fizhrk8dcO+KBx2B0OGaxPcPCYoV2VSGlSzOKGWhoHAVPHDc4CkJPML8o6KsmuGoRpSY5PjvAeVtjHtynmZhtsHJIsXpsHe/5tYsZadQ4bUwxNpxcF7nTf5qmFffcc7Zy6eUrb0BH00KteK5/wh/K9f8D/ATrzNOHAaaBLwIcPHQY4CElzWglSLUxC1TDY4R6ioGGSzwfc3w2infu3Pl7T7QmXiUSJ/Ycyeiw5OCE4bzT7UQ5scfFcwQ7t7Q4PO4xNgJaJQz3L7jnnrv2X/pr1/+eUL7bihziVFKvVXnZpTsIvQqVUMrAV0eHxnh0cHD0uf6JfiTWj0/C84dg7d97PUqK0S/ecLjPBxMnghXDsPswvGhrjO8kfPfhAN8RXLxtnkcPBYwOSdoRDPa3xb5jG2ek0EdfcdVlz/Wu/Nis/wtc5eTNja7rzQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxNjo1MDowNiswMDowMGyNgkoAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTY6NTA6MDYrMDA6MDAd0Dr2AAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', '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: 34601389
    {'hecke_orbit_code': 13510798949220447, 'n': 1, 'trace_an': 1}
  • id: 34601390
    {'hecke_orbit_code': 13510798949220447, 'n': 2, 'trace_an': 5}
  • id: 34601391
    {'hecke_orbit_code': 13510798949220447, 'n': 3, 'trace_an': 4}
  • id: 34601392
    {'hecke_orbit_code': 13510798949220447, 'n': 4, 'trace_an': 17}
  • id: 34601393
    {'hecke_orbit_code': 13510798949220447, 'n': 5, 'trace_an': 5}
  • id: 34601394
    {'hecke_orbit_code': 13510798949220447, 'n': 6, 'trace_an': 20}
  • id: 34601395
    {'hecke_orbit_code': 13510798949220447, 'n': 7, 'trace_an': -32}
  • id: 34601396
    {'hecke_orbit_code': 13510798949220447, 'n': 8, 'trace_an': 45}
  • id: 34601397
    {'hecke_orbit_code': 13510798949220447, 'n': 9, 'trace_an': -11}
  • id: 34601398
    {'hecke_orbit_code': 13510798949220447, 'n': 10, 'trace_an': 25}
  • id: 34601399
    {'hecke_orbit_code': 13510798949220447, 'n': 11, 'trace_an': -12}
  • id: 34601400
    {'hecke_orbit_code': 13510798949220447, 'n': 12, 'trace_an': 68}
  • id: 34601401
    {'hecke_orbit_code': 13510798949220447, 'n': 13, 'trace_an': -42}
  • id: 34601402
    {'hecke_orbit_code': 13510798949220447, 'n': 14, 'trace_an': -160}
  • id: 34601403
    {'hecke_orbit_code': 13510798949220447, 'n': 15, 'trace_an': 20}
  • id: 34601404
    {'hecke_orbit_code': 13510798949220447, 'n': 16, 'trace_an': 89}
  • id: 34601405
    {'hecke_orbit_code': 13510798949220447, 'n': 17, 'trace_an': 114}
  • id: 34601406
    {'hecke_orbit_code': 13510798949220447, 'n': 18, 'trace_an': -55}
  • id: 34601407
    {'hecke_orbit_code': 13510798949220447, 'n': 19, 'trace_an': 19}
  • id: 34601408
    {'hecke_orbit_code': 13510798949220447, 'n': 20, 'trace_an': 85}
  • id: 34601409
    {'hecke_orbit_code': 13510798949220447, 'n': 21, 'trace_an': -128}
  • id: 34601410
    {'hecke_orbit_code': 13510798949220447, 'n': 22, 'trace_an': -60}
  • id: 34601411
    {'hecke_orbit_code': 13510798949220447, 'n': 23, 'trace_an': 160}
  • id: 34601412
    {'hecke_orbit_code': 13510798949220447, 'n': 24, 'trace_an': 180}
  • id: 34601413
    {'hecke_orbit_code': 13510798949220447, 'n': 25, 'trace_an': 25}
  • id: 34601414
    {'hecke_orbit_code': 13510798949220447, 'n': 26, 'trace_an': -210}
  • id: 34601415
    {'hecke_orbit_code': 13510798949220447, 'n': 27, 'trace_an': -152}
  • id: 34601416
    {'hecke_orbit_code': 13510798949220447, 'n': 28, 'trace_an': -544}
  • id: 34601417
    {'hecke_orbit_code': 13510798949220447, 'n': 29, 'trace_an': 214}
  • id: 34601418
    {'hecke_orbit_code': 13510798949220447, 'n': 30, 'trace_an': 100}
  • id: 34601419
    {'hecke_orbit_code': 13510798949220447, 'n': 31, 'trace_an': -144}
  • id: 34601420
    {'hecke_orbit_code': 13510798949220447, 'n': 32, 'trace_an': 85}
  • id: 34601421
    {'hecke_orbit_code': 13510798949220447, 'n': 33, 'trace_an': -48}
  • id: 34601422
    {'hecke_orbit_code': 13510798949220447, 'n': 34, 'trace_an': 570}
  • id: 34601423
    {'hecke_orbit_code': 13510798949220447, 'n': 35, 'trace_an': -160}
  • id: 34601424
    {'hecke_orbit_code': 13510798949220447, 'n': 36, 'trace_an': -187}
  • id: 34601425
    {'hecke_orbit_code': 13510798949220447, 'n': 37, 'trace_an': 94}
  • id: 34601426
    {'hecke_orbit_code': 13510798949220447, 'n': 38, 'trace_an': 95}
  • id: 34601427
    {'hecke_orbit_code': 13510798949220447, 'n': 39, 'trace_an': -168}
  • id: 34601428
    {'hecke_orbit_code': 13510798949220447, 'n': 40, 'trace_an': 225}
  • id: 34601429
    {'hecke_orbit_code': 13510798949220447, 'n': 41, 'trace_an': -6}
  • id: 34601430
    {'hecke_orbit_code': 13510798949220447, 'n': 42, 'trace_an': -640}
  • id: 34601431
    {'hecke_orbit_code': 13510798949220447, 'n': 43, 'trace_an': -308}
  • id: 34601432
    {'hecke_orbit_code': 13510798949220447, 'n': 44, 'trace_an': -204}
  • id: 34601433
    {'hecke_orbit_code': 13510798949220447, 'n': 45, 'trace_an': -55}
  • id: 34601434
    {'hecke_orbit_code': 13510798949220447, 'n': 46, 'trace_an': 800}
  • id: 34601435
    {'hecke_orbit_code': 13510798949220447, 'n': 47, 'trace_an': 184}
  • id: 34601436
    {'hecke_orbit_code': 13510798949220447, 'n': 48, 'trace_an': 356}
  • id: 34601437
    {'hecke_orbit_code': 13510798949220447, 'n': 49, 'trace_an': 681}
  • id: 34601438
    {'hecke_orbit_code': 13510798949220447, 'n': 50, 'trace_an': 125}
  • id: 34601439
    {'hecke_orbit_code': 13510798949220447, 'n': 51, 'trace_an': 456}
  • id: 34601440
    {'hecke_orbit_code': 13510798949220447, 'n': 52, 'trace_an': -714}
  • id: 34601441
    {'hecke_orbit_code': 13510798949220447, 'n': 53, 'trace_an': -274}
  • id: 34601442
    {'hecke_orbit_code': 13510798949220447, 'n': 54, 'trace_an': -760}
  • id: 34601443
    {'hecke_orbit_code': 13510798949220447, 'n': 55, 'trace_an': -60}
  • id: 34601444
    {'hecke_orbit_code': 13510798949220447, 'n': 56, 'trace_an': -1440}
  • id: 34601445
    {'hecke_orbit_code': 13510798949220447, 'n': 57, 'trace_an': 76}
  • id: 34601446
    {'hecke_orbit_code': 13510798949220447, 'n': 58, 'trace_an': 1070}
  • id: 34601447
    {'hecke_orbit_code': 13510798949220447, 'n': 59, 'trace_an': 276}
  • id: 34601448
    {'hecke_orbit_code': 13510798949220447, 'n': 60, 'trace_an': 340}
  • id: 34601449
    {'hecke_orbit_code': 13510798949220447, 'n': 61, 'trace_an': -826}
  • id: 34601450
    {'hecke_orbit_code': 13510798949220447, 'n': 62, 'trace_an': -720}
  • id: 34601451
    {'hecke_orbit_code': 13510798949220447, 'n': 63, 'trace_an': 352}
  • id: 34601452
    {'hecke_orbit_code': 13510798949220447, 'n': 64, 'trace_an': -287}
  • id: 34601453
    {'hecke_orbit_code': 13510798949220447, 'n': 65, 'trace_an': -210}
  • id: 34601454
    {'hecke_orbit_code': 13510798949220447, 'n': 66, 'trace_an': -240}
  • id: 34601455
    {'hecke_orbit_code': 13510798949220447, 'n': 67, 'trace_an': 52}
  • id: 34601456
    {'hecke_orbit_code': 13510798949220447, 'n': 68, 'trace_an': 1938}
  • id: 34601457
    {'hecke_orbit_code': 13510798949220447, 'n': 69, 'trace_an': 640}
  • id: 34601458
    {'hecke_orbit_code': 13510798949220447, 'n': 70, 'trace_an': -800}
  • id: 34601459
    {'hecke_orbit_code': 13510798949220447, 'n': 71, 'trace_an': -344}
  • id: 34601460
    {'hecke_orbit_code': 13510798949220447, 'n': 72, 'trace_an': -495}
  • id: 34601461
    {'hecke_orbit_code': 13510798949220447, 'n': 73, 'trace_an': -166}
  • id: 34601462
    {'hecke_orbit_code': 13510798949220447, 'n': 74, 'trace_an': 470}
  • id: 34601463
    {'hecke_orbit_code': 13510798949220447, 'n': 75, 'trace_an': 100}
  • id: 34601464
    {'hecke_orbit_code': 13510798949220447, 'n': 76, 'trace_an': 323}
  • id: 34601465
    {'hecke_orbit_code': 13510798949220447, 'n': 77, 'trace_an': 384}
  • id: 34601466
    {'hecke_orbit_code': 13510798949220447, 'n': 78, 'trace_an': -840}
  • id: 34601467
    {'hecke_orbit_code': 13510798949220447, 'n': 79, 'trace_an': -688}
  • id: 34601468
    {'hecke_orbit_code': 13510798949220447, 'n': 80, 'trace_an': 445}
  • id: 34601469
    {'hecke_orbit_code': 13510798949220447, 'n': 81, 'trace_an': -311}
  • id: 34601470
    {'hecke_orbit_code': 13510798949220447, 'n': 82, 'trace_an': -30}
  • id: 34601471
    {'hecke_orbit_code': 13510798949220447, 'n': 83, 'trace_an': 996}
  • id: 34601472
    {'hecke_orbit_code': 13510798949220447, 'n': 84, 'trace_an': -2176}
  • id: 34601473
    {'hecke_orbit_code': 13510798949220447, 'n': 85, 'trace_an': 570}
  • id: 34601474
    {'hecke_orbit_code': 13510798949220447, 'n': 86, 'trace_an': -1540}
  • id: 34601475
    {'hecke_orbit_code': 13510798949220447, 'n': 87, 'trace_an': 856}
  • id: 34601476
    {'hecke_orbit_code': 13510798949220447, 'n': 88, 'trace_an': -540}
  • id: 34601477
    {'hecke_orbit_code': 13510798949220447, 'n': 89, 'trace_an': 1578}
  • id: 34601478
    {'hecke_orbit_code': 13510798949220447, 'n': 90, 'trace_an': -275}
  • id: 34601479
    {'hecke_orbit_code': 13510798949220447, 'n': 91, 'trace_an': 1344}
  • id: 34601480
    {'hecke_orbit_code': 13510798949220447, 'n': 92, 'trace_an': 2720}
  • id: 34601481
    {'hecke_orbit_code': 13510798949220447, 'n': 93, 'trace_an': -576}
  • id: 34601482
    {'hecke_orbit_code': 13510798949220447, 'n': 94, 'trace_an': 920}
  • id: 34601483
    {'hecke_orbit_code': 13510798949220447, 'n': 95, 'trace_an': 95}
  • id: 34601484
    {'hecke_orbit_code': 13510798949220447, 'n': 96, 'trace_an': 340}
  • id: 34601485
    {'hecke_orbit_code': 13510798949220447, 'n': 97, 'trace_an': 786}
  • id: 34601486
    {'hecke_orbit_code': 13510798949220447, 'n': 98, 'trace_an': 3405}
  • id: 34601487
    {'hecke_orbit_code': 13510798949220447, 'n': 99, 'trace_an': 132}
  • id: 34601488
    {'hecke_orbit_code': 13510798949220447, 'n': 100, 'trace_an': 425}