Newform data - 1521.4.a.o

Formats: - HTML - YAML - JSON - 2024-04-25T07:42:18.746441

• mf_newforms •

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

  
  {'Nk2': 24336, 'analytic_conductor': 89.74190511873148, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [13, -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': [1521, 1, [677, 847], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 12, 'field_disc_factorization': [[2, 2], [3, 1]], 'field_poly': [-3, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 12, 'fricke_eigenval': 1, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [-3, 0, 1]], [5, [-3, 0, 1]], [7, [-192, 0, 1]]], 'hecke_orbit': 15, 'hecke_orbit_code': 63050394850297329, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1521.4.a.o', 'level': 1521, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'minimal_twist': '13.4.e.b', 'nf_label': '2.2.12.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta q^{2}-5q^{4}+\\beta q^{5}+8\\beta q^{7}-13\\beta q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1521.4.a', 'trace_display': [0, 0, 0, 0], 'trace_hash': 707163817587901561, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.171', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.416', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.508', 'prec': 17}, {'__RealLiteral__': 0, 'data': '150.646', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.510', 'prec': 17}, 'traces': [2, 0, 0, -10, 0, 0, 0, 0, 0, 6, 0, 0, 0, 48, 0, 2, 234, 0, 0, 0, 0, -48, -156, 0, -244, 0, 0, 0, 282, 0, 0, 0, 0, 0, 48, 0, 0, -396, 0, -78, 0, 0, -208, 0, 0, 0, 0, 0, -302, 0, 0, 0, -186, 0, -48, -624, 0, 0, 0, 0, 290, 540, 0, 614, 0, 0, 0, -1170, 0, 0, 0, 0, 0, -498, 0, 0, -384, 0, 2552, 0, 0, 942, 0, 0, 0, 0, 0, 624, 0, 0, 0, 780, 0, 1044, -396, 0, 0, 0, 0, 1220, 858, 0, -364, 0, 0, 0, 3012, 0, 0, 0, 0, 0, 1374, 0, 0, -1410, 0, -984, 0, 0, -2278, 0, 0, 0, 0, 0, -572, 0, 0, 0, 3948, 0, -3168, 2724, 0, 0, 0, 0, 472, -240, 0, -3660, 0, 0, 0, -1590, 0, 0, 0, 0, 0, 5148, 0, 0, 540, 0, 2422, 0, 0, 630, 0, 0, 0, 0, 0, 2736, 0, 0, 0, 702, 0, 1040, 5148, 0, 0, 0, 0, 3384, 7488, 0, 1274, 0, 0, 0, -498, 0, 0, 0, 0, 0, 5196, 0, 0, 696, 0, 1510, 0, 0, 5044, 0, 0, 0, 0, 0, 942, 0, 0, 0, 3168, 0, 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-23868, 0, 2422, -197568, 0, 0, 0, 0, -113460, 69504, 0, 285974, 0, 0, 0, -104676, 0, 0, 0, 0, 0, 400500, 0, 0, 30576, 0, 176358, 0, 0, -89596, 0, 0, 0, 0, 0, -59118, 0, 0, 0, -373650, 0, -107740, 87984, 0, 0, 0, 0, 209746, 281184, 0, 1254, 0, 0, 0, -62010, 0, 0, 0, 0, 0, 12402, 0, 0, 246240, 0, 44408, 0, 0, -27294, 0, 0, 0, 0, 0, 602316, 0, 0, 0, 134940, 0, -11952, 140712, 0, 0, 0, 0, -39360, 28086, 0, -107172, 0, 0, 0, 193644, 0, 0, 0, 0, 0, 296370, 0, 0, -113340, 0, -174612, 0, 0, -425386, 0, 0, 0, 0, 0, -30160, 0, 0, 0, 303780, 0, -149184, 12312, 0, 0, 0, 0, 63180, 132360, 0, -65124, 0, 0, 0, -194874, 0, 0, 0, 0, 0, 335712, 0, 0, 136272, 0, -152928, 0, 0, 287280, 0, 0, 0, 0, 0, 118560, 0, 0, 0, -56160, 0, 109980, 283374, 0, 0, 0, 0, 124704, -367464, 0, -128492, 0, 0, 0, 204096, 0, 0, 0, 0, 0, 91620, 0, 0, -19980, 0, 80210, 0, 0, 7248, 0, 0, 0, 0, 0, 131970, 0, 0, 0, 16506, 0, -305392, -216300, 0, 0, 0, 0, 257612, 76752, 0, -27840, 0, 0, 0, 73710, 0, 0, 0, 0, 0, 147204, 0, 0, -335244, 0, 279920, 0, 0, 151248, 0, 0, 0, 0, 0, 14670, 0, 0, 0, 308256, 0, 40824, 427668, 0, 0, 0, 0, -63856, 170196, 0, -55836, 0, 0, 0, 304560, 0, 0, 0, 0, 0, 61248, 0, 0, 5148, 0, -2262, 0, 0, -171216, 0, 0, 0, 0, 0, -324096, 0, 0, 0, 177684, 0, 62742, 121056, 0, 0, 0, 0, 142796, 299520, 0, 13728, 0, 0, 0, 92868, 0, 0, 0, 0, 0, -301860, 0, 0, 82608, 0, -280456, 0, 0, -164340, 0, 0, 0, 0, 0, 255066, 0, 0, 0, 320112, 0, -253578, -167628, 0, 0, 0, 0, 42744, -10692, 0, 138866, 0, 0, 0, -254154, 0, 0, 0, 0, 0, -190272, 0, 0, 148896, 0, 355320, 0, 0, 228020, 0, 0, 0, 0, 0, -287950, 0, 0, 0, -495642, 0, 1200, 7488, 0, 0, 0, 0, -404712, 22608, 0, 321048, 0, 0, 0, -184080, 0, 0, 0, 0, 0, -94752, 0, 0, 53502, 0, 252308, 0, 0, 52656, 0, 0, 0, 0, 0, 1274, 0, 0, 0, 172020, 0, -672, -314808, 0, 0, 0, 0, 211120, -306462, 0, -574620, 0, 0, 0, 4464, 0, 0, 0, 0, 0, 44616, 0, 0, 121680, 0, 76032, 0, 0, 120978, 0, 0, 0, 0, 0, -48744, 0, 0, 0, 379596, 0, 602316, 96636, 0, 0, 0, 0, 195888, 108960, 0, 120048, 0, 0, 0, 50016, 0, 0, 0, 0, 0, -498, 0, 0, -434304, 0, 93318, 0, 0, 58032, 0, 0, 0, 0, 0, -153420, 0, 0, 0, 20640, 0, -810, -77760, 0, 0, 0, 0, 169758, -51324, 0, -43790, 0, 0, 0, -249630, 0, 0, 0, 0, 0, 613596, 0], '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, 0], [0, 1], [0, 0], [-5, 0], [0, 1], [0, 0], [0, 8], [0, -13], [0, 0], [3, 0], [0, -8], [0, 0], [0, 0], [24, 0], [0, 0], [1, 0], [117, 0], [0, 0], [0, -66], [0, -5], [0, 0], [-24, 0], [-78, 0], [0, 0], [-122, 0], [0, 0], [0, 0], [0, -40], [141, 0], [0, 0], [0, 90], [0, 105], [0, 0], [0, 117], [24, 0], [0, 0], [0, -83], [-198, 0], [0, 0], [-39, 0], [0, 157], [0, 0], [-104, 0], [0, 40], [0, 0], [0, -78], [0, 174], [0, 0], [-151, 0], [0, -122], [0, 0], [0, 0], [-93, 0], [0, 0], [-24, 0], [-312, 0], [0, 0], [0, 141], [0, -164], [0, 0], [145, 0], [270, 0], [0, 0], [307, 0], [0, 0], [0, 0], [0, 454], [-585, 0], [0, 0], [0, 24], [0, -610], [0, 0], [0, -265], [-249, 0], [0, 0], [0, 330], [-192, 0], [0, 0], [1276, 0], [0, 1], [0, 0], [471, 0], [0, 456], [0, 0], [0, 117], [0, -104], [0, 0], [312, 0], [0, 564], [0, 0], [0, 0], [390, 0], [0, 0], [522, 0], [-198, 0], [0, 0], [0, 116], [0, -151], [0, 0], [610, 0]], 'ap': [[0, 1], [0, 0], [0, 1], [0, 8], [0, -8], [0, 0], [117, 0], [0, -66], [-78, 0], [141, 0], [0, 90], [0, -83], [0, 157], [-104, 0], [0, 174], [-93, 0], [0, -164], [145, 0], [0, 454], [0, -610], [0, -265], [1276, 0], [0, 456], [0, 564], [0, 116], [429, 0], [-182, 0], [1506, 0], [0, 896], [687, 0], [-286, 0], [1974, 0], [0, -489], [236, 0], [0, 27], [0, 1022], [1211, 0], [0, 580], [0, -528], [2574, 0], [3744, 0], [637, 0], [2598, 0], [0, 645], [0, 1184], [2522, 0], [1042, 0], [0, 1390], [0, -1390], [0, -1448], [-5850, 0], [0, 3108], [0, -2839], [-3978, 0], [2067, 0], [2052, 0], [-3330, 0], [0, 1620], [-377, 0], [0, -21], [7124, 0], [0, -4805], [0, 1282], [4914, 0], [-518, 0], [0, -2261], [0, -4304], [3575, 0], [6966, 0], [0, -3840], [0, 3251], [0, -4116], [2, 0], [3499, 0], [0, -3186], [0, 4252], [-1209, 0], [0, -6752], [0, 1721], [0, 25], [9462, 0], [0, 4081], [0, -5732], [6617, 0], [-13988, 0], [-2004, 0], [0, 5244], [0, -1457], [0, -11309], [0, -4984], [5460, 0], [0, 1474], [0, 6252], [11388, 0], [0, -10206], [-3876, 0], [0, -9853], [-2121, 0], [-11464, 0], [0, 2751], [6554, 0], [0, 10457], [-12168, 0], [-7722, 0], [-11440, 0], [0, 8917], [0, -8124], [0, 15553], [10554, 0], [-14831, 0], [-7954, 0], [0, -14561], [0, 10037], [0, 4740], [0, -7428], [6201, 0], [0, -9712], [-13494, 0], [11334, 0], [-13236, 0], [0, -6843], [-8021, 0], [21630, 0], [0, -15322], [0, 480], [30186, 0], [0, 6859], [18408, 0], [-21112, 0], [0, -13833], [0, 1828], [0, -17380], [-28496, 0], [17422, 0], [0, 23860], [0, 8124], [0, -116], [0, 3986], [-31278, 0], [-8049, 0], [0, 8098], [0, -4640], [40300, 0], [0, 22820], [12311, 0], [0, 12394], [0, -447], [13923, 0], [-22358, 0], [0, 1288], [0, -9673], [17355, 0], [46982, 0], [8916, 0], [30836, 0], [27480, 0], [-28442, 0], [0, -4029], [-38465, 0], [0, -2820], [0, -12566], [6474, 0], [0, 4354], [-34998, 0], [0, -14559], [0, -32586], [59282, 0], [-37711, 0], [0, 840], [21021, 0], [0, -16730], [0, -837], [45786, 0], [0, -17499], [15106, 0], [49905, 0], [0, 4194], [0, -28231], [12220, 0], [-8006, 0], [0, 23954], [-4368, 0], [-47591, 0], [0, 9192], [0, 25108], [-429, 0], [12766, 0], [0, -12650], [0, -2813], [0, 12940], [27809, 0], [0, -16626], [56240, 0], [0, -37656], [-1716, 0], [44382, 0], [0, -39599], [66053, 0], [0, 24835], [47838, 0], [0, -27425], [8426, 0], [0, 49711], [8309, 0], [0, -18910], [-14289, 0], [0, 46864], [31536, 0], [0, -4549], [40196, 0], [55133, 0], [-27510, 0], [60010, 0], [0, -29102], [0, -10854], [0, -32479], [32398, 0], [-15615, 0], [0, 25208], [0, 6804], [-63295, 0], [0, 15478], [0, 42511], [0, 24816], [-33696, 0], [-68861, 0], [77985, 0], [62112, 0], [-17134, 0], [0, -112], [12181, 0], [-78076, 0], [0, 16106], [-68367, 0], [938, 0], [0, -25570], [0, 3440], [0, 28293], [9750, 0], [61332, 0], [0, 57058], [46982, 0], [-107144, 0], [0, -25845], [0, 14171], [79716, 0], [0, -41878], [0, -16180], [0, -1756], [38142, 0], [0, 49148], [0, -49620], [0, -2660], [-115453, 0], [28182, 0], [0, -39164], [60010, 0], [0, 35060], [-60606, 0], [0, 48983], [-15808, 0], [-23064, 0], [0, -62063], [85997, 0], [0, 34143], [116170, 0], [0, -51024], [0, 30577], [0, 38254], [18213, 0], [-26845, 0], [0, -11844], [0, 26827], [117286, 0], [26626, 0], [0, 19954], [0, 62908], [0, 34055], [0, 80387], [-86970, 0], [-29304, 0], [0, 79178], [6888, 0], [0, -73503], [0, -88444], [72774, 0], [-89, 0], [0, -10633], [0, -57712], [61815, 0], [6966, 0], [-139284, 0], [0, 6007], [0, -39658], [-123082, 0], [-21021, 0], [-122458, 0], [-67821, 0], [19836, 0], [0, 56038], [-98579, 0], [0, -13125], [-43784, 0], [-912, 0], [-24802, 0], [0, -18747], [36192, 0], [-99799, 0], [0, -7288], [130793, 0], [159924, 0], [0, 17564], [-83085, 0], [7048, 0], [0, -25514], [44917, 0], [0, 78690], [0, -30926], [0, -54436], [19305, 0], [-89726, 0], [0, -50428], [-91509, 0], [0, -29112], [0, 47572], [171355, 0], [0, -76874], [0, 92208], [-91260, 0], [-173487, 0], [0, -56321], [-114207, 0], [-113930, 0], [0, -28738], [0, -31396], [0, 42862], [0, -44101], [0, 84648], [0, -14353], [132496, 0], [0, -21672], [-111789, 0], [0, -5559], [-44876, 0], [0, -81600], [61308, 0], [25963, 0], [0, -38368], [0, 79006], [-116454, 0], [0, -129312], [0, -71700], [0, -14923], [-46618, 0], [-102661, 0], [-187761, 0], [0, -76240], [0, 97072], [99255, 0], [0, 9842], [0, 96615], [17901, 0], [-177582, 0], [0, -59604], [-50024, 0], [-80494, 0], [0, 23496], [0, -22352], [142987, 0], [200250, 0], [-44798, 0], [0, -106218], [-186825, 0], [-53870, 0], [104873, 0], [0, -2274], [70356, 0], [0, 22684], [148185, 0], [-212693, 0], [0, 13096], [0, -40711], [0, 19040], [0, -66052], [0, 117736], [0, 100482], [0, -50532], [-64246, 0], [0, 34930], [45810, 0], [0, 108389], [0, 131015], [0, -52528], [-152696, 0], [0, 94060], [128806, 0], [0, -99620], [-167622, 0], [139960, 0], [0, -40321], [0, -76688], [85098, 0], [0, -27656], [0, -87095], [0, -63409], [71398, 0], [0, 153152], [0, -28001], [0, -56412], [0, 89016], [69433, 0], [-127077, 0], [-95136, 0], [114010, 0], [-143975, 0], [-247821, 0], [0, -127646], [126154, 0], [0, 53708], [-157404, 0], [-153231, 0], [0, 139047], [0, -18108], [189798, 0], [0, 116], [0, -104311], [-217152, 0], [0, 163177], [0, -119774], [306798, 0]], 'char_orbit_index': 1, 'field_poly': [-3, 0, 1], 'hecke_orbit_code': 63050394850297329, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '1521.4.a.o', 'level': 1521, 'maxp': 2999, 'weight': 4}
• mf_newspaces •

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

  
  {'AL_dims': [[[[3, -1], [13, -1]], 57, 12], [[[3, -1], [13, 1]], 54, 18], [[[3, 1], [13, -1]], 36, 4], [[[3, 1], [13, 1]], 41, 6]], 'ALdims': [41, 36, 54, 57], 'Nk2': 24336, 'analytic_conductor': 89.74190511873148, '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': [1521, 1, [677, 847], [1, 1]], 'conrey_index': 1, 'cusp_dim': 518, 'dim': 188, 'eis_dim': 56, 'eis_new_dim': 11, 'hecke_cutter_primes': [2, 5, 7], 'hecke_orbit_code': 67110385, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 4, 4, 4, 8, 8, 9, 9, 9, 9, 9, 9, 10, 12, 18, 18], 'label': '1521.4.a', 'level': 1521, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 574, 'mf_new_dim': 199, 'num_forms': 40, 'plus_dim': 98, 'prim_orbit_index': 1, 'relative_dim': 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-120384, 1388954, 0, -361116, 0, 0, -1229188, -151788, 0, 229912, -211584, 0, 493368, 246178, 0, -328092, -1557268, 0, -627504, -569688, 0, -860290, 367740, 0, 1002290, 106296, 0, 1634650, 1003572, 0, 0, -1217480, 0, 499310, -900468, 0, 644784, -131076, 0, -138646, 24964, 0, 160188, 0, 0, 1175960, -1522946, 0, 771818, 173988, 0, 175912, -386134, 0, 748876, 1056036, 0, -922168, 468528, 0, -1466554, -244332, 0, -551528, -113166, 0, 424762, -252456, 0, 0, -1426100, 0, -1592104, -2684896, 0, -193936, 170184, 0, -157326, 1001936, 0, -1565296, 0, 0, -435464, 832056, 0, -1434448, -472620, 0, -802932, -1176684, 0, -252348, 170392, 0, -501168, -351300, 0, 183852, -39894, 0, -74588, -46884, 0, -3044996, -282036, 0, 0, 735640, 0, 111330, -964536, 0, 942040, -87576, 0, 1632280, -628340, 0, -1853584, 0, 0, 377524, -809224, 0, -491072, 523068, 0, -1118988, 351914, 0, -782796, 746302, 0, 2553424, -72312, 0, 39164, 283188, 0, 2228560, 431610, 0, 970796, -791028, 0, 0, 14076, 0, 544596, 478068, 0, -933192, -200922, 0, -1199820, 357754, 0, 286142, 0, 0, 309136, -253374, 0, 225256, 55686, 0, -577590, 558094, 0, 1319208, -943992, 0, 947592, -623688, 0, -807420, -162858, 0, -1278758, 2208, 0, 948486, 634146, 0, 0, 963658, 0, -348344, 334102, 0, 217814, 181308, 0, 831694, -814942, 0, 280484, 0, 0, 1585244, 662012, 0, -753030, -579576, 0, 1006012, 147684, 0, -12432, -358638, 0, 234024, 219126, 0, 171452, 594456, 0, -1006736, 188394, 0, -1331302, 204876, 0, 0, 716154, 0, -62430, 1516648, 0, -728220, -403158, 0, 1642322, 1550076, 0, 603790, 0, 0, -124098, 1423432, 0, 1644464, -629268, 0, -250636, 955532, 0, -957128, 1461052, 0, -1964938, -129648, 0, 1631014, -182904, 0, 418100, 110376, 0, 1193376, -590634, 0, 0, 912802, 0, 698702, -83936, 0, 170380, 169116, 0, -844778, 846536, 0, 352792, 0, 0, 449932, 451752, 0, 703848, 865656, 0, 24736, -656212, 0, -4870, 2221492, 0, 427290, -311880, 0, 258780, 614160, 0, -1048964, 939534, 0, 213312, 186816, 0, 0, -1000140, 0, 304570, 109624, 0, -535576, -249090, 0, -1376264, -3084124, 0, -149310, 0, 0, -739760, 211648, 0, -1398088, -269814, 0, -172150, 1437016, 0, 347920, -1009836, 0, -242646, -320544, 0, 15904, 435468, 0, -190344, 657120, 0, -1297182, 793554, 0, 0, -316182, 0, -2709574, 1102444, 0, 280104, -499440, 0, 567960, 266400, 0, -259376, 0, 0, -112416, 768884, 0, -771516, 342060, 0, -561992, 830906, 0, 477592, -1580742, 0, -160160, -195972, 0, 606606, -1274256, 0, 2078900, 161256, 0, 666200, -361968, 0, 0, -352836, 0, 1036304, 1250726, 0, -31696, 213708, 0, 24916, 457704, 0, -242102, 0, 0, 1516836, 413372, 0, -333124, -1404162, 0, -369748, -386440, 0, 443364, -341530, 0, 279784, -999024, 0, 2130122, -177198, 0, -565560, 139200, 0, -845652, -607362, 0, 0, 1184410, 0, -478498, 649360, 0, 177828, -584616, 0, 1399628, -2357456, 0, 1155236, 0, 0, 1249800, 848472, 0, -820656, -69336, 0, -1838112, 288116, 0, -463964, 919808, 0, -693442, -134874, 0, 735306, -278544, 0, -1674108, 1053276, 0, -1949936, -565140, 0, 0, 1812500, 0, -365320, -1941322, 0, 2505772, -430920, 0, -2029168, 458298, 0, -666912, 0, 0, -209160, -2052492, 0, 863712, 77010, 0, 56252, 1904206, 0, -732024, 204822, 0, -1337494, -523212, 0, 1069730, 1103730, 0, 1055382, 623820, 0, 1508086, 756684, 0, 0, 29244, 0, 1757864, 113656, 0, 362612, -946824, 0, 783558, 190604, 0, 541666, 0, 0, -245116, 1456322, 0, 1737880, -264528, 0, -235680, -356104, 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: 751711
    {'conductor': 39, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '1521.4.a.o', 'source_level': 1521, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '13.4.e.b', 'target_level': 13, 'twist_class_label': '13.4.e.b', 'twist_class_level': 13, 'twisting_char_label': '39.k', 'twisting_char_orbit': 11, 'weight': 4}
  • id: 751712
    {'conductor': 13, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '1521.4.a.o', 'source_level': 1521, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '117.4.q.a', 'target_level': 117, 'twist_class_label': '13.4.e.b', 'twist_class_level': 13, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 4}
  • id: 751713
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '1521.4.a.o', 'source_level': 1521, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '169.4.a.i', 'target_level': 169, 'twist_class_label': '13.4.e.b', 'twist_class_level': 13, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 751714
    {'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '1521.4.a.o', 'source_level': 1521, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '169.4.a.i', 'target_level': 169, 'twist_class_label': '13.4.e.b', 'twist_class_level': 13, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 751715
    {'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '1521.4.a.o', 'source_level': 1521, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '169.4.b.d', 'target_level': 169, 'twist_class_label': '13.4.e.b', 'twist_class_level': 13, 'twisting_char_label': '39.f', 'twisting_char_orbit': 6, 'weight': 4}
  • id: 751716
    {'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '1521.4.a.o', 'source_level': 1521, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '169.4.c.h', 'target_level': 169, 'twist_class_label': '13.4.e.b', 'twist_class_level': 13, 'twisting_char_label': '39.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 751717
    {'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '1521.4.a.o', 'source_level': 1521, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '169.4.c.h', 'target_level': 169, 'twist_class_label': '13.4.e.b', 'twist_class_level': 13, 'twisting_char_label': '39.i', 'twisting_char_orbit': 9, 'weight': 4}
  • id: 751718
    {'conductor': 39, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '1521.4.a.o', 'source_level': 1521, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '169.4.e.a', 'target_level': 169, 'twist_class_label': '13.4.e.b', 'twist_class_level': 13, 'twisting_char_label': '39.k', 'twisting_char_orbit': 11, 'weight': 4}
  • id: 751719
    {'conductor': 156, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '1521.4.a.o', 'source_level': 1521, 'target_char_orbit': 23, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '208.4.w.b', 'target_level': 208, 'twist_class_label': '13.4.e.b', 'twist_class_level': 13, 'twisting_char_label': '156.v', 'twisting_char_orbit': 22, 'weight': 4}
  • id: 751720
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '1521.4.a.o', 'source_level': 1521, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '1521.4.a.o', 'target_level': 1521, 'twist_class_label': '13.4.e.b', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 751721
    {'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '1521.4.a.o', 'source_level': 1521, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '1521.4.a.o', 'target_level': 1521, 'twist_class_label': '13.4.e.b', 'twist_class_level': 13, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1994800
    {'charpoly_factorization': [[[-3, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 2}
  • id: 1994801
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 63050394850297329, 'p': 3}
  • id: 1994802
    {'charpoly_factorization': [[[-3, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 5}
  • id: 1994803
    {'charpoly_factorization': [[[-192, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 7}
  • id: 1994804
    {'charpoly_factorization': [[[-192, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 11}
  • id: 1994805
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 63050394850297329, 'p': 13}
  • id: 1994806
    {'charpoly_factorization': [[[-117, 1], 2]], 'hecke_orbit_code': 63050394850297329, 'p': 17}
  • id: 1994807
    {'charpoly_factorization': [[[-13068, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 19}
  • id: 1994808
    {'charpoly_factorization': [[[78, 1], 2]], 'hecke_orbit_code': 63050394850297329, 'p': 23}
  • id: 1994809
    {'charpoly_factorization': [[[-141, 1], 2]], 'hecke_orbit_code': 63050394850297329, 'p': 29}
  • id: 1994810
    {'charpoly_factorization': [[[-24300, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 31}
  • id: 1994811
    {'charpoly_factorization': [[[-20667, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 37}
  • id: 1994812
    {'charpoly_factorization': [[[-73947, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 41}
  • id: 1994813
    {'charpoly_factorization': [[[104, 1], 2]], 'hecke_orbit_code': 63050394850297329, 'p': 43}
  • id: 1994814
    {'charpoly_factorization': [[[-90828, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 47}
  • id: 1994815
    {'charpoly_factorization': [[[93, 1], 2]], 'hecke_orbit_code': 63050394850297329, 'p': 53}
  • id: 1994816
    {'charpoly_factorization': [[[-80688, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 59}
  • id: 1994817
    {'charpoly_factorization': [[[-145, 1], 2]], 'hecke_orbit_code': 63050394850297329, 'p': 61}
  • id: 1994818
    {'charpoly_factorization': [[[-618348, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 67}
  • id: 1994819
    {'charpoly_factorization': [[[-1116300, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 71}
  • id: 1994820
    {'charpoly_factorization': [[[-210675, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 73}
  • id: 1994821
    {'charpoly_factorization': [[[-1276, 1], 2]], 'hecke_orbit_code': 63050394850297329, 'p': 79}
  • id: 1994822
    {'charpoly_factorization': [[[-623808, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 83}
  • id: 1994823
    {'charpoly_factorization': [[[-954288, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, 'p': 89}
  • id: 1994824
    {'charpoly_factorization': [[[-40368, 0, 1], 1]], 'hecke_orbit_code': 63050394850297329, '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': 15, 'label': '1521.4.a.o', 'level': 1521, 'portrait': 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ZifSlntBnSHglHisTYQbJoyrHQMJ88rap7PplnYthCxcW7EhrmQTXMh2zZadmxSXL3do66aHDvZ5qHnfJ44mPDMiZhU9XjbKzu86+WWuprj4Ilpjp3VnLmQspiB+/Cy5dZrlviX719j+/wUZy9Mc2GtxkrHY60jWe+lrPcTOn3Yf2SZ04udq0+dWX7Vc8dXdz1/Yu3zr3rTe6L77vrwNxoSf6Xb32oGP3luFa21/JOP/YW46YrLf/Xnf+fL19121ZE7fuybz+ruYIbuoMHKep2VTsBKR7PSgdVOymonZmU9ZXEdjqwIFubX+dnvWeFlexucOj/L2QtNzi5rzq9YFpcTTi+lXOglTM+OeMV1fW6/CnxZJ1AB51drnFvWLK4KBiEkiaHmG5q1lJmpBAOcWEzo9mHnRo9mPcRaAcKnPzTs2BSysq7BOimy3ocwAYtltROxdYNHb6gQyiJMSLvmsWPziPWB4MRZTWo0c21JqyYIPEgSwSCULK5Kzq1Yzq8lBMEIvIQ79vV5+TWChXadlbU2p84HnF2G88sJ51cTzqzCkRXLLfuW+Tffs8am6TYnF2dZXKmztOaz3JGsrqesdWPWuimrPcNSV7A0lKx2hnzgx+PkjbcsfE3OfI8JWnu+dvqs/1N33tpFiIVvNFRe8va3Nsj87Q/+OTs2z3Lo+OK/Xe+N3v0rv/uxHUePRfWjZxPefEvEDbvXEUKSporUSFIDxmisVThjBYRIEcJydGWGn/1Dwc99/3lu2h3Rqs/SrLdoNwJaDY/ptuL8imJxTfOlB2t89oGEK7YPuOqyhNW1IVdvD3nfmw1xohBYPvVQjQudGvU05Pg5Rb/f4vrLUy50E/a/6LF3u+TQWbjjSuj0IDKaQEfMN+HgmTqNekygEqZagvUe3HZ1jyOnA/buNBw7G/L8EffzvO0jjpy3TLVCVrsRn/5SAysUaZrymhsH3HmTZXHd46Y9I/Zs8UjiNoNhnf1HaywuC5bWUi6sJZxfNZxcFZzvR9y4d4Wf+e4+C+0ZTpyb5vxKnaV1j5WOZK2T0unFdPop6wPL2kCwPFIsd2Nu3rvKHXu7Og3tq8+8+CG2XXb1nbfd+C1GiC0//cxjH+f6W9/5jYbMJW9/Kxn805/6BG97/RXqN/74iZ959uDiT9/z2DEVjhJSNKf7lqu3n+eXfuQCN+5pcH5lhpVOg9VOjdWOx2pXs9aDtU7KWjdhtZew3IFTawJdH3HnNau899URuzc0We+3ubBaZ2nVZ7kjWO04ibDWM3SHhm5oGYwS5toxOzYaQBB4ltMXPIQM2LlBsXuLZcuGAefXQp4+1OLmKyyN+hrPHZ6l1YyIIo+5GcNwBFfvGPFH90xz5faEMLTMT0nidEirFvD88RF1r8mNexOeORpxfsVn61zA7s2wY1OEUjGnl8H3LEJYdm5MmGlJesOA/sCjO/BY7SpW12GlY1jtpCx3UhY7sDJK2bG1z3tfs8ydV2lqXptzy22W12osr2tWu4K1jmG9F7PWS1nvW1b6sNhTnF9PeNmV5/nFH1lhz+YWy+tTpKlFe4pBekMasePnHjlw2b+5cvvZ9Jvf9q3faOhcdPtbBfAv3PcC2qvX15ZP7Ii7R95z6Oi5f/vo0ydY7wsGkaAfCpaHkrO9hJsvO89/+JEVrr+szoW1GVbWG6x1a6x2Pda6mrUudHqG9V7CWi9htWs53xGc7VsQfd71yg5vfZnhss01oqjBWqfGet+n01Os9QW9gWAUWqLEkqagpCXwoB5YptuWDbMx2htx5FzEs4cDTNLkzbdFaG+dx/dPsWszfO6RhFdeG3ChM6SmFUkaMzsDSeyhvYSVlQavuKnL5x5ssXszPHYoxKPBm15mSMSQZ4+kHDtdQ0ufjTOamaagHgh8X6AEJAai2DKKoDewrPcNvYFhfWBY6VuGacrObQPeenuHd708AtNiZX2KC6t1VnIy6MB6L6XTTzLtbVkdwLmuYqmbcsve83zgRy6wb2edpbVpOv06w5FHf+ixuKwY2e0E9bl/8ebX7fqzzbt2njTD0VA1bvhGQ6m4/a0B+LPPv8je3Rv8L9z34vcdPHzw18K150WvF8tzy45VekNDbyToDAUXhpJzvZiXXX6BX/zBFW66vMby+jQr603WugHrPZ+1nma9J+j0rFtyewmdvmGtb7nQE5zrGGamB3zTLT3uuCph50ZFu+7R7dUIPAkookRijMBYGIwAYZhpjTh0xmJsxN2PNQkHdS7f6nPndQNis859T0xz4xUehxb7dNba3H7dgC89HrBx1rL/hOV/fmeX/ccDNs5KvviE4s6rFauDLkdPzXLj3oj7nh2ShA3u2OezZ/uIYdLnC48rSAVHTmvaDY0WMBhKjBWkxhIngDRo39DpW5qtmO2bQ15+9YBvujlhrlnj/OoUK+t11rru2Kx1BZ0+dHoJnX5Cp5/SGVhWB5LFnmC5l3DblUv83A8ucf3uGktrU6z3G/QGAb2BR7fvsdLVnFo0eJ4w3/qWa+zOXVf/WOJd/3vEZ6Mt26/4RkMK+FsC8DiJZRQO3/61++66/MS58ANfvvdhb9uGACEF3X5Cb5DQGxj6IzsG8rOdhDuuvsDP/+ASN+/xWe9OsbTWotOvsd7zWe9rOj1FZwC9vqU7SOj2U/pDQ2dgWeoLlvoQpyHXXzFk02xKf2B5y+0huzYZklSipSWK4d6na5y8UGPzTMJzR2pgGly1TXHTlYagNuDxQwOWlptcs6tJe3qNB5/xuPWKGiuDddbW2mzaZHlkv+K7X9fn0f2abRs8lvsd1lZnuenqAQ8+lzJbn+aay/tc6HR45IVp6rrJLVda9u4Ygezz9DHBhtmY80sx9z3tMYoVUkJqLLs2R3zT7RG9vmLLjOGmKyCKGqx2Gqx2Atb7Ht2BotOXdPvQHaR0+ym9QUp3YFgfWFaHkjNdQWcYcufeJf7ND6xxyxXu4uj06nQzcPeGzhLt9BXrfbAmYctCzGVX3B4vrat/9q3f8rbDzWb909rzzDcaW9/wINPaLsb0v+fC6cd+aW3p4OyF0+tcvr2OtYIktQS+CyStBSEMQjgNKqVFSs2jBzfyU7+teeedq3zn61bZvTVicaVN4NepBz6NwKNZ1/TqktbQY6qpGYxS+sOUjaFhGFp6o4DVpRqnT1mixHBmMSEILCDwlUVLwWCoEHgkA80NuwR7tlh2bB0Qpj3uelRx4PAMb7w54Kar1/jQXRZfNNi1dcAzDyq2Tivm2wNqqk4Ue1zoQbOm2bZR8NSBiJv21nn1jct88DNDfK/FG26zeMGALz8S8bmHm7xwrM5lWxrs2pyyMBOxez7m2l0pShm0soClEQQsTAdEsUdv4PPcIY/+SDMYKvojSX8I/ZGlP3DfvTdM6Q8t3aFlfQhLA8X5NUtjqsOPv3mJb70z5PrLmpxbbtPp1wrm7g0VvexnjiIwxpKmiuPnBAdPPO6hp36p1tq4eudtt/+vZxdHH9yyqfY/LsAPnxly5Kz4gVPH7v355vCuWWVTNszW6Q0VoxDCWABVVwQHbmFQ0qJkii8lzxxa4MmDTQ6dvcA7X97n5ftGTLfarHYaNLs12kOf/kAXJ2Y40gxCzSi0jCJDFFvi2JKk7h4lPtaAVAJPC2q+YLolmGnBpnnDto0D5mc6fP5xuP9JD2mmeOPNHjdc1eOBF2KiUZs7bxB0hkMurDS5Y69hfnpAXQeMEsVSN0YZwQ17NY1WyBMv1njVTVPcfn2PJ15UYKe4eZ/P979tlS89FfHFR5vsP1ljx4Ji02ydmVaDqRbUA/C0RUkwFvYfE6SpIE4EUQJhjPuOYcowNIxCw2BkGISG/hC6ISz1JRd6EJoRr79xlbe/vMN3vcGQJG0Wl5t0+zV6Q5/+0KOfgXswEgxGglFkCSNDGKVEsaU3SDm/epYnj941Ozs7/Hff9JpXamvXfluImf/xAL6+3iHw+f7f+si9P7905mMb3nVbl9mpOYxNkQI8JdGhRAqBEAohBFKSgRuUsmhl8ZSh7gmWB3U+fM82vvxkl1deu877X7/Otbv7zE03WFlv0BsGDIZeBmzl7pEgjCVxIkgSt9TnF5OSFq2h5kOjbphtxWzdMCChz6EzMX96X42jp5pMB3Vu3ae547oujxzscPdDbW67osaOzQP+6B6BEgHtVsx6P8RYUAIW2gO6PR+T1Hn7Ky/w4c812HO+xltvGxDFK9z37BxxWuNl+zbw1lu7XLG9w5efGPDMqQZPH/PZNiuZbQsagcD33EUos4vfWMeqcZJdrLEljN2FPIpgGEFvJFgLBas9EHrEjVeu8/5vWueV+1Lm2nXWug06vTq9QUB/5NEflivBIJQMRzDILpxR6AA+Ct1qMEo0p1Y6PPTYJzZctzv5+frsW+z6evd3pqfb/2MAPD7/7/jUA3fywjP3fG8UDj8g1p6Zf+XeDlr5eDqlWUuwFqQEIUFIB3IpJEpqpExRSmTLs8FTlkBb6lqwNlKsdGb4yL1NHn6uz53Xr/P+N6xz454Oc2mdJAkYjGr0hx7DUBPFijiRJKkkNQJjhcuCCkvgGxq1hMCP8L2QMyshn3lMcvi0z7HTMygTsGezz9W7FTdf1UUFSzx7pMXW6QbXXAabFtZY7ba5dqskMZbPPxoQDiTTzYQ3vWzEp++LObnY4srLPc6tj3j+qMf2jTNcv3uJB57p8eDzgjDyuWr3LFdtD7hqW48j51Y5fAYePdDg0NEmDS0ItKQZWGpedswAa93FmqQQJRClzoHqjgTdGCKTYOyIW67o8v5v6vLKa1M2zwaMRlOsdGr0+gH9kc9gqOmPFIORYhgKhiPJMHR9o6MwZRQ5gI8iyzA0DEJLlAgUmk98aUS4/tCGHbv6H2i1GsmjX/nUh37hU2t85N/9g7+/AP/f/92H0Bv+E6+6ke/qr53/5ePLnenrdsJ0u+G8VZVSCxIHNAFS4NhaCqQSKKVQSqCVQasUTwt8bfA9S+BZGn7KdE3QCz3WujN89P429zw9YuPMgPe8psNV20eMhn2u2W3ZvkkRxl6RKLI5uKXB0yknzluOLQrWh4ZPPtDgzPIMNvKYqSm2zGl2btJcthWu2dPFyGV+89NNVlenuO0qzTV7Onz5aYFIPDbMSJqNhEHsI60EK1HapzMSnF8V7LMNXnNzj689UWfLvM9t18zyj962zO99rsejLzbpjzxW1lvs3lLnys0DXra3x7e9qsfZ1VU++UDAyiDgxDmPM2d8PCWQUiIQGGtJDcTGkiaGmbmY6/YNCMOYq7aHvPs1IRumFLOtgDiucW6pxmDoMwjdKjcsgC0duEPBKMStBGHKKCqZexRZhpGzK+MUfAm9bo27H1qHRx6Yry9s++XLLt8af+TfbfrjM4f/b7Ze/uN//wD+z/79n/Jtb3i9+L6f5jsWas//1jtvfbpxxc4W/UGN1AqsETh1ILCISjCpkFKipEQrgVbZoxZ4OsXXAt8z1DxLPbY0IstULWWmLhhEkl7U5NjpJr/4x7NgEkSScPN1A3ZvikgSMNZgrUviSOEuJO35vHjSZ//hGs2apuVL5huChTnJhlnNlgXFzs0pV+5cJxUr/MrH2pw4Oc1tez2u2pUyTHo89GzAdN1jbsoy3Ypo1J0UMkbSGSlW+5aVTkqnX+cV16zz2P4BB04qpts1XrZvmh98+wq/+nF44nCT/tCy3tOcX22zab7BhpkRO+dG/O/fMaDd6PDMMXjxlMTzLEpZhDCAdf9ZSBLYtSnlzmsT0tgjTgKsbTCKPBaXfYahW9FGkSrk2zASjELBKHKsHUaWUZQShoYwMoxik72X32EYC0axYJSCsYJuR7E+sOwSz0//0++48Fv/8dSOZG343o+cOVizW/f+4N8fgP/Sr/0Juze11F1f+uy71i4sfugP7lupPX2gwS/8wBpXbPMZDAPCyEfHGpkBW0mdBZIWpVSmtyWedprT9xShJwkjQxClhLGlHhvC2BBFlnYCYWwIE4gSwSiWhGlAnNY4cLjJ0wcgtRYHbaeNPQm+cjUfrQCu2QztOkw1JTMtxdy0ZsMs7NgUsnlhndiu8isfm+LI0Sluukxx2TbJnm1rfOX5hPMrU9y8WzLTNtT8IYEMsEqQpBJhLUkasdavcX7F46ar6tywt8cDT9TYOCNo1FrctNfw4+9a4Zc/bnj+TIv1vmG9p1ha08xPN5lp15lpT9FuxCw0Y3beFBF4CZ5OUCpFCkcXFndRxbHiwpImThRxoohiRRhnj5EkjCVhJBlFkjASLkCNBGEeSMZZMBllmj52748iHKhjGMSCfizoJ4J+DFGYcN3OVf7Pf3SeV+453zh7pvGhWNxllH/Fx55//MPpNbd85999gH/8E3/OzHRNHTu59u7uyrkPds4erW2erfOFJzbifzDl//z+Na7cFuJHNQajGlIZVH7PAO4pi6cVnrZ4kcT3hDsJniD0FVHsgB7HlihxEX2cVO4pJKklTQ2pweltQwFukUkhLcHzINCCWiBoBJJmQzHVkMxMCTbMJuzcNKDVXOdjX4u479lZ1pfbXLdDsXOzxxXbR6Rinc8/2qDpaRZmFK3GiGePwAtHNddutwxCxfVXxFy3x7J4LmVpzWc4avDmW3t89Zkhh84omnVJ4Le59jLDv/neFe59fsin751npWvZuSFlraOZbiummh6thkezbqkFhsA3BDpFKye1ZNZaaS0uYWUEiZEkqSBJBHEiiRJBHEvC2DkvUSyIYksUQRinRLEhqhBHGFfvDtzDDNy9WNJNYBCmkIy4Yccq/+r7VnjDDR5nl+Y5dHy55jVm/8CoE/8wTJp//qlP/HH6Ld/6XX+3Af7iyVjqU4PvrKuT/1VGp2tSStq+oV2v8emHNhGHgm9/dYfveH2P2XZCb1BDyyDT2U4Pe1rjxZpAK0aeY5rQk0S+IIqFOzmxIk4giqVzEJLS9ktSQ5pmnq3NnJLCenTujJJO9vhaEPiSWiBp1gXthmW6Zdg4G7Iw0yOx63zkq5Lf+9wcG2o1rtsh2LHZY9cWw87Na3zsIcvqao2rNilm2tBqxJw/LrmwFuDvdtbnwpRkehoOHbOsdQ2LyzWu2FXjdTf3+Mz9NeZaEPg+Sk5z7R7BD731Ap68wKcemOGFMzU2dmM2TCdMNRWtuqJRl9QDTeBD4IHWzmGSWRxTgBx3YacG0lSQpGRAhzi1RAnEcepIITZE+WNsMtsxd2UyCzIRDDPW7iaSXmyIRjFTQY/3vmmZd7+6x2tv0KystxiGHp6n+Opjp2oLGwe/9YqbN+hWXf0Jjmf+bgL8Z//vDzO05ns36AP/oSafbw/tAmuDAGGhoWFUq/P5xzby0HMBi+sr/M/f1memHTMKXPZSax9Pe3jaw49SIk/jR06aRLFLpTvGEY6JMlZKEhfspKlzEoyxWbWhzXs4M3A7gLvAVeBpB5BaAI2aoVVPmG4lLEwPmZ9Z52sHIv7g7jovHptm15THnk2wbZPPto1w5Y4ug6TLI/vb1JXHwoxiugXTrZCZqQTf1wjhLq5h6LPajVkfWDr9hAtrPjs2tbj9qgvc/eiAF8+0aQQxnvIRYoo9WxX/4A3L3HLlBf7g7haPPDfNSl+zoZ0w3Uho1CT1miLwBIEn8TwXqyhFZh86lFtcD6sxFEBPUpOtbpm1mBiS1IE7iSFKbHmPnSszShypDGJBNxH0EhiNEkwyZK7e48e+fYX/3/sG1P2AtfUWYewjBEy3IlqtIV96/EI7JPyVf/TOHX7n7G/83tSWH/67B/DFpQ5aqR/4v371Iz//1RfOzHl+g+eOaIIMX3VlafuCrqjTGUn+w5/57D+yxttf1ec1N/bYOB/S69YZah/f8wl8jzDSBL6z93KAx7EkStyyGyeZp52SWX9kzC0xlhLcLkmZMTdo5RImvmep+YZ6LaFVS5hph2ye73K+M+DXPunx+cdmWV1rcvmCYMcGwdYNPts2CHZvGaH9dT58n+boqSZ7N0pmWpKpZoqUIWeWLIGWSAHWCqJYs3NDl0dJ6Q4Ua13L+dU6e7fV+LbXdPjzL/scPx/g6RghPIxtEieSm3evsfN9XT7/xIA/+vwsjx9vsnVGMN9MadZSar4g8AS+52IVrXCBsxRFTYbFXWTG4pyW1AE+B3mSOknnwA5R6mpdojx5lAiGCfQSSS+BYWRIByHb5nu8+qY13vHqAW+52aBFg9X1OmEUEMeur6ZRD/nmOwZs3RTjeS/OxaMtH5i77HuVSd7721LP/N0B+Np6h8D3/tFffPq+n3/m6QMbXjxZJ0qbNHyB5xmsFdS0BQFKCLqiRjfSfPgrAfc+0+Omq7q87w0D3npbh7npgOEoYBj6BJ5HlHhEsS4CpSRRxKkkSSRxKkgSSZoKUiNKrZ05NDYDd2FBKuc6eMrge4bAT6kHCa16yPx0n2E85MvPWv70K1M88tw0M77HtVstm2clG+d8tixItm2MuGzrGs8cH/LJry4wpTQLU4J2U9BuxHQGKZ97qEbLtwjhgDUMNW+/M+SzD7uamE7fcGFNs21Di3e+vM8jB3rsP+TTDBKUFA7kpsEoclr/H7yuw97NF/jwvV0efGGak2t1NrUFUzVLwzfUtMH3QCuBkmQJMve98/Ijk0k1Y8oVLsmA7ggC4lQQpxmwU8EoEQwSQT/FxTxRRLM+4J1vXOU739Dl5r0pG2c9hsMmnV5AFPuEsUecaNLUBQSBV+flV2miWHL65JENw/RrP79l12tMv9f93Wbrbz4Z9DcK8NX1dfrrfbB8zxe//NV//8UvfnmOcI3d85Iose6g4g5okjrnQguLJwR95dH3FKe7AWcfbvDws33+/Loe737dkDfdOWJ22icKA8LEI8oOWpwBPUkVSZolbNIS4MZmzG3KmjJnP4KSro5Da4PvpQR+TD2IaNWHpAz50hOSP75nmueOTSHigF0zls3TlvlpxcKsz6Z5yZaFmB2bupxa6vHrn26ShHW2bRNMtzTtJrQbMcKL6A6bTLcsQgishTiRzAaKxCT0Yp/eIGWtqzizVGffZS1++FvW+cCfBJxYaqJVnF0YmiSpMYokm+YCbr68y3WX9Xn+xBn+9Ct17n58mrOdOs1A0fKh6Vl8bfEUaOnS+UKMV9cZwBp30aVGkFpIUuH881QQpS5JNEwFwxSGiSVJEkwcMlcb8ubXr/Oe1/d45bUxU3WPKG6yth4Qxj5x7IgoShwJJUZhjGAwAmMaRLGiPww5dub+DVf0vX+/d9+tycry4u/Xaj6N5t9cB//fKMC7vSFBo/mO55578lcfeejedhr1mJ/RDEfOVkpSKkwBOr9LCFJDTQkGymeQaC6ENT71cJP7nhvwsi/2+cff3uPqHV02TCvaDU0U+0SJR5KUIE9zgBuZ9WiS9Wnm4M5S/cq6IFYnBH6CpyK6w5ilbsx//liNYxdmeGL/NNb4zNUFG+Yt81OCubZibtpj45xk01zC1oUBc9NrfP5Jw+MvTHPdNsFMS9JqSNoNQ7MeIbyQINBo5X6/tZCmkmGoGY5iEiNcKXDfstr1WFxpc8eVfW7ft86Hv1ijvqrQMnaAtJok9Yli1+M5P13jlj19brm8z6OvPsuJJckf3D3NhfUGp1cCfCVpegI/l2HSBZ4FkedSBcfkiRUkBmIjCFMYJRAZC2kCSYxUIVtmhly3052PW69Oadc1SeIYO4x9kkRnBKSKlTbJVtjECNJUEifOKOiPFN3+gONnvzLXG/Krd9x+49pgMPjk3yQm/8YAbsNnwN+kfucP/+TypbNH257oMTsd0BskKJGiNcQJ2fKXWXeJzZI3Fj+xBKmgoQRDJRjogGHqsRLVufvxKb72wpBmEPIP39Jh21zCri1D7rimhxaKVkMjhGMKl5V0tdLWVpgbi5AWJZxnbklAJjx/TPLYAc1nHmnx/MkWUdKgpRULdcts0zLTsM4Hb2tmpzRz04JNswlbFoZsXljjvudCfvMzG9g8rVloQ7upaDcFrUZCPQj52kHFKNJ4TQcqawVRIqlpxY17hzz87LQrfBqmrHc9ltcDzi/P8MNvPc/p5RUefmoBTwIixkABoDCS9IeamVaN6XaT2/cOePV1A9732iUOnDJ89pEajxyoc/Bok0RowlAxiBVKSIQQE4FnlhOwhsRYrDF4ImXKj6gRc/tNfXZvHrFtPub9bwqp+5Jm3SOKGnR6fraS6oxwVOG1u3suH8s4KYpzgEs6A8HZC2uoR+9px+GJy+u3f6/64gMH0296xd6/PQB/8JGDfOGRPf7W6Qe+76Y9nf+wf3Se03FAvWad9rIgMkngioAEKoFEWnRq0RISKfCMJUgtNSVopILQwCj1GKYeg7RGr5fy7z88g01iNi6M2LdjxNxUwrtfN2THhog4FpnellBhbjL9KaVBSMFH763zzJEmQmtOnG1w5nyDWl0xFQimm5Z2zdCuQasumGoo2i3FTEszNw3z0wkb50Zs3dAltet89Ktthv0mV2yztBuKVkPSqhtatQTPi/j8wzXCgcTbADIDU5xImnXFm1825P4nDf1Q0h+mdAea9Z5mcaXB1btbvPuVXZ54vsGJ1RZKGiDO9LJHnCrC2CVm+iNNp+/Tqjdo1kOu3jbititHnLrQ4fi5dbSX8vRRzZ9/pYFQrnCNyfmD1gAGrCWOUnZuTHjP64bMt1Ou3GnZOAdp4hFGLZLEY63rkcSKONVZHOQAnQO8AHXubKUuRopj53yNIleROAwtILn/0VVGMv0Pb5h5aPCGl1/ze0tn90cLW67+2wFwmRxlW2tx74GDh3/tmee/Im/aM0WjVqM/FHieIs0yKlIalBQZc1viVJAmFs84H9ZLnQYMtKWWugshMpYoFYRGEqaSyHjEBpb6bb7yjMGS8olH3MgGrMnueRYvs8iKikSJVIok1kij8bSkFcDuBUvTMzQCQyOARiBo1iWtupNDUy3JTBvmphIWZkK2LPRIWeM//0WNB57dwJ45mGlk7N2QtOoJjXpEszGkXm8QKImSmQbHyYE49hgNBcMwpRcq+iNDb2hcy1zT5/T5KV6xL+THv+M8v/TnmpPrAUIYrI0xqSVOPKJYMgpdGWtrqGnWfBr1Go2gQS2IadUjbr4iwvdibr0i4f2vH6BVkiWBXG39mCjPJJ0xEiEkgacAn1GoWVnTrm4nzWOe7J7IMgbKgFxl7DL4FxnA3QoWRs5LjxOX6u+NQhZPfVGeOKZ/bXUl/WqcDJ77m8DmfzPA/+N//SgPPq/r4eCFdx098bw4cbZJTQZoR9wo6VLrIBBCooQLeJSbdEaqcj3ueh+TPKJPM62eR/ZGlK+NIDKSxEpSo4lNQJrZXtVbkaUUoIVwmUoFtbqlpi01lRJ4EGio+ZZ6IKj7kkZd0qhpB/CmYLplmG0nzE2HbJjts2XDCr/5GcMf3b2R7dOK+Zah3VS0GopmAxr1lFY95tyK4ci5gJrvym8hr/QTjCLN7k2GTfMjuiOf4chmLC5Z72la9RqtxjTvf/0Fjp5b5Lc+uRUtNRZDalISY4kTTRgphpErihrUJI2Rph541IOUTs/FGL6XuoSZl6Kla5SQMi3KIoTI6lbcEctALuiYrMrSuLgmTSXGSBJTxjtJKioBfv688piI7LXIypKzjGkiSFN3lnyt2Lfb4/ZrLBfOPiBmW713veKWK44cfvZPh5df995vLMATMfCT0dpPXlg8/5OPPBvJuWaNM+c1Uy3nO0sp0Noth0LYDODOntOpJTEu0EyzANQFoTZ7bYv3yudlpZzzckURKFU1N5Bl8lxgpaVBS7KaFvCUwNPW+cZaUAskNV9SDxT1mqJVl7QalqlmynQrYbYdMj8zYMfGFR45GPLhe7cwUwvY2DK0G8KBuy5p1gzNWkKrEfLIi/D0gQaXL9hM95Zp82GouPVKyxU7hjz63DSD0DIcpfSHOgO5R6NWp16b5r2vWuXpgxd4eP8msApjUlcOm1iS2Bb1JMNQ0xhZ6jVFzTcEvkfgpwTaoHWKp112OC+DkNKVBiMseambA3genLsSYpM7Uia3XytWbA5s40Bcvs6zpdU7ZZ4icedPSsFUSzE71aAZWDbPjuSFpeWfOXnG+hvm9c8B0TcM4IPBUPb6g3/9H3/1d/7X0fo5/4YdnsueSUGaOnAr6Q6aQCKlJZUWlbp7qizauASDO3AWk1I8T/OMm80zb85qNJkKyZM3lcz72Iqbp6rzhI6SWcZSUSnactm/wFfUAkU9EDTqglbd0m6kTDUTplshc1NDtiys8fCLQ/71Bzdy8vQ0l80bphvQriuadUWzBs1aSr0W43sjOiOLkgpPuWOR31LjGC5OfNr1mEFiGGR11oNRSm8g6dQVjV5ALWixa1PMv/m+Dv/qQ5KH9m/EojDWkKaGJE2IEkMUK0aRYhhI6qGi5ksC3xL4ikAbPM/5/VrZrNbHAVxlMkUIO96gm6X2bUYiNqtlSTPAp6Z8dGQks0dRAjx/nlZKA3InLSMwAK3dBXD8bAslW6x1VvwN894/2375D3rD4ff8i3q98ddO5/+1AR6FHawNf+7w/gf+qU6Wa7VaQL0unSTIUt8yYyxX7modaKUDtkqz16nFqOy5ERhjizSyKTxasMa6LvKsBLR6ZwLgmezOAksnUZQUKOXsMp21onlaEvgS31PUAjeSoR5YmjVDq5HSbsRMtSJm20O2LKzz8IEB/+r35nnx5Cw7Z53D0qpLmg3p2LtuadRSGrWYOI34wy+2kErhSYsSpU1obL6Ee/yDN67xhccjelHAIAN4f6jo9RWdQFPzAwKvzZXbE/7t96/wL39P8OBzGzFWkhqXVo8TV2gWRoaw5spdg0BQ8wSB7zKbvrZFxlYrg1ROKkphXaNEDvAy5QlkJILLJTi3JQvkcwBnUwdMkVwjY3eKFTfNVujEMLYy20qyyWV4RebV+9z/8FptsXP///JN3/Q6sbLa+am52b/e3kJ/bYCfP3cEa+3tS2cfrW+cSRmEmjQtsuAF2HKP1RiBMoJUVUCdWozKv7B14C5qJcr2Kwd04eooclDnB37ic+UAz2sw8kxezt5a53UnEs+Trn7DF9QCN/OkEaQ06w7c7WbEdHvIwnSHRw4M+Ne/O8vzJ+bZNiOYa1akSU3TrLn6lXotoR5EeF7ImZUZPCVQ0mS2XBlkpqkkSRSbZyxJEtONa1mnjGE4SumNJPWBouZ7+F4NT09x1baEf/uPlvjnvwMPv7CB1EgH8NQSJ2nG5IYwMNQiychXhQTzPPC0k2iuTsW5VzL3xrPHS2DcyRWypBCiSA6ZLDmUn980rbxvSslpCnC78+fKA2wBcIBYiAIvaWroDRKOLT5W375r9+3yv2FG+V8L4L3zv09zw5HGxz683+93+7Sb4HuGOBEF89pCy40zcZoKjHRMneryy44DO5chtgC6teUVb+3FwM5vUpRFVFKSySSRpa1l1iiRyxOoeRD4hnrNUg+cfm7UY9qNiOnmkPmZDo8fGvEvf3uGZ08ssGVasdA0TNUFrZqkUVM06oJ6zV0cLtUf8fB+QX/kU1NkF5ljp7wJITWCONE0a4o7runxyPNtBrGTKcMwZTBU9AJF4Ct8z8/08zRXbzf8wg9e4Cd+Ax7cv4HYSGJjsmbpsgcz9CWBbxx7e2UdvVb5nUymlDJOZlneS4E8TwrZHOAZ4NPCeeGSK6/JGNsUJJb3vuYgz89n+XdJ6lYjO+rw53/xaX/zDW9o/Nvf+PTgX/zw2//7A/zQ4TOc7G2Znlr7rV+/bPPiq86KhEHoM9LWFTul1St5/Io2xrkmxRVvwChxadauANoUwC6veDLtXZyMjAGEzMCdFRmpAuBOOnnaMZnvuYuy5mcFVkFKPZMXrXrIVGvITKvLU4dD/uVvz/D08Q1smtYsNAxTdWjWBM26olFXNAr2di13rcaI+572We/UmJkp0+Q5YEymTeNUsWFO8fob+tz3mHFdNJGpgFxS8yQ1T+NpH63rSGm4ervl53/wAj/xG5YHX9xAbDRxVgHoyl4dkwexLKoLfS3ROivCkgKl82ND8fnyizCXKqKyHucJocm7qTyW57u68lbBbS9emXNCs2X1Z5y4i7Q3jDk36L3qVVtO/c7P/pPv+JEfe+fp9blN2/77Alyao9Tl6Z84fersd8pkmel2M9PcWYVfnEXTlWKn6lVt0lzHUd5tBvYsOWOq+uylmDtDep6RK7S3zCvoSt2dVwxqhavP0BbPc43FNd9Q81PqtYRGLaZZC2k1RsxOdXjiYMhP/sY8Tx3dyIZpjw2NlKmGzcCdsXdNUg8c+9eChEYQkZiQXhQglMTLGbzQ4CJjt8wvjj2a/siVC0Q1ZnKQj1IGvmPwwJeuJl7nG9Bart1l+cCPnOf/+K+GBw9sJDaaMBVEqclYXFCLDYFn8T3Xu6qzuEMrVyKspMyOT9aVnz9WCrOKC7Ma60yAuyChCjFVwT0O9hLUaeVCSDPnLEpdWe4otnRHgtXlNU6dOPmdX334ySNhGP/z/64MfuDQGdpzW3Z+/gu/dB3Dw1y3K8b3w8wO9LKDJQtbKE3zqNsWYDcqc0sq2s0Uy3b1gIkKU5RZSVtdM3PWrgaV+XKbdeioLJjSOusMyoqQ8urBmpdmujmmXguZaQ+YavZ4eH/CT/3mPE8e3cjClGahnjJVs7QycNdrzk7MwV0PUmp+QrsZsf+45d4nmvhS4imTBXGljsyX7zhVJEbzmptjLr+sz5GTdRYalH2OYcpglLGwVmjtFV1OQliu2Qm/8EPL/PPfMHz1+QVGcd0lwxJLI6vhDjwcyHW+epmit1WqtFjhlBQVgIsKyLlIr5Qgt+MAL4LGcuWtrszWls5Y/l4uW/IqxihxDRXDCDojidWGaHSAQ0f0df/wff9456Bz7kRj6q++QdZfGeBpeBbpt3cdefHh//ToM+Ydn3sg4Rd/tM+Nl1nSVJCbTFLk2a2SyU1uAZpcjoiLlrTcH7aFpz3hklzklmTMPQluYZEqtwUdGLTKWFtbfG3wPEPgGQI/oeYn1IKIRi1kdmrAWm/A/c/BL/zxJp45PM98Bu7puqVVFzRrovDKnfNiHHv7DuD1ICRKU0bDGjXlLjIpxFglX55IcYGmdlpeh4SRdY27BcANvp/iexrPk2ilUNIrAI6A63cLfuFH1vj3f5Lw4IE5znbajJqS6dTSSiy1bOJA4NnM+8+dFFuwdy5VcoAXnzf70FWcFwoxOyn5qlp1RKqS0lVzVsA+ZhyUzJ0n9KIERjH0QsmFoeD6K3v8+LtW6Y12v+PL9z6a7rl83//ywotnj++7csvfLMAPHz2M59VvO3P6qXdN+c/RD+ssr6/i+yG+HxAnCmsc7BzIJKoCcFPthcwkiluubXYAROXAjGu+8jauCvOT4MY95OxtM3liK8OBXFmsp002ZiItwB34Gbhn+yytDfn5P2zwyYcWWO7PsDAlWahl4K453d3IAst6IGkENmNwp71rQQRE3POUz1rsMxcwVo+NGF+h0tQ1P7QDzetuGvDwixG9OGCq6Fg3+KGrVfe1A7hWFiU9hHQJGixctV3yS/+4y2cfHvJzv7uR08szDKc1076glRgaCQSxG73sKzfQyMsDTSmKIDh/rAbq1QtTiNIly88PTEjIKrAr8ZOpgr9qOhQM7rqw8qYKV3tu2TwzZK4l+NBnDnHl1ZveNTPr/2F/MDz+N8rg/f6ARqN+xZe/8tV/8gcf3c/R8x69KEUqwLpOFa0MRqfuQGTJnFS6rFchRXJbyYoKqHMJYksbapK1q7IkO9A5s8hivIR7rnKAK4uWDtiut9P1d/peiu8l1PyYwI9p1YdoPeC+p1N+53NtPvPABiLTZkNbMF9zssRZgLlPrrK7yJi7yt4xWod87YVpBpFmcyP/PJMMngfZkjhR1DzF7VcPSYwDuBu/kLkhkRu55unc4lQZEC35umkRzE8LvvO1fVrBWX73c0Puf2GOxbjOoCZpJ5amtg7kOotDlM3iEpuBPD+GoqwdlyApWXzSrSukSj6igkltXu0eKmvPq0ZCYSdWmiyS1OFCIIhTSaOW8MaXhYyS52h6+/7JzXfc+eRoNDxUq9X/2wFu4+d5/PH7mJ5ubhmsH3m1bxKmdYv3vqLLFZubDEYaY9wcE6UsFlfEk0oH8DJqzpMCYlyO5FobitkoJbAr1kPVvhJ2QprkWbm8oIti8lXO3J5ytRiBF+P7MTUvotEY4fsD/vhuzS/+/gaOLM3iBTU2tQSzQUo7sDQDaGYd9vXAZTtrWULI1a+k2Urg5MlyN6Uf+fhK4UtbBJhUvkp+Yee1G1HiUfdGbJoesj5oMYxFNm7NxQqel2Y2n8rsTuUAPha4usrHd7yyz637lviFPxjxR59fYDVpMgg8mp6krV0NTqDBVxTNEDpP+mQrnyykSpkAqpLKuFipAp2xFdjYcamZa/O0yug5wK0o6o+MdZ9jJhAcPjnHn315hq0zTU6eiRmmB1596Hi0ZTjoHnrk2SPcdt2e/zaAJ4nhltuu3rV24YXfbMlHueVqTXfgsXGuhQD6wxiycWdKmoxVBdI4ZjDWZJq7TPfmyQJrywCz6ptTYfHqTWBLNpH5IM4KwKX7DHKMudMM5Am+dpIk8EMCb8jx8wm/9dkmH//qHEfPz9BueMzWYCZIaQU2S73n4JYZuGWRFKpl2jvw3YXTboZ87GuaQyfq1LIJXEW7GCXKizEONm8A0Fy1E952a4/fuWuOfkPTzmaPBFEWNyiD1jIbW0cF5F6FjdyqsGNe8lPfPeC63af5jc/McnRxitWkzsDTNJWgkQHdl9ZdOJnLVKx++XHN7UOcPi8znfZinzwnprx0ovDNxy3Fi5ncrepppSTDWhe7zAQWL/Z48EnJxhnJWjdl+bnn+J7vuuw3b7vttresrnX/UqnydQFubQIonn3u8W1PPHFqz8EDITdcoZmZimkEhjRVxIkr4hHCpYCNNEgjUFlxTh5Q5WDOGxHy90q9LQoWKFkhp207pgNzYLvHfJSyA7dzTXL2TvF04jp3dEIQhPg6pJdG/NpHfH73s5s4szKNUXVmpxSzvmXKNzQy5m4U6XuZ1alk0iTzzgtw+y57GcYRh04H9KOAmSBzcfKkU+5K5FlYW6lJiTXtpmb3tggVjOhFLYa+oB5bwhzgOs0SNcr52DIvAb5U8KpYmBrww+8Y8K7XLPK7n+3yWx+dY3nYZKhr1LSioQV1ZQkS69hcOkLSsixvyLOcFzE5l5Arkw4LjMVSpSYXlefjQDcG0uz/FwLneino9FLiOMVauHbnOrX08J7e8tS2l9140/H1bsp0+6U3C/y6AD9x6gy+31zQSn6E4QveZVtb+F5CPXAn1veSLBuW1RYDiuwLGFOCOWdvm4O6WrFWsnceRF7iUqvYgbYA9pg8kfnAoNQBXKdoleJ7MTU/wvciOqOIrz0j+eO723z0q3OM0ha+7zPnC6Z9Q9O3NAJLwy/BXQskQSAJMmniEkOZM+Hnx8FlPo+ds9z/eIMo9gia9qIAM7+NSTbjRmB4nub1t/b48Jf6vHi6ybDmRjOEnsVPwIsNXmRQSjrfWrqBpMVwH8oVMTWSxEgagWbj9JD/470Drt4R8kd3t3hs/xRLwyYj5eN5mpoW1CUE+YCl3F6VNht6SgXk4zUrk8VZVUYvVmQmZAoVsFfisKIiNDtU0jolECaW7si5K3VfcG6pxkc//az3U//bTR+x6dINNukv/bUZfOf2TfLhx5+/7cv3fXrqW245Trc/hzHV4Zeur7Eou8w+3mS5ZflIBeCiBPYYyDOGKP5wh0vmTF6klE3xe53udsM7VXbP5YjWMZ1+zAPPCT54V5u7n5hitdNC1mu06oppz9L2DQ3P0vAtdZ+MtR1z1wNJzVfUfEHNJ6vQMxm4DYHn9LfSIQdPw5lOzSVWMn07njgp62dcjY4DeWIkUaTZ2BZcsX3IsycTBrFHmM349qOczfLJunmiBuREZ07Jhpn8SV19+HteP+RNL1vjy0/2+NDn2zy2v81Kr0FH+vR9ja8EvhQE0g3P1NKiRR7XZFMIRFb2ewkGv7h+pXrhlfkMUwF5bjBUQV8AXLg2ulybjyT0QjjXsSz1u7zv0CemWvW33SZrN9zF1xke9HUB3l09FexY4L9esXC+uTDdp+4r4kRjGWdOt/NC5WKusLSxsmAXmzF58W+qjknxR+UHjUkTS7VA38kSk2lug5KpG4ifuxkyZqmXcN/jms890OKT909xodtE1Gp4LY+2hinPdfLUPTLZ4VjC3WVWcprpbl8Q5OydA1wn+H5CzY+wNuaeJwJOnKszPyvwpMl0rCgbfStsZ8fKTRXD0GPnRsHrbxrw8Yci+rHHMBbUPNev6meTpcpVShV+NUKOyRR3l2WjgnF+ez0Iec9rh3zTrSt84qs9PvtAg/ueaXGh02AofIa+RnsKLQSeFHhS4gmbSS2LQlSk4bh9eAkyL86tqTyarHCrlCeZs1a5+MHpfiUEOsks38yi7CeSzkjw4c/1m+1577+2WqevBob/rwG+0rVE6ei7+r0Hpl99w3EaAXi6R5RoUiPAimLJmgw6cvCSa+38ua2AO/uiWIG9SJiI8YCyAmwhTBnQZgDXOsXXMbVazChMefEMHD+r+NMvTnHXY20urDXBq6HbHg0laXmWljbUPUvdg5rnwF3z3ExCV2YqK3eR/b3NQG4KkPuea087ctbw7LEAPC9b5m0lRS/GUFDVpWma10y7cc7X7g7Zt63PgTMNhjVBIxEEsSVUZNaeydg7d1NyC7LUKoXPbnKbVmXTBzxGkUe9HvK9bw55+x3rfOHxPn/2pQbHz9Y4cKZBtB6QBJqR1i6XISUK0NljzuSFdKEM/i+6Vd0UquxdsnZqne4u5Ez2/8nsZ0pKi9UYS5SmmMTnE/f2uO7aZ5mfbXw9jn5pgK+vr4soin78dz7+4vT2mYibLx9x8xUJdaHQOpsoFclsV98cqPnjhNZGUqbbJ8FduWzHGMFWNJ9LajhJYrJdHlKCwE1STdKUxRX44lc0R07XufeROmfW6hw524QgQDU0Na1oaktTG+cieG5wfs1z49ociPO7zO4qAziZ5s7A7aUEnmNvd2FFHFuC/ccbeHLcHiwkCmU9eBF05U6KyfoaE499O4dcsWHAc0cTBolHKxaEGvwsha0qAJdSFBsE5ExeMmW1qC2vP3d9lHHqEXo+7XrEP3hjyCuv63Jmrcs9j/ocPRXwhScanF2pkQ49jNTEvkJkOxKIrCtfkmU8oZAtlwL5mA6nkqWmWi6bL+OmQv0VuyGykFiEjhEy5o4rh9y8O+XyhYfn3/bNP/5Pvm908gOqtuOS4dtLAvyTn7qLOEn52Bc6LHa3sXNhnWt2DnjNTUP27YrZNGPZs8ugrSCJZVZGKYo9402FxXOwl+AWFVBPBpa2ErGXrF1IEZXiBSlxajl6SvDsUcUXH2nw3DGfF47V6YYBYRSA56PaHoESNBQ0tKFe8YEDnddp5GWzri48yGSJ7yt8X2YXgC21t5e6zKLndH7Nj7Em4vyqJLQBWkt8adEVm22CwAuQp3a83zFKPASahdkIqUb0Y4+BFs7piMuCMa3MWAZS5iY1QD7sCIE1smTyymAkL1XF+IlB6LNpJmLHxpibLwsZRkP+4bEOzx33+eLDNZ49VuPoyRpxoiBQWKlASFJZyQYVSYqX0Cpi4otTeSTzDfNHU/n7xKAx7NkVsnUm5qpdIa+5KWTfTsumWZ/VznrzxRce+06E/sD/Kwb/pd+7Cy07aqN8Rtx4ZZePPtDm6eM+zx4LufuxIVM6ZMfWkGv3hrzx1hGvvTEG61LB9WZu+UkwrsnUWlkGkjnoufhgFHJHuroRhEFISxxZBiPH6MdPS/7k7oBBrHjqhRqHTwUs933C1Aftg/JQbYUvBXUFDWWpKdw4M5UVHinH2r4nXNKjCm5P4meyJPAh8MlcE5cy97TB95IsIxpTr0VcWEv54oMtOr2AmSmBzrz4vOhLvBSzVTO8RhKGivk5xZvuGPGFx4ac7DQZetLJFA1eYvHi3LPOPHaZOruQ6qwTWfwOY3Xldzig+6ki1YrEc2Mf4thzVqoX0/RjXnltwu1Xh7zz1SMOnpI8vd9jGCn+6IsNji16ICSDoSaNVF6+idU5wCcsoxzgk8C2AAaRWIRxCUKMpd5McbsPGl5/U8gbbxlxzd6YnVsMTaWYaWiS1O0m9/D+hEPnDon3v+NytX72L5LpLd/2VwO4FBCZqV/79c+Orj99wWOuAZHxGCQeS2GNpV7MsbWQB5+P+Mg9MQvTMdYYbtob8p43jFxbUgIL0yk3XhvRrOUXqShyYBefc1EM5+kMBE8/o1npSuo1ySP7PT791RqjWDGKFecWfYzQxNbDCA+0RgQaLSW+EtSkpZYBO1CWQFlXA64zz1eXzO3nfZkFuFXWoykK9vY9g+/nBVppwd6+H6NUxFeeVHz8oRbK185uG9PfL83guReeprnjoRiNPN5+55BPfq3LH90zRT+p0cx0uJfr8DhPyuRBvptYkAMsK3uraP0KwE022kE7Jve0ItEanaQO6CpFKTdIf6aWcOeVCXdcGWNFyLtfO2AUu3Fun/pqwKP7feqBYLmrePo5n+5AZipJ8JKivNh5wrUG3nhDxPx06hpfUst73jDihitirIH5KZibFmA0qQ2II5/Vrk+cuK1nrrss4oYrTly/deP1v2asuOSI2osAbm0HaLc/9vFPXrm1IVXoaZqtlH4k6MaSrvIYesoNgUkjzncSzq8lYFMOnmzw6a+4q8+mlqmZlNuui2jVXU3wJdOT1cs8cx3W+4rHnvXpdhRSSzcTxWrHTELjOps1SI2UEk8KB2ZpCaTBlw4IvgJflTP6HMhF2fCgXSNA3nhcBbdj+Kys1ssZPK3cEwIdY23EmWWfKKwRTEn8LO2tsqq8sSymKM7vmHVadKcbRRR7zLQU2+cjfDFimAQME0Fdu3ELeQ1JntBSslreKovf5X5HJheNKbOnxmQ9k6U0SpI0yxuozAJOiJMUFbtcglYpUiZsmzfZimG4eseIyA6R2tDpCB57VrM+kK7JfEKQ2/GzDNbVgzdrltuvj5mattjUHYu6FCiROUCpJo50ZRycRxj5jCK37Uq/r1kbzKiR0ldefeu3tI+f6XV3bW19fYCfX1xGyrUP1MTh1162KSQOJUvrWX2HNHhC0BWCvvCIlcKa1HUx2JTEpnRsNoBHWrprlnNfqeYmLwXwqn7LTo4QmHzLBbKaU6HKIEfKzMrKQZ2lnSXZxq1lFqx41FknvSLbeo8C3K6tS+Fn4PY1RYmpY/CMxbXBz7KjnhcTBDGnlg1/8IUmaB9PijLALOSJuIjBq5m+fEioA5sbrBPFHu9/05BP3DfkhfMt+qlHI3Gb0nrZqLuiE0flOYFqsJeXLuZSSFYKvPK7KWphtFZ4qZuX4mVAV7JMmrm68ey5MNngoBQtLMKmzDcM3/wKAyItEn6IfP+Mix2yMn4UWKMxiSiMiDiWRJnzk2b3JJNRYewxCh24O/2A86s+zx0ZUTt56LU7Lz/1gTRJ/6e/lMF/4w++iJDSf/rACXqrIQ3PI/CgnpbjGsjcgUEqiYTESI21Bmxaisvs6KbeRER80ffN2S0H+HjwIqQsWtCUAE+4tHIgXLWgJ91rLclqKrLu8byQSFOZg0K2M1vZVV8CXBayJfBt0dLm+6YyOCfBy9jb1zFSRpxYFCx1awitCSRj8kRWv1bldFelwxjwMqcjSjzm2iE7Nw05sBgyTDWjFIJU4KUWL8l0eELhLJUpdDXWqZCbFG7Sbt5wICrSyKBTQ6okSufbl6usWC11W8rI8i6kQWUgF/nvzgrshLSF65UDPXfAyou7KHbOFMO4AeGy3jK76N0FH6fKATzyGEWaYegxilxV5cv2rVNvHmDpxOd9ay/O91wE8FMnTiOEoLdisUYhfDccJ84HoxvrhthbtwyPUkFkBYlVGKvIh8xb+5cAuwJwUSnJRAgkZYrYTaUCT1g8kYE2kwD58+K9jOzLUlCKBltfCQf2MXBL9+jnQM+DzwzcefePNoVE8bTTp74fkxDz2a/VOb9Ux5tS+NUajqqDwoQiraau88E6laTPKHQTbN/68j5fe2ZEN6kx0Jp6YoiydLqSZUFUXnDmEm75b8oDTVHYks46zGaqWEiV+53aCBIl0KnMdrFztTxJBvQymWaKBJuUppJ4y57LKrgzm7fYK+YS5z4zHspMdr5RQZmkMllsEiflBlph5AYdWSNQcgpSzeLZxUsqhDGAP/rwvTTqtVd86Z6v3jpT6xLGiuHIsN5PGcVpVq3nCnKMcl6mBHzrRu/mtd5pfmD5OrjO73myQIDKH4VFQ2G1qSxl7OablBpX5cCWbj/5fBRCFdjFHBSF60e8FMDzgDPX3TqXJTbT2+O15L4X43sRix3DE4froH10Jk90pUApz/aJCYS7k1mpuiv6UmXhicexx02Xh8xND+msNRgkioYCL3HfJR+epOIqwHEgL36RnKjUFFnfpCuEM8qQGoFnBKmSpMqQKkGSgbxavJaXQ8gc5BVQ5yUTApOBnKykueDpi2tXLgnw/HPK7MKXRVCcj43LXw9GirWuon9WkRhYmA9uvfb6O1/xhc9/8YE3vfmbLg3wjTMdpBp888uu7t+4oTlkrVfn/IoiPmNZXnc7lLkskwOdpwRK2GIuYDkJqbIUc7FrUjWT8qs8z4qV4LAFg0+WcOq8NiJL4ealnq65OO9UcbJEFd0rJbDz5lvH3pnm1hR6O7cEHWOX4PaK6sQYQcxnvhrwtedayEDjS+HmbxcVhNX5LNU66uLcFktyyeKy0J3Dkccd1wx52yt7/NZnWkRpQD+V1FJLmJCtXNWqP5PJOTNxQb0Uk4PRsmglzMGdKolSxjG6lEUxXVmKXK0BsiXIx7LNOZPni3RlJZ8Aui2y2+74VBOEqZVZSYPMpHF5YfWHklPnU5bWUs4tRyxsiW+sbRh9cxTHD1ySwV88fAav1XrTp+7+wnc/9fRx3nprl91bW1xY9XnkiGSx4/5dvh2IFKCxGOmYt+jKyVm7YvJXB9CPgTwDdw4AWQGFpKx5qI42yJnbbUGSvyZjcIo2rDEWz7phPDUObjdOYYK5s55NP2tv83TecJBU7jERMX92T5vUBqgie1kNMMu+xtzZGNPgTLTrGemmQ6V5sKkReLzndQP+8LMh6yZmmNYYpgIvoWBxKS0yEUXRmbMLJ7WorFiTleo9I0h1NtZBZSDXFmWcXHETyFwFo8sey6I0ubQoq9WdZRlz0ZRSAL1cywscXKRcy+pSxrq93P+gpMmaS1LW+n2evK/JhXXD9PSA2/e9wC1X7P7uG2785nv/4btOfaHW2j4OcEmMsOHlw26452uPSWaagh/5lrNs3wRrH5/hxPoCCw03wDIHoxRZGVeWep0smbykNBFZzCHG5UkB9InyzEKLT2jOHPTV2R5KiVKLZxV3Y8NuMmBrJUonpbADXce9a0y2GXOXAaausHfgRTxxWHLobA2rPJSU+NKgJ+s0KgJ80kXJ73l/at4AkSd9XK29x54tMfsu6/PQwTqx8hkmgpoEL7XoRGTyLevCSTIdjnRyYexXVgvgREUa5V01ubvi6l3y8Xoqk34luPNaIJuVCeRMTrF6iAq4EfnErJeQKZe42WogmsMqO7a+jphqjTjfHfDU8a0YIXjbqxKu2qSJhmZPtxdfHkfmCxcxuGIdk4Ts2RzzjjvrXLXN0Kyt8pWnQ549OsfIOoNfMp7EUGNUzdf5BnlUPd7fJyaBXgG3Kmq+S9utlCzCdc+LEtwuyBRFt7guwC3HAF4d/uO67SmAXWQrC+ZO8bVL7LiuoBhLzJ/f02BlpY4ItPPdqxfhZA1KddmqWIS5K1Wt4y68aaOIY838rOQ7Xt/jicNtwrTGQPnUU6fF83JWJcnAna8VJvPE8+oPR2HVsmRr83bC8alU7i5RJl+RbPHcAVxm39MUbXN5l78QsmyOmGTwiaaVEizVx3E2r+Imv7i0dnVI11825GXXLHHfExvZf3SawTrsuzakNrvMaDQqfkoB8NOHPgxCMuWt882v6rBxbkRnEPMnX27T7TWp18sPlzPqGFCzmsDxL3GJj1wJvC56rAK6yuJj48VKxpZVBleiwuK5XJEoPQ5wX2cDgLx868Asw6ktXpGKN9nzdOyulevceeEEfOTuFqH0UVJl2cvxC3Eygzl5OKolpeM6PNPiqfN/g1TzHW8c8cG7BjxztE6sPAZS4qcmc48EMrWV42Rde1lRn08Bcjuxb1GVyVMDurAQ3WhrlZUEqNSWwzqLuSyiuKCTCT3uzme1WI4Kk+f4uHidvyRm8p9jTVGYlRjJVFPzvtev89jBFve/MM2mluHA4nM88Mwp0rSUaBrg9OmzbN26ufFPfuY/7l5fO84bb1mmnyZ88PNtPvnARqQf0MzbmirB3cVB1MUfuHqNjrc7Xay9X1qiiAI4k+OQZYWx8yAzn9qkdb7Ja6a91QS48/S9lzcmGzczpGgRy3s6k+weo7yIQ2c0vcgHpTN5YifKYycv3HGEjw80mvDCs26cMvGjaXqCK7eOeOZQRGoChsanlrqabZ1pcCXc9jAusZSzpSEPMksmF2WGM0tZ6GKwqXtPGUilA7zKdqeQppwQkE/XSvPu/sIAKIPLIvCcON+T4B5j88nWRMrvg5UZuN3KNhg1+JY7+wxGi/zeXSO2zMO3vVpxy3Uzu6+59Wca//lnf3QwN7/JAXxx8TzDfveN+3bt/Ilfu/8In3u4RT+xJImrqpv2cGMHtC0aVC9VClr9Ejlrjb0WTHwBl8+pAqEEdtnHqCqsqMaGauYgp6yRVhVQF8+zJI8i88IduB2Ay6FAXlWeVNlbZX2dfsRqz/B//0WLlWENEXhOnkg7tqqUg3O+vuYcmyaQN2EXDO4clSTRtBuaH/u2Hl9+os1K6BNJzVBK/MyyLUc+ZAxeracXpiijtZgM3GashDlvPNDZxKk8SM/BrqTIGNwRW1q4KBQypdThZTthKVPywLPy/CJMjGv0/N/kGj83MHJcWSBNFd/+qpB3vHzAMAxYWm0SJVf9xOHDhx9Ik+EnCgZfWzrAsBPQUqe5dnuKPOWxHkmsdYVDviqzhnrsRNoJgI/LECrPx96fYLdSg4sS5HJSoowPpimALQVSlePHVAXUWkp0Jkl0AfBcc5siqPS0KcDt6bz+Ypy9PRXj+xF/eo/H80fqID2klAR5aWzF2iz2iM++5EtWE1bYvOhNrMiUxMhskyePa/cMeMcru3zwrhpGBwylTyBFkfRRUhBXArpJJhdVJs9zFBPthEaBsm5VMFY4cOdTwgykxfwUUQK88ujALbKMZkVyVgBbjp+YIENRidGy7yAFpAKkcXp/7Nik0pX7jmpYKxiMAp56MaCXnmPTludJ4qiUKFaGCAWxGHJ+mBAbj5kgza6gzHsWNgOVrQSBlSswX4rtOIDHQV8WxrutM8Ql2bsMLEXJ5sWF9ZcBXJYALxI9OcCtm5OdSRFPlW6JVxkOVGpux96edlOr1jqGT32lxXIngFrmnohKMPYSEiX/niW6q1JlwrbLLcMsi5dmWbyZtuJbXjvgk18bsdIPiJRmmMrMnhSZeyPKZmxZYcYM2NaWXT+mYPOyN1LnzorKnsvsdbaXUn7cqyAXFUwUq26uw8f0eHVybbbKjOHDTpBfyehKCoSxpMIis5noKlGFXYl1hDU7vYyN1mi1NpLEoQP4o08dYvOGuV2fvPtrP/7Bv1hkcVkx5UPdy5YdKuAbGyMwGSiWn3bsg74UcyPGGHyMvccOVnYhjQF7fPZ3tcPFDXdnHNz5zgY5c6sKc1/E4Pm4iXLkhFYuc3nsuODgiRqGACF10ZxbVg9WpZuouBrl1V6tRSmZXFTkiSicjKLdLNVgNVftjNizecTKgTo29R2Lp06m6IqLUwZ31UKvvEZIVnIVGZvb0ic3spwbWY1tlHEXjZFk2js/LyUZFeA2IpulkmvyqmQr3R4mAF/gp/rZgbQ6QSHN7clSDknh9j29epdBeoeZ33btj89sfONT3dUDx7WwKWE43ORL3hR1BuyY9tHSjAGYSTBXrsZJSTI5N2NMc4vq87IZtwrycXkiKs6EoAw2S0A7BicbBVz1wav3bEtrVQV3BeTZfvVeVhqas7fKXmsdo1TMZx9qcWi5Dn4pT7yKdTl2wXLxuIhLyRRzUcCZZzTHtXgUaS6bj3jrHQMefaEBxiNJnRb3st2iZToulQrmHLPiMpBbW5EoFbkis+cyW1VkfnfHPs1WDCkyVjf5CmsLYioTPtXnGZArq3YZs4kJ3EwEp8hKIVdlUH+F7QehRqsAa0Y05v03NePRpji2x/V0U9CowY6Nmpdd6dMbSQahcRWwlZNxyeCxcgFU/24c8KIE9eRjfhDyVWIiQMsBLS4B7ILNlag04VbAnc0nLLft4GJg63JAUDHiTecjMRInT1RMvRHx0IuKT3ylyXDkQ0OjpcAT49Jk8vNPSrWLAM6E/p6wDKu+eJxoplqad75mxF1fG/DIiz626TFMA3xBcaGp4veXOnjcy3Igr3ZUueAzu8CUY/NUOj1uKqydB/UmCy6lERX9LSqB7ngMVRJlBviKZC0Zu4ozUXlux1bAwmoUlaOYbUE+HCnOXfBQsx61aRgMJLrVGOBryWVbu9yyb8DDz7XdUqnzZcyOnZBxPGdb4130/gT7TzD7peSJvMTzQoqIEtRSVXZvUCKrTSnBXYI8L5u1aF2OUNbZJkxajQPdK9ja3ZVyAabvR8RRyl0PNnjhZAM8DyFVBqpsbkgluBRy/KSKyeORn5OcNckms1YymQ7kstDiuV0YRZqrdyS8+eV9nj5eJ0x8UukxNAo/ZeKz5F44EwzuHu3EZ0HlF5vBKIHKC5+kwCo3iCfX48WKKkGayixDU64achLgk3HJGNkJ8km5k2RQnate/atqHgHItmaUPHwwYWrXiI3bQ9Y6I/TP//LnUErRH6yzvKxdWaqX1U1UMl9Qbh9yKUBP3qpLz0X6e4K5LwK4nAwwyx0ISmlSsQoLxs4BXk5OLSRKxtyOsW3B1Lp4LJ97WXCpVUzgRzx3QvCFrzUYDH1oekiRVw5SsQcvkcWsfM/qEctrUXL2GR8kP5HwqRRgRbFHqxXx5jtDPnnfiKePBqB9RkbiZ1pcGbfJblUaiJRCHpBOZA5V6eRoRSldpGPzfFXJg3xjs6lTpky0CVN1U7Jzbkpmn8xxTAK8QtAXPZ+8lbUqFScq+0aNmuFbX5Uy33yYC0f3k6YpWqYdFALiCJv6+HXXEICw41aWcQfFTID8UoUnl/K+q8PUX5LFZQXsVc1dgNzp7Wo20+3LWVYUunau7LmuzgefAHd29/IptFmBv1aJu+sYz4tJbMpnHqhz/3N1qGmQrqHZq5TwjpXGVu/VFy91sqonKhsrnTcjpzafa1ICPRx5vPraAW99xYDnT9RIEg8rFEOh8VKKzyTSksXLj3BpJq8OsVcqswylY3P3WiCNKHR4YRPnjJ6vthmDF0M7J8A9FnDmpCeqK8w4di7ucKwMay0IISNS3C4izVqT84spp053kMKi+0XaXrJhRuP7KmPvcpsRm+2pMrak5kUwl6qseomgM19uZBXglbau6s4CY8AekyrVNH3lnu1YUAK9ctflJqg5oL0KqHPnxDkm7lGpGN+Leeq45CP3tAAfpIcQqugiUtlGqnKCnfLvU5y0wiOoFDNUS4qrRVfVEtrUte65KbSqSN9bq3nP64Z88cERjx1xkwRioxikIiv4ykCXZqxdUdxV5Q1u9UAxDnRH7BnILEZm+/nkQXGuvWU+Q9A9FufQUAa5snLxT7gpZQxXdZuqDFB+Hior3NhA/WJvJ4EYQW8AczOC2aY7nnrXZh8hsiUxcQZ/lECaWBJjKjtm2aI4pwry/LdXclOXtAbzoKKMqC+xk4DIWFoId2BybZczR+GoVECetaaVm03ZDOz5APwS3GOsXXnMG2tzqaJUguclxGnCvY/UefZwHTwPpAsufVF2FRWefbHqXFqDT0LLVp4UDRCVGpGx6sJUYlTmqKSaMPK4Zs+IV9/mWHyYOhYPhc/IgE5FGfilueVmM8+tWjE0LjvHrEsJVlmkFSiLy35agbACK0BaUUqVSlBZsnd2Xk31wq/Mdc8DzAnWvmiV42LGLncModgdIkmzrc2TlO5AU6spjLHob7q9hxSCOI5ZXk05eb7OWldWdkvLt9qeAHkO8JwJJj5WUQM9weAX6fCKYzK+R8xE/Ymg2Hun2L04b74da3goty5RagLclaH4hXuiUpSuADyTKL6OOXRO8KG7WoSxBw0vkycUrWmquktw1TkZCzomWOnrsFMuU6qbA1Q7W0otrmkGku9584DP3N/kxTPu4kuNYpAql5RLs+RPXuORZmM5JlYSmwO9AnBpSy0uM40ujcVKd46sFA7gRpSxUs7kpnTEJgNMOXH+J3MlL3WMxnZzM+O7QqTF5lUpnV7C8fMpMQrfd91L+qnV794Y9p796eHKl/GEh7I1fM99AJVvJCXd5pwm33p7Yk+WqlIR1T8nAs1Ch48FlmL8dQHykq0ni6xkpfZDFexdAbbMg8txcOez/Uq9nT2XptTeWXAZ2YSP3dPkqUN11+4jNEq4zKXOarCrzcVVmULlpH7d25gGL61Cm7ko1hgH7DGQS4zRRCOPm64Y8m2v6/PLf+wzNBqMJhaSoXExgsx23hBpKQuZcFZyByUPeLHue1nlVhVlwWbet7Ul+HNwS5uRkR1fxXLJUpVu5uu4KZPrXNUlmZQk+a7JbtsTtwlunLjd4y7fGePXB7z/HXf+9G0vu/KHdNQ9Nr24OHzLI48FbNtQY89WQavuAJOkgjiBOLty09QlgBzD2IrILz9U9Zxe7IGLS0iSqgbPlroqcMbqwO2Y9i6AXpEkqqK9VbHTQ2UjKmUnJEleKZgW4PZ0zMGzkg9/uYGbv+LYu+jcz3+/qMgmUW3eGA80RfVFIUsmdK+p1oaUcwVt1mWeZp3mJlWkKtPiqea9rx/w8Xsb7D/tgYywQjJKPTRZvUh+rNPsRKWist7acT/cutd5r23+2WQGMmlBWidbchBL636HNZk/bsiGml3CPcEdq0tbx19fnhSNGbkcSS1JYrLnrpS23VTs2V5nftqg0uQtB1+4MK0v25gw41no1Wg2fNoN11FurdvxSkgBUf7bJJCD3P1icSlkUyjxiaDrErKkqmPl+PMxFhe2ElxWnheMbQsWVxPgdhNZTfbo7EClDCr3u1WCkgkqY/BUJXz6gSb7D5XaWwrpvO+ig+ZihqpmMMe05sThsWPPxxuQxzzxykQqbYSrTZFlCj+KNVdfHvL2V/Q58uGAKFUgNKnQDIVAp5l9Rx7o5o6KqHyKMk1e2sECZTNGx0mTgs3zu7Blil+AkQ74JpcpYz64KNnbTtrFXHR8LgXykr1LcEexIUoMcZLt/ZPCweOSI7LGegyzsyn6yl0Rg/mQDfWBGwZjBHEiCUPJIHKxtDXj++eUV/xLrb2VQFNMMHkebE4kAi7d3DDO2vnrnLVzsOfMXQBdVZm81N0qDyJlRZrIcmi+UimeF3P0nOK/fKzNSHrkE7TKrvlsBanWQFdP1l92xiaWXoo0uaPL6i4YZaApi1rxHNyp0SSpR5Am/E/v6vMX9zY4claDijOp4jEUApXLk0yPF8HmBMhzb94CutJbaxFIm0kUbMbauSduxtjcZr/HSIGw5epxsZkwbqP+pYFmRXubTConqQP3cGQYRW5Hujh1jfG9YUxSS9k8MuhPPTSkoTtcPneWnfN1rA1Y79VZ7dSgB0miiBOBSKofMluWhC3650TljzFw56ydvZdXuV2KAavAFhOsnSdSxsFtSokixxlcj/nbuc6u6u/KXToW93RENzL81ifbnLkQgNKZNSgzeWLHfO/i+QQjXSTJvh7Qx5bivPGg2qOZp/BlcS+aIaQiTTRbF0J+8B09fuFDPp3YTT2yVhIa5WzDNP8c1tWfFsKkBHn5p/sblSHLWgrmVnlmMw9ApS0Z3FbOXaa/7SW098VW6sWafPI2tpmsJRtg5Bo8RpFlvW9Z6cPq0JKQMtvucfv1y1y/16IPn21y6mybQ4fbvONVEVdv73DDZUM26lnCWNEbqou8biEACcJOnD1RAn0skZN/CXkxGCaZOwd2ydq2EmzaIrDMG19z/7tgcm0yRjeFNHFyxFSkSs7YSfGoVYwOYj76mYDf/PM2ofGcPBGqkCdFU/GEJTamu4vvPnFgXoKZclyVVmEV9HnK3mKMKbKbRQrfuK3Aazrhh9/d5+AJn9/9tNPioEiFZGRc76ZMKRi8LMDKT6atBHWlXelAXUoWazM2F6UudqRjnX04lvhxMqaoS89IzhTneNxGHgP8xCErci5jf+ku/lFkWVyHoYi56ZoO+7aHvPnWIddefTl+TaGv3aaZlT6LR2f42Jc0w2TEd75hme95Y4dGrUYU+84XT0u7ZiwaLz5U6ZBMXpUX20WT/nFlGR2TKLYSZGZbdFe3DFRlsZNSpiJVcjBXmFyW1YGF7i4e3azB1TX4iy83WAtzcDuAe9Jpby3G5cnYqpPbZZWTI8ZOSoWxq+5TJWE2VtVnRJFUqXb6FHXiUqKMwhhNkmqm/JR3vWHAxx9osNJTIGMwihinxyerC8cvuZdmcpcHKpNCeX1KHmzajMULQGc+ubFMMHaZuseW7H5RwVX1vcpHy8NhKVyLomseN/RDQd/EvP8ty3zXa2E0mmVxeYEXjm6k1phHb98gCITilss1VihWei2ePzLgueOrDPqzXFhzloytnKkiULmUnnopYE/KEirMXdGxY9vXVWs8isCy2mAwHlTmw2lKcKdjAWYeZOb73OgKe3uNhM98pcYjz9YxFe3tmhpyeTJebzLW0TR5DKr68iVJPGPPilVY3Qa72gxhq0GnlShb+uJJ6qFNwu3XRrztZQP+4LM+qAiExApBaDRKCLcFSVGKWoJ6Uq5Q8cFV3iOR24d57YysJPykm/FSMndFplTOuRHZ78/kbZXdx5ncutqrSYEg8ikKAk8p6r5gkKS051e4cbflkWe3s9Lx6Q9Ttu/ymZrS6NS4EcK7tmqmWopNcyO82oA/vKfNcE2xeTqiXld4Oit0yi7Li9yCKrjlONAvDiYrM1Ampckke4txYJcuSvZaWXQ2YkzKzDGRNtPVFUmSOyayIlGkc08CL+bIScmHPtNisee7/a6lG/SuBOWODROrz8Wr00Sd/Eurk5LNC4lSzdiNb7V40Ua6WQmtkvmj2/5kYzPle9/W54FnA46clyBiQGGQjISsbCLlzkEOajF2FdqKJMj+LLKZ2Xmosrlwz3MwW5sBOTuv1pa/zwG7erwqK0oRgObvuWw2dvzY5haxp6FZl9y8L6UTRvyXj7XxUWyeSfBUyqatDit6x6aEsB2ysd5j80JCq7nKH9yjePS5OTY3JS0/yQLDwj5A2QqI5aVPep7wkFXgVwtxqpZgtfKtqK+uMLfKAT8B8mJG9uTztNDeRUInHwesEpRM0Zkt6PsxYWr49T9tc/8TddfbJrXT3lK6rp2COSqfNV9ZmLi4J5i8inMxAe7xDGbpWpQ5hmr5bLWM1rWbmdxRSQ2J1KhE8+qbI37oPV3+9a/7hIl0jahGkmSuijRVKelAPjbCwbqWNCqfz70Wldgg667PkkAuwMyLtLIOGysuGVzaPPObAfhSK35BgibfniXHTiZPlNtput0wbJgWXDVT47njA/7kS12mztWZrScsbE0ISdFX71ql31tiOTjJ4fOaD/9Fk4eem6YhFe26LQfEZAY+1attwtITLwH0McYeA3d1sM/4bI8iqBRk8/AuIU+kLbq93bbZpiJRKmN/c92dzbgugkuZ4PkJ9zzm8fH7G4SRB3VdaO+CvYvA9uLM5aT9VdXfuZS7pDtQCZxyYJfSoCy+siqvMhyvFU+NRBqZ7Shd7qRWbyS869VD7r5/yBcfU842RIKQxEIzzFfe7FPm7Fmwtcw9Flv5bGQWYQ7q7HNKt/GvEOVrmWlwK8fPuc2kh2P0zImz5TGruiu20rxMprurMqU6e6Y31Ey1mnzvG9e5cvt5/vQrDZ476vH8YsKqNej9Z+DpFxW/8kezREmbcOAxXYPZpqHuu9EL49pSVJh3fKTDxUxuL/q7HNhVxh6TJTnYZcWxyPVvsZ96liovkjs5kEtgazUBdFWCW2fg9r2Y9b7lMw80ePFczUkT4UpiRa69BZUJUhf3pBbfOWchRAXoX0ef5OC2FCnysfLZqlSZSPxM1otLqZAmRRpNHGr2bop52yv7PLLfpxNl6Vfj9HiEIt8HQpJ545ecLuU0tqo6PdLFYipraSvZPJcqOYNnNeTZuczBXQW6oBJoyvJ5WYyX+RgZfkxW3FUtb0hSwWCkOL/aYLYtefW1Q265ImS9v8rxbode0kZ/6v4ZzpxLMYMpNrbcFtRuh4NstwMv65wRWc1BhYWrW1UXbJ4z85gEAS7hPIwNjKkweZXBq2AWgrHgUhaD2e0YY48FlHkip+qiSNcpb0j5/c/W+c2PtbBCO997jL0ptbe8xOeeCChzhqHIDb4ExiuyZIwlx/R3WQox2cpm8rS9MZhUYqTzxZU0xKmHVIYffueAw2c9fvPjmjgpQW4QhEKiTD5IwlbQJCaWFuEyODiglW/nOpwS6MIBWeb/m7CZm1KOmLCi7Pp3PycPKEVGdO5z5Js3C9yFL0y21khXDKkycIcRSKlIDQxGisCrE3gpNa/Fq/fVqDUEeucsNK0k3esR+F6R28dSDK/MB1bmg3TGwF3JMopJsFYYugg4Zcns1f3mRXHRVEfyVjdbck2nk46JzMGtJuTJxJ71Ktt7xmnwGM+PObwo+fi9Tfp9D+rqYvYuar4rq4soEzyFduTi5/CXJ3lKBq+AviJZqnNLjMnrPSpAlznQJUY6LS6lJo5TWs2Ed75mwF1frXP4XHaS3IBqUiEYZsl7IUCYDNy2BLstQJ25JZQ14k7R5E5Knrp37O1mvIsKI1eALq0LQDNP3FYkau6a2Cy/YmU+40XkR4M0dT87qWp6JGEssD1IEpfttKnH3rTFzEwDfe0VdXqdPpsakBjB2SXF4oohSUzWKZNP/S/3R8+7aKqNBxcBu+Jpl9HxOOjH/13J5vk4MFVh8WpiR4rqYPbcOTFj223IiiyRMnNMMibXOiGMDXc/3OTLT2bVgtJzAJ9g79y2VEKMS6tcy1bTz6Xw/rqp50sQ+jjQJ8pDrSxlis22InG625QyxUhSIVGpxAhFHGrecGPEG24fcupzHqGRmRaQbntHNCOBqzjMBEmmBUCUu08rSpDlF2S+0VQOfIQoyd66c2pFFnhWgZ7tjm2zcoF8NIitHNfcdSGTJ/ktzRsk0vKYk1VgSgFxIlhcSTm3ktIfpKQ1zdbIR195+db106fX7lpd631rFFoS0yJJ/AzQ+dDKfBRa3jFT9j8W+0FOMvYl5Eqpv21F1tiJZb+cP10CO/895S4D487JuP5WRfo9rTxPkNJ16kg/4b7HfH7x96ZIrS6dE6kQQrp9gESZlh9n8Gr8cGn2/iskMUtk5wx4kUyxY3LFUBb6WyMwonRUCk0unTcujCZJDL6f8pPf1+XF05r7HpUYX2SQdV8gNorhmKCyFVlyCU1eeOEZseWfV5b62tpSUxvKURJ5nUqhw3NZk3V0mQnTIY8BTCZJ3E8rRRWVzh6tBL62KC9mLR5gPYHxgrumZ7et6+/5qT88L4X4uTBqfGschUx7hrmWIWiqYjcEnc8b0WWpqGPxS/nWFYekkqGcBPw4sKvz7Sr6W1TH9mavlanIlkuDO3/PXQgO5CWLJ5xalvzGJ1ocPxNAQxfMXbC3yLX3eEvaJT3/alB0ifdzJ+UioE/q8NzzpnRS8nT9Rb54xR9PZcbeRiGNyV5nCaDYY/eWiB/+1j5Hj/mcWBPOGxfCBZ0IImRWbZgDvcLkuS+egUplV64VZfWjKjR4qcOLANJSMPRFQM6lTMb4QuaaPK9ULNm8LNsdH1SUN94IAa063HqV4eU3jmg2NVp/9edsct95HaR1tw+5iZFG0vAV9ZrE8xS+l+tuKs284+WqZTf5pGNiK4FnOcprMqisBprV7TByPS4qIK9q7jGAT95VNbDMSmGz56mf8qFPTvGJrzSxNQdqpNPfQsqxfsuyv/HrdMwXQM5Rfgmmnni7SPCME3mlBZCxQHN8fmEWZGbzA23G3NaaskZFZCAXGjlMeddrh7xw1OMDv62JgmTsirTGI8xqZ0SeX08dMi15fXj2KUUGdOm6ZYrXebApwGT2n5U5WCvSo2D63G2ypYSppO8zFeUqF2X5/V0jRjbaouh8cqw+CAW1YUBNzULkY1MPay365isDhBDEsWAwcIPTdcHc4+MY8hnR1TEJSr60tr7IB69cDJOSRchx5q5KlbK4ymSfwVzM4DKtOClVcKfISu3JFx8N+L3PNRml2RR8kVuDWdZS2DHtfcnUfBXovASrT0qVlyq4yoI7W2XLqk2IvaiE1spKZlNWnBXh+hCNzIqzpCE1msAzfN9b+zz4tM8Xn3R2Ye6NIwXGakLjmlqKIpJJ6zCTLmNsLi0y2w4zDzRlFstak7siFECvgjjHRM7ahvL45s5LAfLs0VibDSPKqiylzEpnBXEi6A8Ux22A7/t4WmOsRb/qxg5aw3pXcPS0YhgqN8JuQnpUGXs8ozfJ3tXG0vGexYuAXZUoVXlSBbcod/ZSF+lwM+6BT7K3rEgTHTMI4ed+Z4qjZwKsLndLHtPe+Qo1BuwJQHMJMBcQFuN4/jqCfLLdbzyjWS2+smMyZbI2JT/RRlZZXCFSgxAaGRku2xrzL76/w4P/LKA3EoVMyT9XimZks8+YI7EqUyRgBCpvVM4cFpWxcGEX5o0wWfFV4ZqIrJKQ8byJrciVsimiJJY8iMznsORTtVIpkCJ1+xNJwVC43z0YJSz2LaM0RQqL3rUjwPcE5y6kXFhJCDzhmjkr+mYMwNnJn0zQjNUXUD53af4K0CkvCpEDuRJcFpJFldtkuCRPZRu7jM0L5h5zTSq782aet9YxSQq/+tEWTx6oOc9b5sxdOieeGJclavKCrYJ9grndG3mWV7wkX1/E5BPOSdkAQWV6gShqoceqDYVjsyLoNNKBPJUYkd3TTKoYw01XxfzYt3f4T386TZRmLA5FVJiiCDPPWWBLhBXavAR18dGF26DXktmBomTcnNFLOzCTLSkF4C/quK+AXQpnYRbYM/mqWvrmud9jjKsRH4WGRLUwQRtsilaz/wBda0L/OXz9WWbahv5QMYoUJmfyik89Pui8AmQxDuDqoMQyFWsrwJ/8ObYSZFafj+/PWLJ3vm9nZg9WWLu8Z03EtZQvPRzwux9t0Rl6zgPMPG+EQgiROSdl1rJaylvV4aUjdIkZhNUET+4zT0L6Eqx9Ed7HgF6CfJy1s2ArlyTVJJBwNmIqFdIaV6+SKNo1ww+8e8Djzwfc/ZCCRkKBSgApSIxkRCXgzEBucd40hW3pPO+cvaURRea5GmcYUx5LOwHiKqtPZsAFlUYJUx0LXXmeYcsYCGPLYGQxJuEfftet3Hrz9XR7PXSzrtC+x/xMwszUBRLTIPBniGLpVu9qAJiBPB9ePllncvHGQ+NXZtVBGQN2JbGTs/a4/i532HUAT8f9bumsQFnsq+4CSykTpE44cFzzXz7S5vCK76JlUdHeWcWgl806KXZxu1RQWZUnY9JkfD968dKSu5S1E7UoTOjusspwYtjSpYLOaiFWFoClRiJyqSKskyqxZc9swv/0HT2OL2oOnRFYXRVYAqRHmoGcCZCTJYFUIb0yeZL/U5lN5ir0dam/zeSxtOOWYK7DLyKNSWmblhatzFYFhGt8SGXI2iCiMwIhNcYq9OKapdWE549bPniXZfOsYN9Oia8Fvs7KUCf09tgcEOz4Ca++xzhrjyd87MXsXWHtcT/cFFpcKeMSPRclc0qgO1swwQ8SFjuCn/vtNh+/p4H1VJmO/zrsXdZ9X2IeeuW7XiqpUz05pQ4fB/wYa0+APX/v4pqUqg7PAV0NQPPOH8fgUuTPs+BTGJLU4EnnqnRCyU/8kuL8uoBA5D6fs+HQBZNXQW6NswFtpsndVtqUjkqRjRRFBjN3TQr3ZELemQpGinVPVI4lk8c/w0w+tllZAi2Yn9Zcs3dEvd5n3+6ImbbBVym6M/Dwa8HimQuNLwTe1W+y6ZD+SNGYcVtY56nx6g/Pp/GXH8pWlun8DzsBiCrAq/OrcxCP63JVBbu0KOGkiAO7KXV2lqmUmWvinrtakwjDp7/W5EuPNrJaE1UAe5y9y12Dq/MGq8vmRWWxFS1O5e8mmbsA/6QWmZArF80pzMtTTQamsfoUV/bq+iMzP1wIhMgSP5mzIqXEWJW9JxHWVRwG2vLGl414+8sH/OFdiigRzvgvWNz1/CRWMDIlyG3u52VzKh3InaNiM3LI36t62lU2fymnqXy0Y6tg+W9F8e+quRZt3fmaakni0TSXb93E7o3BF+anvcWGp1C/9eu/wvu+7eXrW+fF+s6NyXcF8gLzM9CsGQLfbamXj1/IW8Cq7WLFDge5pFC2qOkuN2+tuiOVIipFAeaxVrQxzZ3Jkko5rBxL6JQd8ToDt9YJqTR88v46/+dvTnHsXJA1Mbj5gvmcEyEFgYSaLDfX0nl5bMUSLYcL5fZhOZi/mHIrQEpJsa2KGB/S7yZ1yTIwz6sw5fjr8WRZxcmqAGTMl5eutto9wvi4hnJ5R4hSOhrLbDvl6stjTl1QHDqpMTnNTixFVrjkkyAvzppYvi66kivXr8j/qNSST1zQhvKiNoX0co+pLTerzce0pdn7aWXCVZJCFFnOr0TI2mUM4tn/7Ymnjz38stte7fbo2TzfQWkPz3So00dp3wl4KLrmy+9xKSqqLGUXsVe5tVz+/1+UwRQWISb2QC9kimE80Kw6J7kNmGaaO6sU9FKOLUt+9y+avHg4gJYq3JIisSNlIU2KPksqoMkBVGXu6l3m3y+fGDAeUE6e7/xY5P/iUsked6TMRMKndFHkWHazTN9LAca4XYdzb1wUzC6LWMgIhbDOG49Dy1WXJXzfO3s8+qzP8SVZfmGTM7mTIYkUhYVo84Azz2bm7J19ySKjKZ3rkWt0kZXPFhnfiZX/EvC5NMomjmuOz3VhCMOE+twI1RoxGmV79ADMbdqHVA0CHdGUT6OkJU49+kOfKM6u7vEfC3kaq3JFFicv/6CTUkaMS53qPueTwBa5LJFlgDkJ7jLQTFEiZ++U1Z7gl/+wzb1P1csqwQLYpTTxJRNjkMvYQYkqC15sC14K+JMW+F/1Vu2uH6sqtFW2yyWLA1QhU0QF/JVMp0uUWISxGbidHhdCuctIGNKB4bU3hfzj93f5t78jWRtmn0Nm59ZlX7BGkSAYidJBKdwVWQG+yFP3ZbBZ1d554DzmpFRAXQbWlddjT8ZvxkKYwHooGSQWhcebtu/k1XdcS6c7LAHu17ZRb227++yJj/7i1w7Yn1jr9Ln5CsVCuw04Jqhu0ln9BfmWdPlFYLNLtsA4FAxSBJ1Q7LlSBXdpFVZALarsXQV3msmW/LnT4CNh+fWPtfjtj7bojWUrS90thBsznDsnY0VVlCdgMns5xtSXBLNF5MXMf0WkT3bXV10UWwF88W+qBVhZXYqsjHwTFRtRGOmOqc3mSgqZBdbOMya1tLyYH3p3j/Mril/5wzbDMUcliwKlxRpNkr8WoiinJQswlcx0uXHH0TG5sxbLmpRx/T1Zv3BRwmssJhk/rAInVQaJYGGhy81XrJGmbS6snv7Fl9/63rsPHztbArzR3s53/+jPDrSSx85e2MHico/X3pTwnW8wNAPQOi2YtTwxYjyFPHbwy6XDfZEscJgINh2QSxdFCDPB5DlDuz5L9+/T0vsupIm7ow0vHPL5k7sbdGMNvgIqQaVUDuBk0qS4l05RkciaDIYYfy//PoiL3x8LuP8KSC/S9bbCYoVFWOpSWYx4E5XezXJ/TSGlA3MGcudISIwwji2NyphdIpBIoUhiQ6uW8L439vnCQz5PHRRZDJmDm8Ljs0YR5zXgWfCZt6fZnO0dzJ1HjltxZCZn8qKunMWZYO8xC7TAWGW6LCXx5Nn0+abhPa+WvPK6FsgpUKvHHvzivxi8/I0/VwIc4B//o3dSq9X4yr0P8NRTT7BzvkW3P6LuD6npBF+nCGEqHybvBcx2IajWSuQnpwB5xWUpdLcZd1EqIK/qbVdBOAnuMg2f627tpTxz1OPHfmGGZw8FWE+WsiTX3hl75+Ww+SCfyZ0aLmUNXkqmjCV2KpF+KSz/inJl8kRXQX6RXehqMmTmVJhsGE8uWYxwAa6x0o1usBZjc+C7CVnCVFhcWERkuf7ymF/7iXV+6P8SPHs4C05k/mFEuZzkTA5jbG4zNlcZc5On8LPXQub9mBeFp2NSLF+VikDSiuIx34xcCUtNW1oeTNUEp85M86Ax3HjjzVx3zcuJohEwAfBNG2ep1+sszDfZuVmzdYOl5qf4fsxUM6Tmx1gMcVJukJSmyhXbZ1vd5ayRlzHm26BcWoNbxjT4BKjHGFzkAWVFksgUJZIM3IaelfzXjzV5an9AqiaSOVm9CUi0mGhmqLoSeRdJDmo5YXXm2ctiZZrwxSsXwF+FvO0EsKsIt9U+zbH3i7D94ppx68YZG5O3F7rJtEa4TVQhZ28npYRQboNVDFpYbro65Eff2ecn/5NHLxHgleyd63EQYFQJcihsQzJJ4irOM8mSHwZTNkW4veczXZ79gxwzuUuSGEGcQmQFoRHEFlJrSRPXE9r0JKJhaEeGs0sJWNh3XZ16cw6hBsVHKwCutYfSweFN8/Ujco+/Z+vcGts39pmZ7rDeD+l3E6aaloUZwWCkiRKfJNFudqHQiBQS8lKyknWKLTRyeSJLLV4ElC/lnBRBZlrpv8wAL7IqQS9lYOB3P97kI19qEuZgllX2dn6czIjJE7ZwTi7aZ6fK3pOMPeGQlTpSFOC+GNl/mTyZZO+yPHVSh2dy+CJGr0oWBp3rDwAAPBBJREFUB+5SqgjrtLiUJst0WpdFtNIFoGRsnlp8YfmONwzYf0Lzux9r0Y9xB6yQKlDuCO5AXgTEWelfHgQjQVL2fUoo2z6LEoZ8W5xShqUGYvP/tPfe4XZd5bnvb4zZVl+7a2/1XmzjIjfZ2A7GgGn2MZ0k5OZygIQANyEFbgghISShJQECBC49FB9iijHYYIhtICBsg5tsXGRbsizJsixpS7uvNss4f4xZxpx7yy0GAeeO51nSXn2tud7xzfdr7yfoRdAOBe1I0A0jVBBAL2Ck2aNRUcwFDg9Nlmj7Ej8MKZXKBKr0gFfydvpBkB7TpM2OD37wX/jj153zwPCgNzxUf+i8/upOHjjQ5vYHfT79bY+vXFfi57ugr95hdKhH2VNxrYpIHcuEZS3oYKYWspi1NOLeubDgQuBOaElsue2AOR8+e1WVd3+mwcEJ1+jOcfIFVVJbby/uv00dTJmk6M1S4CSuX0jby/wsyOKIlWT8SjZXKLOk2SDb+ZMrcoVcRhN3GtOWRZXWBaozk81oVm8mmy7dnNkw1XxxnCIpW2rWQzZv6jHTEtz9gK2TQKZHbXIyI06ewFYsuOEX2OQi8T3IA1xl4J4NBb0wgG6Hupxhy6YjvPHFh/m9506xed0stvLBC9j+kGBkeIw1K1f+26137Pr007ecMt+CA3iuxHVLV+/d27ro6uvdk751fZlHjpSYnbMJepIf3Olzza3TvOW3D/KqC1tUShGtTlbko5tXDeVSYfLvjJLkaIlQiIXAbdASnZ43wR2n40uKb11d4T2fqXNg0tGKMLLIuy3MjGVqvQ3w5mLecJTYdxbnzqXjcz+3eCyD/ZjW3NQtNKkKFC23IZIZKaK4WTcRy0mCAEJlMXEhYqstSMOHgpiqKKW1DLuK0b6Qt79mhiMzFv/rOxJKiQU3oivJiixCKeil12Megg4jWmlQKfMqjThN9t3j7xUq8JWgEwn8MIRum4qa5XcumODNr+iybNglUhVOXiU5/2kdHp5oc9WNFQ7MtG93nNrVvWAud0wt88o/fehS9vXG9t6y3T79Rzd7p8zMlOj3HEYbkr6aQEiXh8Y9tt0nGWh2OWFNF0tI/MBJdfIiJWPnMlPbMIGdZuKeILitQlLHKkXsfNjmvZ9rsG17CTwrb7FFNplBCIEjdclF0rGTzHY3Z10ebealFVvR/DgV83pmnbOKN1NqY74Fz8tszM9i6uOUqT/l+kANZYL0tvQ45+lVgq+0xMKMZJkblqRwSZvSRiOiXFLc+HOHick4lpqzwCZERVyjsrAlz+icSP/ORZ3IqFqkBL1IMBdC1OtSjmb4nWcf4e2/32FsoMr+8QH2HexnfLKB71eplUqcsNJl/VLnOzX7rn97yUv+KPcxbQrrhFXrkFIStrYzMz1NyZM4lib81iOKQy2LvYfrvPNTQHSQV57vY8mshSi5JCe9YjZX14Y/HnDHpbApuIP4cQGWG/HAfpu/+ViTH95agpLMrHYK7oR765h3IgNhF1LhQsynCvOiJzILTx2tktCMmpg/YBFwC0VJUpAUvM58sseQaDDCg7JQTrtQUZZAz9wUkYyTRDLWGomNTqTQcsv6jQUQdgLO39zhXW+Y5h0fa7DrEbTTSczJAbPrvWjJhWHJRaTSY2hmQU3HPHmpxCdCKcq0+d3nTPC3/7PNUMNltm1zeLLKzoea9AKBYytcJ6RaqTG4aD1KRRTXPIC/+OLzsW2r125Nsm9vi2bdoVKS9NVCtpwywWVbe9x4d4OHZwZ4x+dsSs5BnrNZEgQ2fmATJqcxI9iZO5UbCZ+FoyVJDUpMSUR8kRGW9LGdiN2HbP724w2+dm2FnrB1EQlGKt6gJjnHUuQbGYrtdaIA/BxwTQCb9y1ETxdaufNx/q40w0fmVOYelyR/0oiKSJGfDx2amc2sEULGBicSWfJH0xeZUZU4GZRQFiIdinvZBS3CCN7xb032jIsMManXa3w/ZRGiQS4hpStSxBMfisfBBLfU7WhCKEIFjoi4+LwZ/vr3uzSrVSKluGNXwNevExBCsyqolCS1smTTxsWsP+GCXhiGjw3wgcFBBvpqbz1z89pN97iHf8uzWwz2BSxfNMtsd4LLry/hOQ4DVWh1+rnrwYAz1gtmWyXCUH/bJBsp4qRJ8kVSiyGNGLgBcpFzMDWwzY54247YM27zlx9pcPl1FXoy7oQ2GofzMW+yNjRhlMEyP+adxbmNWncT0Lm/Uy8jX3dUPO8+gVXEdS6jSTFtn78tyWDmGyNUxr9zPFyDXH/sBNBpSgmBRZKN8QOFY4W88tltbAve9pEme8ZdTWyTsGEkjAiLQKvZ6rFOCeOR8eaNkuvGIdK/RVaM5wGepVvd1i0r41o2Bw7b9NfbhFGbO/b2aE/3WD4k6KvCouE6x5VW/Ff/wOK3BsHsvONqFW94//vewyUX/VavWnbOlsGDJy8ZmpQrxqaY7R7hny9zuWn7AEv7JGO1iOX9sLi/SsmpEoQ2UZTmquIDmHj/KuWMZrQkkVzLde8kJbAiynFuaYc8Mil520eb2nLLuPxVFHl3UneSRU3Swa0yKYstNE8nG8CYwykKvNiMoJgDX5Ppy5msXX4UeZGDp48rcPCcdoz5/oXoipQaJbl4fXIGMiIoWYSkGEkx/k54ee4x2Vk3cQttFBvXBowMRNx4h8NsqxhZKZ7qpKYgIg4VJv5EYljIspFJpaYjdVVFyVHUSrBkwGLFSB3PLtPzHfzAYu2SgMWL5th6j8u+QzbtjqJc8sIN69Zee/+OB76+aeOmxwY4wB/9we8j1NTVfZWH/odi3+gN21t89rtlbrx7kGX9NqONiKG6YGzQolEpYVlOrF9o8s18M0POWqf6gsWQYD4cmHJvKyJy4cOX1fnEV2p0LSsP7nkA12WrrtDqsLreW+XH/xUdywJtyZewGo6hzECd3mc4liIFcxx5eRwAnxcizDmVpnKWWADQ5gYpJqaKYM7OQOkwqoJPkVEHQzdcaZBvWOczOyu54VaHqFiPIBJ7nAE+Abk5y8gMuyYjGG0JjqU1MUsO1MuCkT6LetklCOMARmjjBy6blvmsHJuhFQbsPWxTqQ7esWSkeUm14kX/69IvzsOyvRDATz7tmWy//VNhVyxX//L5h7jxnj5s5bFhEfRXFfWypF6xaNZsKmWJUgrfF/iOxAojrZuhMvmv5DtnmUEzc6ly1loWLpYVgaO45voyl11ToSvN0lfToUwuGgS2SLp0isVUymhoUGlYcF5q3rzN+A3zv+lCBD1/LB+NsBSLiKBAU1ig6CjOZGZJH102K4zwYRTFm0Hpar3ICB2quK1NxL6SEDFX10OXIE4CRZFh+6QOK7phyCue3eLm7Tb/eUNZl3ojQIZZxhPiGnCIhMRXYCs948cSychEkX7TJCQrRQx0W+thArTaiiNTFlHk0PMlnZ7FXMfhacvmOGH5LLc+oNgzd4462OqG//P3XrzgMV4Q4ACVgQsJ5zqXhcHB9av6Dlb7qoqKB5WSRaUkqZRsqhVJ2dPjsyGZnZlXYsp+aM3zTLmIrOAq31+ZST2ESBuu+kmZt36kyT27vDgcWHQmE8Brk5Z26SSZSqOAyuwGWTBiYkQ8UoDmrKDIIb2I7XlG7dGWWvi2LG0vshh4kprHyG4moE7qrtPsJUY0ReVi4mnFYVyrEsUzLVEaxNFRP7dOwZ+w2ucDb57iLRK+85NKrASXxL0x6lf05w8RMchjlVwRF08ZB8h03JPjGYaKdjfEmtNzQru+zVxbMj3ncGSyRKPW4LgVA3PPWr/lMmmX+cs/XPgQWxxlffCDH+SCC55z69plzddMH36oOdCwadZsGjWHRs2mVpHUyoKKp+LOH4VjGzNzzI4fQ1otax4uiPYkJa9JjYkdIl3Ft7aWedu/Nbn7QU9XB1pF6y0NgGvq4Ma8O9eKJmPAm9lKkdd7mTd81qAnGV8Wub+FcZswKEoax87RlrwEdZFnZ5ssozGicD17H6MJ3NyopjxHcRPGZ630NjH/MUms3DRNuRNTpBgZDDlpfcDeA5L7HrQX9rbTjhARyyaL3Jk0/TvppIpFpuxY4FXGZ4NIaWGfri/o+IJ2VzLbtjkyZdEcPuORmZnZ31u34VT/aDg+qgUH2HLacczMzrB/7910Ou349EF8UbmLVTiwScQkTS6knfNGUVXukjQt6LpuYcO3tpb5q39rctcDMbgXyFAmNd4puIUO16ZjRwwZiIyzqnlWI/1pCreZFmYhYOTMt+lgmy/waKsQDy9SFJjf+EBiyRF5CmPGxMV8K65Sy60FOxOKQqQLsJAyteKascQThOM4ebp6ASes6vHuN06jgG//pJI3l0kZYUxbQqWtuKN0oVSEfo95NAxdhhtG4Ps6DhmEim43wjZkvC0LqtUqtb411Or1Rz28jwrw0dFFXX/P3OtP2Dj21Zkj26u9wEYp0lnwycHP6kwSkBclzqK0sUHk4t1mCj5ExjqC2PCdG8u87aNN7t6VgNvk2vY8oIu4QtAV87VNpAHqBZM7JoBN3BZOm3nqkW98SO7IY7rwxDyuc/8viP0E+AllTUOHJnDNpgARbxiVcvXsseS6gQSJiGUsnBN3C4tU7Sr7dFJq0JmfN+zB01b5vO9N00QRXH1DJXNeDJ2VBOxBJPCFwFY6zh0VPn+y0ZP67yBUhPH9kExW07Uq7a5iy2mr5oJQvH5oaKT7pAF+ZHIyGhldflPbD6a/+o1t1VXDHoM1KHs+jhPR7tjMtBzCKJvDmJM+NourRJLQycs8pMKY8d/Yiu/eWOIt/xpzbteIdefAndGSRJwn4d220MZk/ti/+dZbOzkqB/QM1MX6E5F7TILe2BZmfH0BjC8E7uJtuRLZBWrETSue8nGY74wmyZ9IK21pJzSrLtQDWxMHVDdPirjVTfNxFcu6ZR9Cgzz/ZVQv4LiVPv/0J9MoBNfcWCZMgU1Wu4IglBY9JbAV2JEgFIpQJvXfymhsyCoMgwBm24pWT8sjlx1o1gJOWN/h4hdsmV48tvKmVnsq4lGWfLQ7641BypXm+P0P+S/1aqf7U9MRQ31tRocPgzxMq9ul3ZUEQRYSEgaQ8g5kJpYpc5WBcfrd8lG24vu3lPizD/Vxz+7YobTsBUCdOZQi5nbJPJ18l04ewI9aDmsCd6HrCXCN37ho/Z/sUgv8bQLX7NXMPSalLIZjj8hvhMgow00bUkxtlfztmYCQIFJWHHWRqZJrGA+fDSOLKLQJuxbHLff54JuneMZpbawwgCiAKAQVxJcQVIQfYdR26w0Tpp3yIj0TgZ4uUvYEThnats+eqYiDM4Kyq3jhM8/wlw13XtrX1xgfGx161GP7qBa85JXZu3cvZ564Yd+aRTxwaNddG6bb+/nmzxTX3dzHkkaFMzdZLBrQjmYqdZw6lcqYuqCdSA3uILPelpZXw1Zce1OZN3+gyX27SwXOnalQpf9L3Z1jJbxbZLMs85bbzF4a4vwUrHU+OEKuerAA6JyVLlCU5E6TujyuaMrRzLowZIyTU3ZswSnSlPR0b3DwlKcb7W7FCEvc7qZUFF+XMdWIAEs/X+feU0uelAwoBPRg/TKfj/7FFH/yAbjuZ2XC5CCl0nAChaQnBE5sxdOEWyQII6WlIWLK69qC4X6HS57WY9HwEa7ZprjupgbjrRF8Z/MDsrRx376H9rF02dJHPbSPasEBHNuC1jW7VyyaeV15YDkfvkLw799eRIUKI42kcjCuzJs3XVhPWZDpIKhshJ+MJy44rg9OxHU3x+De66ESzi2SoVBJdjJpZpAImQd3Yr3Nga1FPZEFQ3+oBa01FKz7UUCe9zNVUn5jgPvo8D5qDDwFceE2Ml5NmlwvnAFycfOsVj9risj30qajwlUyulCmIE8sdxRZWt8wqRhN5nPGljyMbMKuzbqlPh/600nOP62FDHzoxdZcBaB8UIEWyAwF3Qh6kebmQYS+hFr4NdPEFBycKON3F/GaZ1v84cWHOGvLCu7b23vdJ7/8X7vV0YOA6bIf6wGjY4uZnJmlWqvu33G9++PDEw+de/KyNkuGbIb6HWoVRckL8ZwIzwlxnRDHDnGsUA+AMkaJJHrdlgywpY/r+eydENxwR4V3frLJfbs9lJs4k8b/Yn4ix2I+uHPUZF5WcL6TOZ+L56MpBkrT99XAzvh23lqLdBPA47PiiRNpVhim103ACtMZM615sbsnqU1RxnWRXRdGQkjFjWUpTSG23HEHUGLJiYekRuaXMb640ipb9GDD8pAP/9kUf/spxU9vr7DnsAAv+ba6lMPH0kNphdJag4jU2EgJtq/o9hSz7ZCDRySWrDLbkmxe67PquDU/bgyfsz8MZ7HtR4+gAI9jCwDvfc+7ueDZLzwyOtiYGW2ql7emHmZs2GNkQDDYCOmr+dQqPmUvwHMDXEeL79iWBntiyW1bz4W3LR+v7LPjYcm7P9XgXy9rsOeQh3IT1SljKJQ0ObhIU7tJ+asJ7sRimzMt0/uMeHM2/tCYQmH8b9aY5LtvsjqTLM5t1m1nce5URnnB2/IbbJ5vUIjypI+VC2xOKRaMCKXdQMYmzs5IKraQhl8hilEho6a7sIGzSpUM4MSZUkIYHgh5xqldRkcDtu+0OTIhDaTpDxfpqfUGhUhei5QVENOWIBDMzkH/yFnU+9b+xaGDe7cOjax6PNB9bAuerOM3LKfRqN9E1L7CkxOX9OYeZLBP0az2qFd6lDwfxw4wZ+TYidW2ggK4e+zYL/m7TzT4+nVVOpGTb1gwi6YMZ1KIbH6OJZQR6yYeapq31pk1XoCGkAdEeuyBnDQy2W3kXtN4PPnXe6IO57yQYYFT67h2gXMnb1Tg4MkHSIR3Esufs+IGL9cp/4QOybSmWhGrZSWWXMSvpwRCaq6eaCMqGenXTCrAeoKRZsCrntfCcxV/9/F+dj7s6c6g+FtGuHTj9uSki74XQicQtAJoh4qur+j4PrMtn1NPWsvAyPor6v1rbpJzM4/72D5ugA8OL2L//od3r9902p+Izq1Weyq4qOLNMNzfplpqI2VEu2unoaSkptu2tAB9Cm7PZ+d+i3d+osHXv1+jI514wrBFqvoqHYzWFSRxlgsNblsUrHMsu5ZoZcyTPi6Abx7oi/cbxqm4IRYEb4HOiCeKcAr0oyCP9/jqVTLOrpTKDXJKDGIKbAHJaBQZbwAdOiSjJ8nXiuvHlRBIGaFI6s5jUIuM11sqia0Loo7AcXxedn4bInjnJ/p44BGVNU3EIO9gESpBN87dR6ECX6sJlz3JUDVi8YDLTK9y5SmbT/2T/fv371myePFTD3CAsbHFTDzy4z1r1p98Z2t890UTh+/jGze4dHxBvRzy/NNb1MolgsCKBThjgFs+tu3jlXo8eMjibz/R5GvX1uhKRzcJJ86kqR9YKJqyRD6BY8WAmxfrJrOoxYIpk2sXsZlZeDEP9HmrnEVJ5nF1E+dPxJqrhR+XFiUtFCWJka0BmxW2mdY939upQawslTsrpJsifquIDOQahGh9FQFKaeEgJaO4eCuWU5ZJ4khgpZPQ9JFz7ICXX9AGoXjHR/vZfTDh5Hp7Klx6wsZXQBgxUJ3m4vOmqJUELV9y1Q01VjRO4MwzTrvzG9/92Z4XP+/MJwLZJwZwgHJtDOGueV9N/nT1Ry5f/or/+J7CkQ620yPw9/OqZ+kjIkUUg7uHbftEIuD6Ox0+fnmdr15XpycdsBNQO4ZDKedVA9oGiBNgS1SOo8rCbSbffDRH0qQtRTyKBW7IHipyz1mo5PSx8D0vAmJczzmQGT3NHmdkMM0soCg8r/h/IrWXhhnJ1XTFr6+1xUWiiJV23scUJd4cQka6Y0hJpIpQItJSzVZmzaNIakv+zA5Ek3zs8jq33VuhGybHUDs5Smgn9kVPn+MNz7dwLRdEh83rLe46OHrZc88/5X3b7tn7ROH65NITwcRnsPoqlVe9/v7vTU8eOafiKUYG4CXPnGDVWBvX6cWXLo7bxcfnS1eX+ZtP9jE55+ITg1sYTmVOM5C0hltijs5W84CaxbULyZzkeQvIPySdRknBlelgWjJf2JQU/pgNB5ZZE546o4YkhMhqwhPpCEuajysUdeUc3+wz5yWoDSmLVGojG5Kbu16ouzdHoee1142+WLNmyGgQT3powaR1at5FpiUYcbuhyELCicSHkj7Tc4K//mSTS7/TYE554JTAKuPYNjVLsX404GXnOCzqkzRqESPDja2fvfkZFy5uTLT+7k0vecJYfcIWHMDufw3btt3R+ovXb+r94LqrEOEEw/0KFdVodSJsWzcIe16PLgGfv6rCX3+qj8lZN7bahk630LPhE8Wp/KSF+AAv4BTmHbtCN3kK/Hn+fi4oMI+eJNcLnDt7r7xUW/p6BTNRfMzRaAyQ0hNl/J3efhQLTo6qmBQmoQ0JvSGLmavkc6isGIu8FQfjzYwVRqajrVKrnoBeyzbrAVgyivSEh7gRXSlJZOmYum0JBms+7/nDKWyp+PyVTeZ6EkoutrDocxVeJLj5LkWzqlixbJCNmy/uvWW5aK3f+MwnA9UnB3CATRtWoVT0s7Bz4lnbbr+2XK36lL0QBNhWSMntsms85MqtFd7zuX4mZz1dhijdlG8LaSGFFqFPpIxTtVeTbigoOniCrIm1CH45D9V54JqgyzuU2fiMHB0pRl4KDivG7RRuXxDTC3Hu1PnLx8LnxcMLgM8ucUTFfD1zE6SvnURkIFUeM2tfRB7kScYySWCJ5DFkhkWLe4JMoy6xOGoMcEsJlJU1XDQrPn/32mk8O+LKrSE7DjtEloMC2j7MdHrU64LlK09oDy1a+TMpJU92PWmAe+U6QW/u7Ws2nqUu+8/tfzo2s6u0ZEhRcnvUKm1uuT/iXZ8b4L9+XqMbunGkJFOdElLiSt0z6Qk1vzG4EO0wi+rm8dxiJCQ++DmwiYUfn+LX/BsTwGIe0A0WXvgwxcjuAt7sUZYJTBPcplXOHpeF+VAGuBOf1IjEpHw9wWXymPi7mc9LvpVKQZ5lTPOBnezLpOJBiRRIDHJLRSgpUTJMga3DipqX10sBf/8HLZ5zts87Pws/vddhzi0xEMGSQZ/fvXh558TTz/mQ5dh/3ahXnyxMH1+i52jrXX//bnX8ief+eOlQ2Vo6FJ5VL41bY8OT3PZAl7/69AA/uG2QUFbB8cByUloipaQkoSIVZam7qF0rtuJx76QpyJOOCjEiJTIOk8yzqAZHNxt6swaDgnOaa/YVWZLEaDDOIpZGg8O8fszk/uQ14r9l4XYj0VPcbPMdZON2jAhP7iJySaD09RPaNk9MKP/crF4/28CpQlci4BQXYGWpfZmrL09Dg2kZQHZ/ISMRZ0wtgtDBEg5rl0RsWNph+27FgwfLNEqStcuX9Nas2vC+yB//++Urjw+eGCrz60lb8GSduDbohWLpe8vicG960n/XB74u5VU/W8LPdzUo1W0QWfUYcXasJKFiqXQ2jmPM9DFpQHEVRXCkaVUeh7s8L/1u/Fnk38kd2U+zkCXP/1+kLfE3fvQPZVrVlKYYVjtJ0pja7Elpocqen9CR5CCZiSDzVKNy5rgYYRfZbYbQUL6WJaEzedqQUy6TEaEU2NKoeyF7nRBQStLuaK5+0uqAf/7DOa64cR833rksKjeG34UY+MBP75js8d9cjwMWj7123/clhvq946+5Yf/tb3j37VYUVih5+mQdRDDtC6YDrWzqSGjYioqlLbcTt7UlEY2F4sum/oeKY7WJ3K4q/EaZBS90yIssEWRGLbJoSpaazyIaxm1m6t6w4EJkkZdEKsK8PbWouagKcQdUcubIR1L0/YUWOpFFTMyISholESCtLEKiFQtiymflIydZ62CmdpAb82jAvzjUIEpLcDPQkv5emchqms2WEY6jp94lmW6lBN2eS7fnEob6GHlOQNtv8/ODzw4numtOcuTcXa995ROPmhTXf9uCA/jWWipDtfub/Yvf8IaXNj7+X1tvlq1uFAvNwIMTMNftomwby7JxJZQshWfHFYiFHzwn+ZYc2BjgUdLrFGfi5lWZpvzycS6Rt8pFXi6K9yPy1MAw4Tku/zgNt3klk5zOx7lzTqfRFJFLACXGN32t+EUep3+WHvfiZ4vfPxFYDRPFLLNmxHyNNGwosaOIyNJqU1IobDvAsTTQW+0SB4/UEEJXEXa6DotXbI7OOGndGybD4ftLTD8V0HxqAL52zRZ27bi/94xzzv7MoX17K/4pAx/8/k0P4dlllo+6nLu5jVt6mA9fNUgvaOBKDW7P1tzb5MVCzD+4KmlzigSBjDNyhVN7dpST58V11MVISuHv+Y5iHpym8zqPnsA8PrzAyy0M9sTxK9xXTODk6EsO6GaUpaCCFT/JpBhk/xWOh8roTwzQ7MMI4+ypeyvDUKSTPZIxI/nXSri+IpARjq1zy5aMKJeg1evx8csreNQZa9ZZtaRNEE3y8ORawnLjz59/xtM/s2vX7nD16tOfCmg+NQAHWLV2He25feHLXv7cnWtvb87seuSaemvaZ90yh7NP7DAyFPLZa3xmQijbirKjKDlKKx4nejHZkcoMeJyhsyIIhEKFsR61YcEiAyyx9no2YlrlN8NCcWtgPjUqcOu81V5gM6aWW+Qctce05Gam0Xj/3AhvYWzY1GJnYp25rp/UlM9/n4RGZBnY/ERqGadBk8+QjNYmqRkPBUEoCUJpiKwaX984+4FCSosgCOOal4hqJJnrRXz52gGW1Cps2QQl16HaHGFs7Tkzx204e+d9Dx4KN6xe+VTB8qkDOECpUub2n7evXL787De+5Pn2h7bdsnVgpH+aZq3LwUlFEDnUHKh5ilpJ4TlaJkBgWCSlcpYwuS0IQYSxjEB8YJN2JzMMlrO+omjZjmbFksdn/2c1yuSQbAI9cZpT4Iv86z3uZdSDzKMpR/mf9NjoXb1QzLz4ZXPxjJSSZWoHqaNoHheR9RCHkcAPJEEQgzzeTLlNrhInWV+3LUkQd+2XSy6WcBju95mYUuw/1GVs0SCbt5x3ZP2mU9/suBNXPri/+VRC8qkFuBADAExNTX/xgvOfbi8ett7nT149PNgc54PfLNFpVVjZH9EsK2plgefqtHcU6i7qIB0bHTtb8bUIgR1C108eow92EEFgCAwl6fz0WJun+gUC6HlubdxGIVQXXxIalTwwX2ko0ucVX3MhyC8Uz0flQW5GU8xMJYn1VnkwF9XEkveZ/6X1PebEO3OEY3oWieu8NZD1PCY/sOj28gBPm7njzxlEgiCQhJF2gruent/k2CFjwxVe/dwp3v7pKquDYY4/8ZxD6zed/f/2ev4XXe/R28+ezHpKAZ6sZrNBtzP9uZM3nylvuWn7ey790c7hrXcPMlKzGKyG9NcEtYpF2dP1J51uRKsbonz9cyQ1IZbMgBOE2lJ0fV0E3w0FnTAOPyqjmSEOowiS+Yzzf/QFf+8FfACRu91wJou0xaQnZCFFjH+LfkVKJIRheSFNJOYcTMOJnN89X5SIIDsjJC8670sXoiZG7YpWP8i4uBWbbz/UIG13rbTRHEQ6tt2WWc1Kz5fMtSXtro4clUuKINAdPJ4bsmX9BL99wWHWrj390Flbznzb7Fz3cwMDT63lTtYvBOAAXqnBP/5/l30mCPvDa2899V9mp/YPbBwJGWhIBhs2zXos/ebC4Smf+/eEhJFWOHIsgW1pjTrbEgiprbTrhBycVuyfkXQiQRADINUAjzt8IBZcN8AQFQIK8xzJwn3SBLZIQFEUwjTGeJscvuh4LsBZUguu8gBPgYzBvZXKgE9WNZjr0zQaOJP0enKt6INnNCUOKcbN4tl4dA34ZBqa5+kyjHbbY2pWS6gp9DGyLS38pJxYxddWeCLkwf0wPqEoeZJaRdLtOURKYNsRS4c7/OWrxo54jeit3anL/n1k+Wt/UTD872UyH2t9/6qvcfJZL79juK+xd7DKc+xwyhsdchnudxgZkIwNhWxY3mKmN8tPtzu64MoBz5F4rqDkSsqeTaVsUa9aDPVJ1q2YYzacYuf+iI4PAQIfQRBn3aRhVedLDxc0UhaSZJOk40qEcXsWBxfzMplZ25jZkpb0cIrCmcHoFsrxeuZRJdMHmJ+5LGQ1ZX5TpXJ0wvhf6Fi51qfBGLKrUmk9O+6ldawA1/GplLu4dotb7o/4wS01jky5tLsSP9ARleQsJIVWO6uVQgaaLW7c3uHnOyQqDAlDCJUELKSIGFq0dKbRt/KNtrQuHVrxOvUEIPWE1y/MgidrsKqikPJlS/sWB9J3Pj83/XBpqA/GhnqsGJtloDnOh66qcGS2Qt3V0wBsS+C5FuWSpjEVT1CtKIaainUrfC55xjjX3KL45y/388hkFeV59CxHK6SiR6dYIu4STxoGWCAplAJpgRY18hvFpCMmgHPxcCNNnyD3KAYcks8jYgHMeHOl1rzgVJpWWwkMwU39ABUPhk0i2Rl1mb8yakJKS0xwJ11Y5VKXw9MB7/9yjW/fNEAVm41jPQYaFpWyRdmzCEJ9drWk/ixSKvrrXc49ZYorbljEdMtj5YhPGCo6HcHA4OqOT99rXc/9+uR08KiiPU/F+oVacIAffO9rvPn1L1PLxvq3V8v23bWKc3HNPWQfv3qa8ekjfPK7Fjfe2U/DsWhWoOrp0RTlkkW1bFGvQKOm6G+EDDV79NV6LB3uceamWZq1Nrdst5hr6RRgJHQjqyXAlonlLWQsF7TiIlOflWazsZj/v9DaeEmjcTZsKrH8Irc5UkCl4Frg9sR6J2HMwnMobK55NSmxr5IX9VTG90iyt2Z9eJRZbsuw3HaAY/eolrocmfb5+y9U+Mx3Rphs9dF0JY4M9QZKnHkhkVJoamkrXEdr5Cwb7rFoaIadByW797tUnJBN61Z2BodHX1WpL/3GPTuD8IxzXvmLht8vHuAA/3HZV3jlK16svn7zBdtfeObD99ZrrRds2/mg89Erq/zkjiGGSjYD1YhqSVAtS6plm2rZpl4RNGqKvlpIf82nWetSrXSx7YCyF3Dahjb7xhU/u9OJ0WoTCQtLiEK3fQHcZoPDQqA2aUuumSFfXGVOVUvT9CYAiyCmEG1h4WqQhWLw6XMK/N4Etwn4RKI61YdJ0/yJOFMm0GTLKKUltu3juT1KpQ6f/Y7H+y8dpKtquCWPcjyJIYtUJa8rsSyBY2kOLoTAljanrgtYv2ya/VMBS5Ydz5KxFa/+/Ved+JWbbt4TXXLJfz8N/3jWL5yiJOuFF72Y+7ddqtadfNVXP/2Fc+3v3nLyxw8eGG8ev0iPrbAsgesIXFvieZJySVAtKxqVkGbNp1HrUq92KHtdLCsgCC081+aVF7TYtt3l+u0WkbRQwsIXktDKZ/VSAC1gPTNKMj86UqzuMyWNM6qSdemYHNu0wPo9M7KS1V8bH0/EznCUSQMKsvobEemiq7z+iS46S5zoTOgnS7vnSqtShzmjKuZcJMf2sZwuP77L4rLvN+iFeopdL1JM+QKnJRFEiDjaImWIbUlc26LrCbo9yVzbodOzOTzlsWxwjr999cB4afS5E0Mjxz84PtlTL37x/FEjv6j1SwM4wLqTf5f3fPjjTMys+PIZJy5ynn5S+wNzR+4bfPjAOHsOCCxL4rqSsiuplhT1SkijGtCsdRnqa9Ffn6VcaiFlSBhKWu0SZxzX4X1vmuS177O5Z68DVkioJEEsMKnUo/swGXUwwa3vSGbv5Ll4Rkk0TSlYbpLnL1xHmItpqMRjyEKEUmSNvhji9KkmZiz/IBIZiEgQxaoCucFVKuPnudBM7rsnsfCkhzak5Prcuxfe+pEBbry7D8oeIIi6XY70JJ2eTS+UIBKpvgjXDvBcQbenxeqFUGzfHWHZixhauubw2LD95+3bN3/Be2FX2Jb7y4TcLxfgAG/7Yz2oc3p6+gtS2va+B3/83s9/7arhu3b5DNRtPEdS8gTVcgbuRQNzhGqK798eIG1Yt1ixfNgmCLR02FnHzXDxOS0e/FqVdhQSWbaeIXOU+LdpsROLq+/Iq8cKjFpsBLnhUzI/f8fcAOZZItfMu0BdiIqUwb9FKtcgEzGp2A0TMrbYEYVkUAZ8aSZ/yM5gaXzcfGPjYCQgt2RExw+5cmuJG+9qIKoVbNuFMGDt2BHWLe0SSYdb7+/n4akSlghxrAjXEXheRNfXsiGe28GtOowu3XJo44nn/qXv+19Y/KIeFNomfhnrlw7wZDUaDaZmpj47tvIssWx17z1L9vxk2HPm8FxJpaSoVyIaVZ/RwTmkNcFHr7D43PdGqXkezzu9y2ueFzHYCKiWLcqlgEvO6fAf3/XZPR0+9rcyY+CG5c4kJkRccpvx5ax5QuRCinIe6Aucm3xFIAVgAinossZfQTaaT98vYnDrUXzx3ElTRtmM9+fy/vkvrooHIL2qOfn4LFzxkxrYFcqux6AHQ3XBa19g89wzfCqVST73ny0+fPliHpos4Vhatq9cCml3JRPTEaPD/fzeS04/1BjZ8jZU77PVat+xgtmxAzhAs95kerr9mVdc9Ixg3dLaB7fdckP/zPQU1XJEoxow2GzTC6f55FU2X7x2hKFymZWDIPwaO/ZEyOWzSBnhB21QPiT2LwVtVjgkihfBPFqS+9uQZ5NpV48JbDm/o8fonklWCjzIZRhTxVeDjKt0o+gwYMpXks8cgz7ZcFEKfJ0lzKX4UUToMGnWXaN3WWbhBek0BmNHKmyk5dB0YbQasm7UgnCEnXt7LFtU4f965mGE2M8nrlrMwVmXsquolELCuoNwhli08uyJSv+pb1GR/XnHLR1LiB1bgAM0GmWU8r947tmnHum1Dq5BBe/vTl7v1MoBo0PTfOHakC9cs4h+r8TqoYjFQxaLB3XJZqtj0wi08mmSREFILCGM3s78sClMMLNAZIJi7Jt85ESINDQmBen4xOKcechS5VHMp8OEnigtTh8l4t3Jo0VWeCZjfqMskYI62R2JJZeCdGqD3kQi5uJZyh7DypulxUn7WRTldcITumMJSclSVFwdFdl3yMZzLBSCFRJ+75njPHRonEu/O0bDU0SRzzPOPcMvl+y3Ll998s5Aed8uuc6xhtexBziAEE60d/eOK896+gvc8Ufuah3YH31MtW4Ut+/qyW/eMEDNrrC8XzHYEPTVbMolqTXFU0sZcXhG4iutSOvFzcy5yWrJe6XvWbzMj5qY1lsafDvtwLHMjp98f2eyVAxuMDqSIkUURYSRynH05Llpyj7hNJZhyUUSNRHxBIfsejq3Po7CzBMHSgpZDSBHShJGkjDUsygdIRloBEakG8Iwot2JmJixKHsujl1nuRVy8Zmz3HbvBGVrLHrRc09Ra9eve9NJx63/94cfOdjbuHHdsYYV8CsCcIBlK9Zy77139xxv5IteNfqhLw+87Opr6/+wf98ky/siBuuSZs2mXrWolsBzFY4d4dghAp8vXVvhkdkqrmdTtRSuFU94K1KPHB1JGnSNx0gzS4lhtbOoihkTN5uic11JMciTLGUAiDCuJYmUnkET6QwkEKe7tbVUCqNwRoM87QkVMQ9PrHgC7khppzTO3qaCmmmVoSGkDyltSSoEhXDodEP6Kja/86w5rt3WoxdU8ENBN1C0OiHTc5KSZ+E4HpZsMNqEP//tUe58aNXfnHLCmq+uWDm6d/zIwd7GjeuPNZzS9SsDcIANG44DaH/nPz9339PPct+7ed9JrisPvH3nzt1WvRTQqFo0qoJqJaLkhnhOQMXrMjEX8NDhfiKrTJ8LdUcDPKEokI9gLAR4Oc+K57vptTKVjJWtdKVjMvrbHAGe9EcmpwqltPyvUhAITR/CSBGEEUGYxat1jD3h0lKnv9Mjo8MsCX0K48+YzLdJ4uCZFU8stErPGgvVh+tJa5IocrRUG+C5AYv72ww35mj1SrR96Pag3QmZmZO4jo0tLVynhiitCxuNRf84stF+7yOTO8IzR7ccawjNW7+UTOYTXZd+8Zv81rmvVy99yUt/+PWvfMnrr1tndNozdtULGWyG1MqKetVnuL+FsKZ596Ue37t5hGbJZagcUXPjVjgjTGdaWT2PUVMMK5FrMyIiVmyhreRiyfixUoPZygBuW+asR4VjZ/87tn4vEVvjIBR0e1F80VY8CJIBuvlGhmLG06xenLc5ZebgmrIawtBAT+aWJplLKXV4Mgws/MAiCLUvoxCsGPUZbHb40d01CB3qnu68CsMQ17Fp9vWxfPWZ3dO2XPRPG4/f8o43/s6r1EXPf/mxhs2C61fKgpvrec//H0xOTlOpiLdf+Jzz5do1K8+69affla3u9Fnt9qztDAb01drcdH/ID7cNUrJKjFUjGiXdChdFMN2R+FF8iheKSJpUpOBMkqctZkazmLYvzrlPwK0vCZhI66PDUGBZOhEShIp2J6TTU0SRistOY2F/SxHFdR1C6BhhmDjBUWy5YyseSYPTK7KQYcy1I6UQkdDJriibXCbRaXrb1tyoE+hJeVEkKLkhQShwnYjzT57im9dPcfPdHmMNhSBk2ZJq4DjNG37r/IuixUtX3DDdUm/vtGcolR970sKxWr+yAAfo62skf77tXR/9KkG0rl61e58caj7y8r7GvXKuO81Xt9bYN9Fkdb9iqBbRqAgqnoXrwIHpgNt2Cyxh01eOcOPcd1FYMwkBmtw5cypjy25l1CR5bsq/Y3A7tsJxFI6VTX1OKFI9EqhIsmtfyPhUmFptGTcL2LYeIeLYaECHxClxmYv4hAKIhE4ECSNba9a+J7PqI0UY6rNRokYgJDhWSK3cxbJ8dj/Sz8EjZTwHKqWQXqA9kiUjAS85Z4bb7ivTZZCTn7YkevkL+r62cqn9BzNzt8709514rOHxuNavNMDN9Tdvehl79+6ZEVb5/wk7e3dEs/4JV/+sesmPbjvEWE0xXIeBuqRZkzQqDksWwfn9M4itHbbe1Y9n21ScTBPFtrOx0WbUA8wiprjSMKUqRb6dVOjFjRo2eI7CdXTyw7UjHEenwGuVANfrcfkNFR4+4NIsayfYsbSqnRuB6yRnm6xaUcSREnKFpRrgViFSYn4NvYGS8Y4S21IopdPrrhNSLs3yk3sUl18nGKrCkmGLZk3Xeevy1wanrTnM3/3BMHfvXn3FeedtuXNo8eJ/fXi6M7N8xYpjDYfHvX5tAA6wbNlygPEf33z/O5r131lRau7iRc/aecmtt91J2Z5h8WCZSsWhXpGMDgacujFkdNEkew97HDrUZKiSdKEIXFt3DCUJk5zAfLxEUmsSj4+27XxFYhYj11bcsSNcJ6LshfHFp+T51MpdFg3O0g3bTMwOc/+BIYaaFn2liKqrFQai+I31htIbR8e4ddQFMOLYCkuIXChQf2AzeqNj20GogW1ZktDRMciyF7L7QMhHLm+y72GX01b3cB2XTs9matZGRV36m30sXr6F15yx9opSc+2bobVbiEXHGgJPeP1aATxZ5562jvFDR3a//DknvmXZotoXz9q89k+mD+4478ih7Rw4OEd1sEyj6sdDsNAlnGggOpZudq54Es/RAjadXkQvVKlMgorL7hKHMxkj7cQAN82ltpAqHaPoOSFlL6Ba7lGvdKhXWyjm+Ob1cMPdFq+68BBb7+xy7bY+ZmarDJUk/SUdLJdSxXxe5DaaUnpefBL+0zRLYsUCPJCUxOrPIITui2x1dSiwFGqq5blJozAEIXQDgR8JZtsRrXZIrezTDT2aI2eyctPyH0mr9q+htemO2Rl/d72x+lj/7E9q/VoCHGBoeABgh1JqB3DnT29UY+NzKz4xuHfX2kp4l1Urd/CDgOtuLrFzT5lFNQ1CxxaUHEGtatOoWoRhxK79PeZaCs/VfDux6MQxb9uOW+lcTXGCUEdEoijLOAqRRE8iSm5AtdylvzFLN5jhH75U51tbh1gxGvKyc6d4yTltrri+xT98aZhH5vp0F5PU46oDm7RzPuH/AEEYEYYKGfenJp1PicSEfn/iM0jEzJxg30ELP7Ro1gS2Jal4kjCUzHVs1i8TPPu0Nl/6js/krKRZgxdeeGK44bhlOw4cqPzh4OKn7wfuE0X+9mu2fm0Bnqz4B7jvhjv339dfCS9c1F9bMtTc/LUd93y/cddDd1evvLFD3XUo2TotbkkoeTpptHJM0Yvm2Lq9R3uuxOJ+XbSvjJnsUmqOXPIUlVKEayvm2pLDU3oMtQI8RwPMsmJ+6/nUK21avVn+/ksNvvHjxSyq2qweEOze12CgNsNLzzmMax3kr78kGG/3UbIFJUdRilTaleTYEs/VMfG5qZB2N8Sx9QaUUtfPqzgBlHTseE7E6GCLem2KH25r0uvWWD5qU3IljareEF3fYnauyYWbZ3nwYYf1yzbOveDCc6arXu+lq1YN7Fuzxtr96w7sZP3aAzxZZ50whlLRbliyd/zw3PGnndHZcmh6y6dePftgcMcdOwfu3DFe7wQBkVK4tqBZgyXDXXpqip6yme1W0rCdTpAknFhbxrIX0VcLGGx2GZ9u8/MdDUqegxA2ZVeDwZIRjh3huT71Sotv/dTiih+OMFi3WT4Y0VdzOTJts/cASBHyonMP8oNtE1zxkyqznkPDi9PvgLQ0uPvqkkopYPvDHSYnbYbqOhLkOnqWfFKEZUaGqiWfdthhz5EaUSekryZo1ixQESXPJ4ok+46snukbXnvkja85zp6aLb/ulONX3iic2lSkVCSSwP1vwPrN+SboaIEQIhpqHproGxn7XrnSXP9Pn/rKmnf82e/+46tfdsZdS5YMbuvva3aazSrNasBAY4apdpu5jkPVFbiOBkgUQRCotNbDsVUM8B5LFx3mypt63L07YGo2oNuN0tGJ2oIHlL0u0+0uH/3WADgeA5WIWhkcC/xAMNuymZot0enWeP1FbZq1WWZ96AakZwVbalWB/rri+NUtLjz7CDsPKybnoNNVBIHmUZYEx9L8OwgFPV/Q6jpUXEml0ubQtM/EtI+0SpQqjU692bdNVbbcteppr/7H+26/dE1fo7l+aGTse9t2zU4IISLrvzFN4Vdx/cZYcHMJZxXowFpr7969OI79fsex3v/CZ5xojQzWP+bZ/vqq3HmO5c5YW39eY3a6wvBgj766i7QsDh4JtLScq624bUHJiaiWezRqM0y0hpntSDrdCD/U1j5xNB07pFbtcPlWm/seqtPnCqquwrOzeHTXl7S6Dq12ibVLbC48fYqv/bBBt6rVoNJ4tQ1lT1Erh/RVAqbbXaa7Zfp8ne4HcB1FrRJRLQccOGwx15aUPcnGVVWec3rAV2fLLF2xPDzx5LVbx4ZL9yk18Qba06FtlznreZ9WS5asaB3r3+sXuX4jAW6uZcuWQVaFEczOTv+BEOV+ET387m239dzxmQPhqcc1Ng/UxKknLJth35HD3LrTourYeG4AysaSAttW1CoBdz4o2DeuqUEUkVIKSxLTkwBEl5/cXcH3PepVhecoHNvCkpq3d31Bp2fR7rr0Nz3OPq7DN/6rx5xfxg9VCvIkzi4ELBkKOX51hyPjVYIwJAp1+5vnRCwenEXIGX52t0UYLuHk4/sJrO4tp6w7fOuUWmNd/OyLexuWD/7VTKs70d/fd6x/kl/q+o0HeHHVag2ACeCPAD7871eiFOfVPPs5Wza2XnpocnzDitWKG265GxF5VEohtvTp9UI8x+em7Q579jusjJXGtHNJHAMP6K932bEvYtu9VTxLUnIiPEfgOdqCh5FO2Xd7Ft2eTa/nsnnDLKuXzbB7X4XROinIzWkMq8YUZ2zqcvk1IUHgMzUXUCkLGjWPaV9QaZzBuuNqqGjw3lXr7K+NjrT+MwzFj8561st4G2841of9mK3/4wBeXH/8f18E8KOgd+hHAn68qttbs/mkw5Hy741a7bWrLjir+Zdz0ztpdRpUKndgyUMQ9uh2wQ8cpICSE+K5AZVSj0OTbT72zTL37q3RVxU4EkquoFaxKXmSTk8x0xL01WQsRWyxYangTZdM8L4v15hqlekr64hJEFoIIsLQp90OmZpuU2/U2HL6KJOzHTauXcXIyOR779i1Y9fZa58lLzx5SAph74zge6I6eKwP7a/E+j8e4Mmy3WGA7yXXO3OHELLcp/wdN+zdPcf+8WF/cOnIn553bvRsp6+GQ8Qdt99GpdxjZCikvympVVy+c1OZb99YIpA+bV8y3QaUxaJBn0pljpvuVtS8EkNNhSU7RGGH2dmIZzxNcvP9HX5yax+hUHQCiWU5DAw2WLbuPDyvx4tfIFh/fP2aTYt6H9wz3nI2bjqOE9Yv/9GGk7qTy5eNHOtD+Cu5/n+AH2WVqsMAk8C3AFRvFwi2r17Noka/Hfm+z66d9+M401QripJnUS0Fvqi84J1vfGnvhcetPuR//7Yasy2bpy2TnLhWoWSbtiURUYllK2Dpiilm2z7fvVly2oaG87oXl666+kf3vHNxv+tECCzbplKp0T9yIpZtccrTkCvWeAcE7HrJ+rFjfYh+LdZvRjT/V2R9+Rs3AGKREz3S/K2T96nPX9tg32GXE5bCxhWKXtRh9yOS0PfYtALWr5hm/xHFl77n8fwz+8Qpxw9MRUod6Bs971h/ld+Y9b8Bvk/ffqFW9cIAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTk6NDI6NTUrMDA6MDD3jkx7AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE5OjQyOjU1KzAwOjAwhtP0xwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 233030000
    {'hecke_orbit_code': 63050394850297329, 'n': 1, 'trace_an': 2}
  • id: 233030001
    {'hecke_orbit_code': 63050394850297329, 'n': 2, 'trace_an': 0}
  • id: 233030002
    {'hecke_orbit_code': 63050394850297329, 'n': 3, 'trace_an': 0}
  • id: 233030003
    {'hecke_orbit_code': 63050394850297329, 'n': 4, 'trace_an': -10}
  • id: 233030004
    {'hecke_orbit_code': 63050394850297329, 'n': 5, 'trace_an': 0}
  • id: 233030005
    {'hecke_orbit_code': 63050394850297329, 'n': 6, 'trace_an': 0}
  • id: 233030006
    {'hecke_orbit_code': 63050394850297329, 'n': 7, 'trace_an': 0}
  • id: 233030007
    {'hecke_orbit_code': 63050394850297329, 'n': 8, 'trace_an': 0}
  • id: 233030008
    {'hecke_orbit_code': 63050394850297329, 'n': 9, 'trace_an': 0}
  • id: 233030009
    {'hecke_orbit_code': 63050394850297329, 'n': 10, 'trace_an': 6}
  • id: 233030010
    {'hecke_orbit_code': 63050394850297329, 'n': 11, 'trace_an': 0}
  • id: 233030011
    {'hecke_orbit_code': 63050394850297329, 'n': 12, 'trace_an': 0}
  • id: 233030012
    {'hecke_orbit_code': 63050394850297329, 'n': 13, 'trace_an': 0}
  • id: 233030013
    {'hecke_orbit_code': 63050394850297329, 'n': 14, 'trace_an': 48}
  • id: 233030014
    {'hecke_orbit_code': 63050394850297329, 'n': 15, 'trace_an': 0}
  • id: 233030015
    {'hecke_orbit_code': 63050394850297329, 'n': 16, 'trace_an': 2}
  • id: 233030016
    {'hecke_orbit_code': 63050394850297329, 'n': 17, 'trace_an': 234}
  • id: 233030017
    {'hecke_orbit_code': 63050394850297329, 'n': 18, 'trace_an': 0}
  • id: 233030018
    {'hecke_orbit_code': 63050394850297329, 'n': 19, 'trace_an': 0}
  • id: 233030019
    {'hecke_orbit_code': 63050394850297329, 'n': 20, 'trace_an': 0}
  • id: 233030020
    {'hecke_orbit_code': 63050394850297329, 'n': 21, 'trace_an': 0}
  • id: 233030021
    {'hecke_orbit_code': 63050394850297329, 'n': 22, 'trace_an': -48}
  • id: 233030022
    {'hecke_orbit_code': 63050394850297329, 'n': 23, 'trace_an': -156}
  • id: 233030023
    {'hecke_orbit_code': 63050394850297329, 'n': 24, 'trace_an': 0}
  • id: 233030024
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  • id: 233030121
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  • id: 233030122
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  • id: 233030127
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  • id: 233030128
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  • id: 233030130
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  • id: 233030131
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  • id: 233030132
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  • id: 233030998
    {'hecke_orbit_code': 63050394850297329, 'n': 999, 'trace_an': 0}
  • id: 233030999
    {'hecke_orbit_code': 63050394850297329, 'n': 1000, 'trace_an': 19266}