Embedded newform data - 33.4.a.b.1.1

Formats: - HTML - YAML - JSON - 2023-09-22T10:48:54.613694

• 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': 528, 'analytic_conductor': 1.9470630301894403, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [11, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [33, 1, [23, 13], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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, [1, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479393, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '33.4.a.b', 'level': 33, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '33.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}-3q^{3}-7q^{4}-4q^{5}+3q^{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': '33.4.a', 'trace_display': [-1, -3, -4, -26], 'trace_hash': 2209742132982276547, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.968', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.948', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.161', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.899', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -1, -3, -7, -4, 3, -26, 15, 9, 4, 11, 21, -32, 26, 12, 41, 74, -9, -60, 28, 78, -11, -182, -45, -109, 32, -27, 182, -90, -12, -8, -161, -33, -74, 104, -63, -66, 60, 96, -60, 422, -78, 408, -77, -36, 182, -506, -123, 333, 109, -222, 224, 348, 27, -44, -390, 180, 90, -200, -84, 132, 8, -234, -167, 128, 33, -1036, -518, 546, -104, 762, 135, -542, 66, 327, 420, -286, -96, -550, -164, 81, -422, -132, -546, -296, -408, 270, 165, 570, 36, 832, 1274, 24, 506, 240, 483, 14, -333, 99, 763, 1702, 222, -1132, -480, -312, -348, 564, 189, -320, 44, 198, -1066, -2142, -180, 728, 630, -288, 200, -1924, 180, 121, -132, -1266, 56, 936, 234, -1606, 1455, -1224, -128, -1908, 231, 1560, 1036, 108, 1110, -2186, -546, 2740, -728, 1518, -762, -352, 369, 360, 542, -999, 462, -1310, -327, -1198, -900, 666, 286, 32, -672, 2114, 550, -1044, 644, 4732, -81, 3868, -2954, 132, 132, 2004, 1170, -1173, 296, -540, -2856, 678, -270, 2834, 451, 600, -570, -1680, 252, -4358, -832, -396, 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-14812, -3510, -6808, 2002, 3519, 11242, 12660, -888, 14092, -11521, 1620, -674, 4528, 8568, -5566, -1716, -2034, 1920, -3738, 810, -6352, 13356, -8502, 4352, -592, -1353, 20957, 1392, -1800, -10920, -13504, 1710, -2256, -15540, 5040, -500, 3663, -756, -24728, 6538, 13074, -11914, 1280, 2496, -22756, 15302, 1188, 1199, 5400, 8190, 14300, -124, -792, -19180, -9526, 72, -13056, 4264, -2442, -3642, 12068, -10626, 8568, -4648, -2106, 11430, 15090, 720, 4412, 2464, 5334, 10972, 19838, -1503, -3906, -563, 11886, -2520, 3432, 42, 3828, -8130, 1152, 3102, -12016, 6993, 480, -800, -1122, -2706, -11342, 297, 7696, 9170, -6300, -5824, 20690, 4905, -598, 10608, -9324, 8386, -484, 5106, -166, 9660, -7020, 528, 16192, -4662, 20108, -1244, 5064, -4290, -2286, -3396, -25660, -224, 4914, -2082, -14820, 3936, 9881, -2378, 1980, -14798, -4884, -936, -11408, -8250, -6696, 496, 6424, 7308, -10656, 990, 6858, -5820, -3378, 1692, -11212, -33124, 4896, 4440, -86, 1215, -2200, -3488, -624, -27076, -4432, -960, 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• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [-0.3535533905932738, 0.0], [-0.5773502691896257, 0.0], [-0.875, 0.0], [-0.35777087639996635, 0.0], [0.2041241452319315, 0.0], [-1.403868042605701, 0.0], [0.6629126073623883, 0.0], [0.3333333333333333, 0.0], [0.12649110640673517, 0.0], [0.30151134457776363, 0.0], [0.5051814855409226, 0.0], [-0.6827079338156666, 0.0], [0.4963423064087881, 0.0], [0.2065591117977289, 0.0], [0.640625, 0.0], [1.0557433089816848, 0.0], [-0.11785113019775792, 0.0], [-0.7244707385386161, 0.0], [0.31304951684997057, 0.0], [0.8105235923051145, 0.0], [-0.10660035817780522, 0.0], [-1.649983624277722, 0.0], [-0.38273277230987157, 0.0], [-0.872, 0.0], [0.24137370478545728, 0.0], [-0.19245008972987526, 0.0], [1.2283845372799884, 0.0], [-0.5762958771011955, 0.0], [-0.07302967433402215, 0.0], [-0.04634975536174836, 0.0], [-0.8894077482112043, 0.0], [-0.17407765595569785, 0.0], [-0.37326162648663685, 0.0], [0.502263099952947, 0.0], [-0.2916666666666667, 0.0], [-0.29325224762577246, 0.0], [0.2561390859959409, 0.0], [0.39416160936636835, 0.0], [-0.23717082451262844, 0.0], [1.607447012609555, 0.0], [-0.28656336421531353, 0.0], [1.4469631789698303, 0.0], [-0.26382242650554316, 0.0], [-0.11925695879998878, 0.0], [0.583357304786767, 0.0], [-1.570376291445418, 0.0], [-0.369865016199604, 0.0], [0.9708454810495627, 0.0], [0.30829855659733474, 0.0], [-0.6095336836357219, 0.0], [0.5973694420887082, 0.0], [0.9019146463045996, 0.0], [0.06804138174397717, 0.0], [-0.10787197799411874, 0.0], [-0.9306418245164778, 0.0], [0.41827337591527697, 0.0], [0.20375136133405225, 0.0], [-0.44131834230787753, 0.0], [-0.1807392228230128, 0.0], [0.27706341231380766, 0.0], [0.016387113161314904, 0.0], [-0.46795601420190036, 0.0], [-0.326171875, 0.0], [0.24425301580644126, 0.0], [0.06154574548966637, 0.0], [-1.8890678261661524, 0.0], [-0.9237753953589741, 0.0], [0.9526184896352171, 0.0], [-0.17757682195825278, 0.0], [1.2737008782305863, 0.0], [0.2209708691207961, 0.0], [-0.8689904353466132, 0.0], [0.10368032644719016, 0.0], [0.5034494347333537, 0.0], [0.6339118962212891, 0.0], [-0.4232821411357981, 0.0], [-0.13935717343318102, 0.0], [-0.7832890449484976, 0.0], [-0.22919696769372844, 0.0], [0.1111111111111111, 0.0], [-0.5683183415071371, 0.0], [-0.17456484721251958, 0.0], [-0.7092081432669752, 0.0], [-0.3777142089077778, 0.0], [-0.5115787379884055, 0.0], [0.3327245797772467, 0.0], [0.1998756715833848, 0.0], [0.6788750467456462, 0.0], [0.04216370213557839, 0.0], [0.9584318507171824, 0.0], [1.4437356712430067, 0.0], [0.026760043734978717, 0.0], [0.5552118623478186, 0.0], [0.25919453105309154, 0.0], [0.5134998028490777, 0.0], [0.014654480733887285, 0.0], [-0.34324571156723077, 0.0], [0.10050378152592121, 0.0], [0.763, 0.0], [1.6767854433043579, 0.0], [0.21550270053021736, 0.0], [-1.0829055756135726, 0.0], [-0.4525756964727324, 0.0], [-0.28998173596184984, 0.0], [-0.3188749812267245, 0.0], [0.5095695138521068, 0.0], [0.16839382851364085, 0.0], [-0.281196707587861, 0.0], 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-0.3253423238724215, -0.16881606242576705, -0.2616149276050068, -0.28664741793794307, -0.3047015441491507, -0.16996430978472765, -0.4190166288965479, -0.3049510947466913, -0.35643393687647096, -0.39122116771281457, -0.25322426158547173, -0.2019452116326764, -0.17800418164115178, -0.3103452321933632, -0.28439252919927716, -0.09507591185180184, -0.09173938269080074, -0.29492597756422123, -0.21735152234635344, -0.15089033029153853, -0.27790413290138394, -0.2427691757707562, -0.36991514160128336, -0.1349758126913782, -0.24705177615908497, -0.2544400725776433, -0.3700589218420899, -0.24747467698104564, -0.11317589600519423, -0.09927803827060065], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479393, 'label': '33.4.a.b.1.1', 'level': 33, '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], [11, -1]], 2, 1], [[[3, -1], [11, 1]], 1, 1], [[[3, 1], [11, 1]], 2, 1], [[[3, 1], [11, -1]], 1, 1]], 'ALdims': [2, 1, 1, 2], 'Nk2': 528, 'analytic_conductor': 1.9470630301894403, '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': [33, 1, [23, 13], [1, 1]], 'conrey_index': 1, 'cusp_dim': 10, 'dim': 6, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67108897, 'hecke_orbit_dims': [1, 1, 2, 2], 'label': '33.4.a', 'level': 33, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 14, 'mf_new_dim': 6, 'num_forms': 4, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 16, 'trace_bound': 3, 'trace_display': [-4, 0, -16, -32], 'traces': [6, -4, 0, 44, -16, -12, -32, 36, 54, -88, 0, -24, -116, -28, 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-8208, 5640, -616, 4916, -756, 2760, -1220, -648, 1996, 18040, -984, 10452, 9584, 396, 488, 16620, 6840, 8416, 1560, -312, -256, -5408, 2196, 4344, -2596, -8088, -15736, -23268, -6084, 4992, 10728, -2916, 4368, -20740, -2352, 5896, 2888, -7776, 7816, 9220, 1314, 9480, 240, -744, -5524, -5552, 2772, -11496, -6600, 3852, 400, -5752, -1044, -14416, 6336, 6780, -1628, -484, 0, -3832, -8880, 2424, -584, 8280, 3528, -7968, -616, -1728, -1760, 22972, -7440, -1212, 3596, 7992, -19376, 2344, -1080, 18360, 1432, 3168, 21408, 5304, 576, -15056, -6136, 3024, -4320, -5384, 216, -16760, -880, -5196, 15724, 7208, 1440, -7608, 16608, -10056, 6472, -7620, -1008, -1936, -21208, 3276, 6314, 6600, -3816, 28920, -8520, 3060, 14560, -768, 594, -10880, -4232, -7776, 18736, 1900, -7728, 11840, -11760, -1872, -360, 5412, 10440, -21040, -1548, -2412, -588, -30944, 8280, 19984, 9992, 9792, 4224, -14740, 5472, -14480, -8784, 3564, -9708, 16352, 3696, -28752, 14392, -7788, 2512, 4296, -2412, -11160, 22720, 2304, 228, -4284, -4608, 16048, -2816, -6264, 3200, 39168, 240, -2136, -232, 8640, -29692, 16012, -3024, -12980, -14388, 14496, -5904, -28776, -9048, -13248, -6328, -1512, -24122, -952, 0, 13856, -160, -16164, -11960, -13396, -6840, 14544, 13320, -21816, 2500, 11264, 13320, 52848, -984, 7668, -9728, -23352, 12924, 22768, 36292, -11412, -4576, 28400, 1800, -848, -11184, 8400, -2624, -59100, -15120, 16880, -13064, -5544, -3692, -48120, -12936, 38964, 17740, 27840, 27456, 9704, -1296, 576, 440, -4536, -10684, 68888, 21144, 23560, 22288, -4176, 6624, 33676, -13260, 1848, -4568, 12792, -25652, -3168, -5796, 888, -58520, 19656, -36992, 27840, 792, -51912, -16488, -7344, 11572, -52768, -8496, -9960, 14088, -21288, -7376, 12276, 6966, -20992, -1528, 18264, 16800, -20752, 19128, -22016, 3460, 1332, 6776, 28824, 15804, -31152, -24928, -3168, -10444, 19632, -5616, -30352, 39192, -13200, 26464, -54192, -5376, 2880, 44400, 2376, 46880, -71264, 5184, -50688, 5324, -27348, 25160, 62344, -6264, -7416, 11464, 27024, 3256, 7472, -30696, 5324, -45344, -972, 24840, -29964, -12144, 84120, -51376, 53760, 6912, 20568, 3960, 22392, 6600, -43704, 36960, -17112, -18504, -3040, -27376, 2052, -24512, 11572, 11160, -21632, 1224, 10104, 24816, 28988, 756, 53240, 3760, -38040, -5456, 81960, 10584, -82800, 27180, 7560, -19560, -15048, 6228, 8296, 65360, -1584, 3662, 8592, 360, -38936, -11128, 8712, -3408, -72240, 11664, 5768, -14784, 108, 1804, 37156, 18168, 5584, 50192, -6816, -20856, 5408, -10620, -20900, -22512, 3672, -3088, -21100, -9720, -77520, -68152, 27288, 1432, 64600, 264, -69312, 30512, -54372, -35328, -72688, -2592, 82896, 26760, 20664, -23544, 4092, 17220, 98288, 29804, 9612, -40300, -55532, 28032, 52560, -31584, -312, 13464, 17736, -7920, 3432, -40360, 35856, -32048, 36976, -3936, 40640, 34720, 2376, 3920, 14432, 19560, 17368, -55612, -20844, 15852, -120552, -12096, -8048, -1936, -57864, -43200, 29736, -2088, 94560, 36376, 9000, 33636, -6248, -31632, -5808, -38124, 4656, -288, -27152, 9180, 60720, -6240, -11736, 21494, -44696, -528, -2840, -35520, -20664, -14288, 81420, -28716, -21544, 60472, 12204, -17220, 11880, 6804, -109896, -6204, -23040, -50064, -33976, 43056, -28560, 21796, 2916, 3784, 76660, -4752, 3600, -31120, 52980, 1680, -40736, 6516, -54848, 46160, -5808, 6916, 60896, 21480, 79128, 33072, 20304, 27216, 41088, -4224, 29392, -8404, -11436, 40716, 69544, 7560, -73812, 52656, -38232, -41248, -35208, -4464, 4136, -61256, 18432, 51328, 56152, -35664, -9136, -21264, 6240, -12240, -12096, -1584, -4072, -5320, 23184, 6512, 17004, -5832, -129824, 12328, 3780, -8528, 264, 43296, 28344, -89144, 20472, 37020, -122112, -1296, 65352, 6880, 43824, -12496, 36792, -23256, -46432, 9156, -51588, 16304, 13228, -32736, 35856, -39144, -1452, 61976, -69984, 4374, -27136, 27648, 61176, 32540, 47504, -58644, 33392, 12408, -19584, -16104, -84600, -16608, -38376, 29960, -56952, -18080, 17900, 2376, -11792, -39456, -18000, 43648, 74804, -8544, -44256, 47992, -25920, 12348, -159568, 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34008, -88272, -88284, -53880, -191816, 45456, 27324, -26640, 9944, 61800, 50712, -66496, -67092, 40256, 33888, 19152, 122048, -60444, 34680, 1848, 165936, -45000, 9560, 137568, 32184, 88816, 86544, -9612, 113160, 38760, 17556, 33404, 105824, 12528, -110424, 45660, 68016, 65688, -54432, 39708, -2832, -34408, 15228, -115092, -91328, 48240, -123328, 33888, -60576, -171344, -168280, 7344, -37752, -23040, -69600, 1944, 13992, 9924, -94992, -8368, -28728, 14032, -28032, 5544, -91112, 67072, 130668, 91590, 25992, 44496, 22344, -11776, 87216, 142144, 4356, -23760, -11840, -132152, -1944, -55440, 138376, -70128, 90872, -129108, 35376, 35904, -10980, 11484, 224720, -93852, 46152, -134560, 109728, 31224, -42248, -79080, -1980, 8416, 177304, 34080, -193344, 68256, -5976, -51372, 31744, 14040, -1344], 'weight': 4, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 34272940
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694479393, 'target_is_minimal': True, 'target_label': '33.4.a.b.1.1', 'target_level': 33, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 34272941
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67108963, 'target_is_minimal': False, 'target_label': '99.4.a.a.1.1', 'target_level': 99, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 34272942
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197458702864, 'target_is_minimal': False, 'target_label': '528.4.a.h.1.1', 'target_level': 528, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 34272943
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135642915641, 'target_is_minimal': False, 'target_label': '825.4.c.f.199.1', 'target_level': 825, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 34272944
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518135642915641, 'target_is_minimal': False, 'target_label': '825.4.c.f.199.2', 'target_level': 825, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 34272945
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203962169, 'target_is_minimal': False, 'target_label': '825.4.a.f.1.1', 'target_level': 825, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 34272946
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949221969, 'target_is_minimal': False, 'target_label': '1617.4.a.d.1.1', 'target_level': 1617, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
  • id: 34272947
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197458704448, 'target_is_minimal': False, 'target_label': '2112.4.a.h.1.1', 'target_level': 2112, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 34272948
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 90071992614520896, 'target_is_minimal': False, 'target_label': '2112.4.a.u.1.1', 'target_level': 2112, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 4}
  • id: 34272949
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220715, 'target_is_minimal': False, 'target_label': '363.4.a.d.1.1', 'target_level': 363, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 4}
  • id: 34272950
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539595968185904, 'target_is_minimal': False, 'target_label': '1584.4.a.l.1.1', 'target_level': 1584, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 4}
  • id: 34272951
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576593323, 'target_is_minimal': False, 'target_label': '2475.4.a.e.1.1', 'target_level': 2475, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
  • id: 34272952
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479393, 'source_is_minimal': True, 'source_label': '33.4.a.b.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576591937, 'target_is_minimal': False, 'target_label': '1089.4.a.e.1.1', 'target_level': 1089, 'twist_class_label': '33.4.a.b.1.1', 'twist_class_level': 33, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 119700
    {'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 2}
  • id: 119701
    {'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 3}
  • id: 119702
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 5}
  • id: 119703
    {'charpoly_factorization': [[[26, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 7}
  • id: 119704
    {'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 11}
  • id: 119705
    {'charpoly_factorization': [[[32, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 13}
  • id: 119706
    {'charpoly_factorization': [[[-74, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 17}
  • id: 119707
    {'charpoly_factorization': [[[60, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 19}
  • id: 119708
    {'charpoly_factorization': [[[182, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 23}
  • id: 119709
    {'charpoly_factorization': [[[90, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 29}
  • id: 119710
    {'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 31}
  • id: 119711
    {'charpoly_factorization': [[[66, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 37}
  • id: 119712
    {'charpoly_factorization': [[[-422, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 41}
  • id: 119713
    {'charpoly_factorization': [[[-408, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 43}
  • id: 119714
    {'charpoly_factorization': [[[506, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 47}
  • id: 119715
    {'charpoly_factorization': [[[-348, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 53}
  • id: 119716
    {'charpoly_factorization': [[[200, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 59}
  • id: 119717
    {'charpoly_factorization': [[[-132, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 61}
  • id: 119718
    {'charpoly_factorization': [[[1036, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 67}
  • id: 119719
    {'charpoly_factorization': [[[-762, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 71}
  • id: 119720
    {'charpoly_factorization': [[[542, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 73}
  • id: 119721
    {'charpoly_factorization': [[[550, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 79}
  • id: 119722
    {'charpoly_factorization': [[[132, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 83}
  • id: 119723
    {'charpoly_factorization': [[[-570, 1], 1]], 'hecke_orbit_code': 4503599694479393, 'p': 89}
  • id: 119724
    {'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 4503599694479393, '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': 2, 'label': '33.4.a.b', 'level': 33, 'portrait': 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BKCIKXdSOkNfY6eg9D4GGu5bFNEf5hyakkz0/LYtSlh2/oBzUaIkJYoEnSHdRa7PjMNgSc9Tp3zOXBScORMwrHlhKA+5HU3DXjrLRDIafYdbXPsrOJ0ztyLlgNLlhuvXORffWCVTdPTHDk9y+nFBudWNcsdSXeQ0h+mrPYSji/GzMx61KY2m/e/devHrt3d+NHlbtK79bbv/FZD4pt6/Y0G+KETfaTUcu/zfyIGySW/9vATn7j69dceu+3GnWf10uoGljotFjt1ljs+q31Fpw8r3ZTVbsxyN+V0Bw4uCRYWOvy7713m5t0Njp+d5dS5JqeWNGeXLWeWEk4sppzrJ0zPjnn51QNuvQx8WSdQAWdXapxe0pxZEQxDSBJDzTc0aykzUwkGOHomoTeA7es9mvUQawUIn8HIsG1DyHJHg3VSpDOAMAGLZaUbsXmdR3+kEMoiTEi75rFt45jOUHD0lCY1mrm2pFUTBB4kiWAYSs6sSE4vW86uJgTBGLyE264Y8LIrBQvtOsurbY6fDTi1BGeXEs6uJJxcgYPLlhuvWOLff+8qG6bbHDszy5mlOosdn6WOZKWb0h3EdPspq33LuR6c6EoWV7p8x2tl8vZXNh98/at/wKjGpQ8uLqt/fsUlEULMfKuh8pKvv7Ea/BOf/BQvv+1afuzH/4+fXTr79K99+St33/GZ+8OLHnhhIK/fPWDXRkOSaqyVuOdUgpUgss+FRQtLIOHUSo2H9yuuvmiFy7aOadTA0xLfU/i+plmXNDzJcOCx70iNLz/hc/RcSC+J2Xc8ZP3cCm97+SpXX9znxsu6HFlKWBoKGsGYQ6cs3V6Tq3ZJOuOUPUcUrYbm+aOwe5NlHKWMUx+tY2ZasPd4gNIpnkzQHoxCyc2XDRkNJVdfnNIbpRw91WLnBkWzEdEJLeumh6wOenzsbnjqcMozh8ds37TMNZf2mJmNeMttfb7jVZaLNrRI42kOn5zi4AmP42cMJ87FnDiXcvCc4Fgn5tpLFvl339tn/fQ0x8/Mcma5wVLHZ7kr6PSMA/cgpTOwrAzgzECy1Eu56dIlfvK9Z+SuDWLHA48d3Xl6cfWWl9+2va7U/Ffu/vJn+fBH/vBbDZkLvv5GMvjn7vwM1125Q93z4PP/+oX9Z/7lM/v2qzNLMWc6Hsf6liu3n+MXf+wc1+5qcmZ5huVOg5VejdWezg5Y7bkldqWfsNSF46sCXR9z+5UrfOerInaua9IZtDm3UmdxxWepK1jpGpa7htW+oTcy9ELLcJww147Ztt4AgsCznDjnIWTA9nWKnZssm9YNObsa8vT+FjfstjTqqzx3YJZWMyKKPOZmDKMxXL5tzB/ePc2lWxPC0DI/JYnTEa1awPNHxtS9JtddkvDMoYizyz6b5wJ2boRtGyKUijmxBL5nEcKyfX3CTEvSHwUMhh69ocdKT7HSgeWuYaWbstRNOdOF5XHKts0DvvOOJW6/TFPz2pxearO0WmOpo1nuCTpdQ6cf0xmkdPoluM90Um665Cwf/LFldm9qsrg6zZllSX/cxK9fmRq16WcjufDvtVlN3/bt7/hWQ+e8198ogHeXHwLZqLf03m0PPrz83keeWv2Zp58/zlLX0hlAbwxnh5ITvZQbdp7lP/7YMtfsbHBudZrlToPVfo3VnleAvNs3dPoJq/2ElZ7lbFdwamBBDHjnK7q85WbDro01oqjBardGZ+DT7StWB4L+UDAOLVFiSVNQ0hJ4UA8s023LutkY7Y05eDri2QMBJmnyplsitNfh8T1T7NgIn38k4RVXBZzrjqhpRZLGzM5AEntoL2F5ucHLr+/x+Yda7NwIj+0P8WjwxpsNiRjx7MGUwydqaOmzfkYz0xTUA4HvC5SAxEAUW8YR9IeWzsDQHxo6Q8PywDJKU7ZvGfKWW7u882URmBbLnSnOrdRZ7nqs9DSrXej0U7qDhE7fMffqEM70Fed6CTfsPssHf2yJy7fVWVyZYbXfoD/wWe76nDwnsXoDQzP7f09v2vYnr7l527HV3nj0iptu+lZDqXj9jQH408/uY/3CVv+5fY//wKD7xK83zVPi8LFpufeI5OxyxGovpTO0rA4FZ4eKk/2Emy8+ywd/cJnrd9dYWp1mqdtktRfQ7fus9jWdvqDbt27J7Sd0B4bVgeVcX3C6a5iZHvL6G/vcdlnC9vWKdt2j168ReBJQRInEGIGxMBwDwjDTGrP/pMXYiLseaxIO61y82ef2q4fEpsN9T0xz3W6P/WcGdFfb3Hr1kK88HrB+1rLnqOXH39Fjz5GA9bOSLz+huP1yxcqwx6Hjs1x3ScR9z45Iwga3XeFz0dYxo2TAlx5XkAoOntC0GxotYDiSGCtIjSVOAGnQvqE7sDRbMVs3hrzs8iGvvyFhrlnj7MoUy506qz13bVZ7gu4Auv2E3iChMzB0h4aVoeRMX7DUT7nl0nP8zA8vcvWOGourDtzdfsBqz2e543F6WbDncMhymJgfePeV9mU3XvMPN2+67cMrq0ej9Zt2f6shBfwNAbhJI5lEo7c9+vU7L370heQXfu9P7/FedX3M9RfNcuhEwLmVyLHMMKU3hM4oA3k35bbLzvJzP7zEDbs8Ov0pFldbdAc1On2fzkDT7Su6Q+gPLL1hQm+QMhgZukPL4kCwOIA4Dblm94gNsymDoeXNt4bs2GBIUomWliiGe5+ucexcjY0zCc8drIFpcNkWxfWXGoLakMf3D1lcanLljibt6VUeesbjpt01locdVlfbbNhgeWSP4rtfM+DRPZot6zyWBl1WV2a5/vIhDz2XMluf5sqLB5zrdnnkhWnqusmNl1ou2TYGOeDpw4J1szFnF2Pue9pjHCukhNRYdmyMeP2tEf2BYtOM4frdEEUNVroNVroBnYFHb6joDiS9AfSGKb3MLekNDZ2hZWUkOdkTdEcRt1+yyP/zQyvcsLvGmeVpOv0G3UFAt+/R6Ts5dHbFcOR0xJW7l3nlNRbdelP83GHvn73nnd92oNVqfDbwPfOtxta3PJM5Ho0Zj6PvPbDvqV88euTQ7MkjK1y2ucmZs/Cip12xvyepB4bUSKw1gEWIFCUUj+5fzz//bY933L7C+16zws7NEWeW2wR+nXrg0wg8mnVNvy5pjTymmprhOGUwSlkfGkahpT8OWFmsceK4JUoMJ88kBIEFBL6yaCkYjhQCj2SouXaH4KJNlm2bh4Rpny88qth7YIY33BBw/eWrfOQLFl802LF5yDMPKTZPK+bbQ2qqThR7nOtDs6bZsl7w1N6I6y+p86rrlvi9O0f4XovX3WLxgiFffSTi8w83eeFwnV2bGuzYmLIwE7FzPuaqHSlKGbSygKURBCxMB0SxR3/o89x+j8FYMxwpBmPJYASDsWUwdH97f5QyGFl6I0t3BItDxZlVS2Oqy0+8eZG/d1vE1TubnFpq0+3X6Q0DegOPwUgxDF1tuhSCi7d4bF+Y49BxxdHTz3i9qP2LjzyyYeXlt9/0T0eD4e/Vm43/eQGexF0g/qHF43f/3OF9D852VkfMT/t4ukYcW7ASi8XTkpqvMA7bCFygpUSKryTPHZjnyRcb7D91jne8bMDLrhgz3Wqz0m3Q7NVoj3wGQ00/u9mjsWYYasahZRwZotgSx5YkdUeU+FgDUgk8Laj5gumWYKYFG+YNW9YPmZ/p8sXH4f4nPaSZ4g03eFx7WZ8HXoiJxm1uv1bQHY04t9zktksM89ND6jpgnCgWezHKCK69RNNohTyxr8Yrr5/i1mv6PLFPgZ3ihit8fvCtK3zlqYgvP9pkz7Ea2xYUG2brzLQaTLWgHoCnLUqCsbDnsCBNBXEiiBIIY9zfGKaMQsM4NAzHhmFoGIygF8LiQLI4gLEZ89rrVnjby7q8/3WWOG5xZqlFb1ijP/TpDTX9kWYwkoxC9/Ndt7/i0AlFlFg6/Zjl1VP8t499YfbYcvL/+86/93K92u//9kyr9T8fwLvdHkmqf/Cjn7735w4f/PN1r7kqIp2fxvMMvicJI0mSQpI6C9CCc/8ESGlQErSyeCqlpiVLwzofvXsLX32yxyuu6vCB13a4aueAuekGy50G/VHAcORlwFbuiARhLIkTQZK4pd7VbrmgUmuo+dCoG2ZbMZvXDUkYsP9kzMfuq3HoeJPpoM5NV2huu7rHIy92uevrbW7ZXWPbxiF/eLdAiYB2K6YzCDEWlICF9pBe38ckdd72inN89PMNLjpb4y23DIniZe57do44rXHzFet4y009dm/t8tUnhjxzvMHTh322zEpm24JGIPA99xBKAUJYjAVjLHGSPayxJYzdgzyOYBRBfyxYDQUrfRB6zLWXdPjA6zu8/IqU+Vad1W6TTr/OYOQzGHkMRppBRg7DsWQUwjiyxLEhSS1pagljw2CY0h1JzpxZ5brTH1/XORn/3PT619rV1d7vzMy0/+cA+D/417/Hr/87Q+fEJ77v6CK/sHz84HzTG9OoSeIkITUCJRXjSBJGgigRKCWQUiEFSAFKCpQ0KGXwlMXXhpoWrI4VK90ZPn5vk4efG3D7NR0+8LoO113UZS6tkyQBw3GNwchjFGqiWBEnkiSVpEZgrEBgkcIS+IZGLSHwI3wv5ORyyJ2PSQ6c8Dl8YgZlAi7a6HP5TsUNl/VQwSLPHmyxebrBlbtgw8IqK702V22WJMbyxUcDwqFkupnwxpvHfPa+mGNnWlx6scfpzpjnD3lsXT/DNTsXeeCZPg89Lwgjn8t2znLZ1oDLtvQ5eHqFAyfh0b0N9h9q0tCCQEuagaXmgZQuqLLWPaxJClECUSoYhILeWNCLITIJxo65cXePD7y+xyuuStk4GzAaT7HcrdEfBgzGPsORZjBWDMeKUSgZjoUDd2gJo5QoNkSJIY4t48gyHBsGY0uUKvYfGvCRj96/ztRXfiGU9eTN/+ALH/mD/+tFFi76ib+7AL/7rk/wmjfcj+SW969rPfMrr73qwPQrr24hhEJJqPkxaR2ksHieyphc4CmBlg74SgmUMiiVorXA9wy+Zwk8S8NPma4J+qHHam+GT97f5u6nx6yfGfLeO7pctnXMeDTgyp2WrRsUYeyRpirT9hm4pcHTKUfPWg6fEXRGhs880ODk0gw28pipKTbNabZv0OzaDFde1MPIJT702SYrK1Pccpnmyou6fPVpgUg81s1Imo2EYewjrUtGKe3THQvOrgiusA3uuKHPg0/U2TTvc8uVs/z9ty7x4c/3eXRfk8HYY7nTYuemOpduHHLzJX3e9co+p1ZW+MwDAcvDgKOnPU6e9PGUQEqJQGCsJTUQG0uaGGbmYq6+YkgYxly2NeTdd4Ssm1LMtgLiuMbpxRqDkc8o9BiONaOwBPYoFIxCwTiEcWQIo5QwMkSxIcxWiDC0DCPLOBaYFB5+tsWDtkvQvHv+n7x/7lf+6d/bFc/v+twffeT3P8b3fc//uDT//zCAP/LwrzJz2dfFkw9d854nnz3+W7//xXONyzYNeNONY5Y7TaLEw1hn6shCfii0kmglUQq0Etnnbln2PIOvU8fgnqUeWxqRZaqWMlMXDCNJP2py+ESTD/7RLJgEkSTccPWQnRsikgSMNVngKpBCIJVAez77jvnsOVCjWdO0fMl8Q7AwJ1k3q9m0oNi+MeXS7R1SscyvfqrN0WPT3HKJx2U7UkZJn68/GzBd95ibsky3Ihp1J4WMkXTHipWBZbmb0h3UefmVHR7bM2TvMcV0u8bNV0zzw29b5tc+DU8caDIYWTp9zdmVNhvmG6ybGbN9bsxPvmdIu9HlmcOw77jE8yxKWYTIghXr2DxJYMeGlNuvSkhjjzgJsLbBOPI4s+RAPQo140gV8m0UCcYZuMcRhJHLyoaRIYoMYQbuKLKMMy9+FAtGEYwTwTCRnOsnvHlHl4YdTX/40+t+K9XvTW5919LH//Pvfcj+xPf/yN8dgP/ML/4xf/L5bWrhEf+dG6b3feSyrS/WvvctCZvX96jXJdMGhqMAKU2mry1aabQ2aKXwlERria+lA7YWLs3uSUJPEkQpYWypx+7CR5GlneBuQgJRIhjHkjANiNMaew80eXovpNbioO20sSfBV67moxXAlRuhXYeppmSmpZib1qybhW0bQjYudIjtCr/6qSkOHpri+l2KXVskF21Z5Z7nE84uT3HDTslM21DzRwQywCpBkkqEtSRpxOqgxtllj+svq3PtJX0eeKLG+hlBo9bi+ksMP/HOZX7l04bnT7boDAydvmJxVTM/3WSmXWemPUW7EbPQjNl+fUTgJXg6QakUKVwwYXEPVRwrzi1q4kQRJ4ooVoRx9h5JwtjFPbk0DGNcjBJZwii/ruX1DRPr/i22jGMYx4JhJBjEgk4s6IaWJBqxvDLij+6B5w4+3/jet2/8SPPYFvPj37X7U2+/5ffTHVd+z99+gH/us59mYa6u9hw89u6vfL3ze7/51GLtsp0e0qZsW1+jWRtyxdYuSjWQI1Noa62MA7myeFrhxZZQ26yGRDCOBIEnCH1FFEvCyGnBKEmdK5JUjpQsGDKkBqe3DQW4hcAFrRI8DwItqAWCRiBpNhRTDcnMlGDdbML2DUNazQ6fejDivmdn6Sy1uXqbYvtGj91bx6SiwxcfbdD0NAszilZjzLMHcR33Wy3DUHHN7pirL7KcOZ2yuOozGjd40019vvbMiP0nFc26JPDbXLXL8O+/b5l7nx/x2XvnWe5Ztq9LWe1qptuKqaZHq+HRrFtqgSHwDYFO0cpmZOHugbW4hJURJEaSpIIkEcSJJEoEcSwJY+eMRLEgii1RBGGc6eycOOIsaI1chjfMgD2OYRgL+rGkE8MgNBAPuHHHCt/1xi5b1vVJ0gEXrV+t2bD5+5/7wqnv7wznPvHJT3wi/Y53v/tvN8BDzsizq+Z961ud/9owJ2rrG3Xuf7JBb5Rg0iH7j6/wHXd0ec9r+sy2E/o6QasAT6do7eHpFN/T+JHC14rAc2wT+NlNKQ5FnEAUS+cgJKXtl6SGNHXuQmozpyRzS4QQSOkCV60FvhYEvqQWSJp1QbthmW4Z1s+GLMz0SWyHj39N8uHPz7GuVuPqbYJtGz12bDJs37jKp75uWVmpcdkGxUwbWo2Ys0ck51YD/J0QxoKFKcn0NOw/bFntGc4s1di9o8Zrbuhz5/015loQ+D5KTnPVRYIfecs5PHmOP39ghhdO1ljfi1k3nTDVVLTqikZdUg80gQ+BB1pbB/IsKC9AjnuwUwNpKpxLlQjiBOLUEiUQx6kjhQzQceICySh2ZQE5sMPYSZFx7Fi7lwj6kWU8jpkK+nznG5d49x193ngjRElAt1tj39F1PPTMYu3UIPitG6/r6sAXf4zjmb+dAP/F3/wz9h9Lv++5A4//p7934572JbtmeGx/jfVTIHyfXqz44qOarz9X48zqEj/+rgGz7Zi636A3TPC0j+95+JFHoBWhp7OlVRLFLpUexc5piWLn/8aJJEkgTiFNnZNgjAu4jLF5D2cGbgdwpUSm6x1AagE0aoZWPWG6lbAwPWJ+psODeyN+/646+w5Ps2PK46INsGWDz5b1cOm2HsOkxyN72tSVx8KMYroF062QmakE39cI4R6uUeiz0ovpDC3dQcK5VZ9tG1rcetk57np0yL6TbRpBjKd8hJjios2K73ndEjdeeo7fv6vFI89NszzQrGsnTDcSGjVJvaYIPEHgSTxPFHGLFLlf7Z5pa61bvTKgJ2lp9TliMCSpIUpcCUCc2GJFjBLnyowTQRgLhomgHwv6CQxHKSYZM1fv8Q+/Y5n/87uG1AOf5U6T4bhGf9hACMvBsyNePPlU+52vXfjV3Ttv908d+PiHN138nr99AF9a7qCk/KH/+uFP/dwDDy/NHT3eREtXS+JJy4xnkELSbzfohpr/9Cceew6u8rZX9rnj2h7r50N6/Tqj0Mf3fCJfE8SaKHYgzwEex5IocctunGSedkpm/ZExt8RYSnC7JGXG3KCVS5j4nqXmG+q1hFYtYaYdsnG+x9nukF//jMcXH5tlZbXJxQuCbesEm9f5bFkn2LlpjPY7fPQ+zaHjTS5ZL5lpSaaaKVKGnFy0BFoiBVgriGLN9nU9HiWlN1Ss9ixnV+pcsqXGu+7o8omv+hw5G+DpGCE8jG0SJ5Ibdq6y/bt6fPGJIX/4xVkeP9Jk84xgvpnSrKXUfCfbfM/FKlq5bKOUoqjJsLiHzFic05I6wOcgT1In6ZyPTgXYWfIoFYwSGMSSQQLD2JAMIrbM93jVDR3e/ooBb7rRoGmwslInjAPCyCc1kpn2mDfeGvJmGTOtzs2tdqJfuOza71Bx2PttL/jv45P/dwH42eUOwvP+/sMPPfhzRw7uWbd1WnD2dJvEQN0zWJtVcAvwhKAnA3qh5qP3BNz7bJPrL+3xXa8d8ZZbO8xPBwzHAaPQJ449osQjinURKCWJ87LjNNeWkjQVpEaUWtsIClVis2SRAKWc6+Apg+8ZAj+lHiS06iHz0wNG8YivPmv52D1TPPLcNDO+x1WbLRtnJevnfDYtSLasj9i1eZVnjoz4zNcWmFKahSlBuyloN2K6w5TPf71Gy7cI4YA1CjVvuz3kcw+7mpjuwHBuVbNlXYt3vGzAI3v77Nnv0wwSlBQO5KbBOHJa/3te0+WSjef46L09HnphmmOrdTa0BVM1S8M31LTB95zrpKR7kGWWJMvLj0wm1YwpV7gkA7ojCIhTQZyWwB4ngkEiGKa4mCeKaNaHfOcbVnjf6/rccEnKuhnNaNSi0w8IY58o8ghjTZIqrBXs3iSJ0yanFmv0jh9Y148f/Llbb7vFxOHS73rBX//A0L9WgPd6XZaWetSV+N6Pf/ae//jwQ/fNjYc95tqSmuci7zjJyjzT3AoU+EowkIqe1+REL+DUww0efnbIJ67u8e7XDHnj7WPmpn3C0NVaRIlHHHuFI5CkiiSRJEaSpiXAjc2Y25Q1ZULYLKh0dRxaG3wvJfBj6kFEqz4iZcRXnpD80d3TPHd4ChEH7JixbJy2zE8rFmZ9NsxLNi3EbNvQ4/hin9/4bJMkrLNli2C6pWk3od2IEV5Eb9RkumURQmAtxIlkNlAkJqEf+1l7mOLkYp0rdrX40W/v8At/HHB0sYlWcfZgaJKkxjiSbJgLuOHiHlfvGvD80ZN87J46dz0+zalunWagaPnQ9Cy+tngKtHTpfCEmq+sMYI176FIjSK3LHKfGgTtKXZJolApGKYxTS5wkmChirjbkTa/t8N7X9nnFVQlTNU2UNFntOsaOYgfsKNbEsXarbKKIU0EYKgZjzVKnR5zctW77xtF/bK97XdJdPfPfkHX+Oucn/rUCfDwesbDQfvuTTz75a88+/rV2OOjhe4omLrXuZ8FJnFh0YtFCOEtQgi8tgRIMlM8o0ZwLa/z5ww3ue27IzV8e8I++o8/l23qsm1a0pSaKfaLEI0l0AXIHbklqJMZKrHWSwBYBJUhhUMo6l0YnBH6CpyJ6o5jFXswvf6rG4XMzPLFnGmt85uqCdfOW+SnBXFsxN+2xfk6yYS5h88KQuelVvvik4fEXprl6i2CmJWk1JO2GoVmPEF5IEGi0cr/fWkhTySjUjMYxiRH0R4b+wLLS8ziz3Oa2SwfcekWHj365Rn1FoWXsAGk1SeoTxZJR6DE/XePGiwbcePGAR191iqOLkt+/a5pznQYnlgN8JWl6Aj+XYdIFngWR51IFx+SJFSQGYiMIUxgnEBkLaQJJjFIhm2dGXLXd3Y+bLk9p1zVJ0qQzcMCOE00UeUSJyuSkJoolUaKcWxNJxpFLIFkrWFmN+cydj85dff30r1119fWr49HoM3+dmPxrA3gyeB7VWK/u/+rHLj508FB7vjWi7tUZhxYvTFHS2VdauShcKScRdAKeAl9BoKChDcNEMPQCRonHctTgrsenePCFEc0g5Pvf3GXrXML2TSNuu7KPFq5FTAgnV1xW0tVKW1thbixCugKtMLZYEpAJzx+WPLZXc+cjLZ4/1iJKGrS0YqFumW1aZhrW+eBtzeyUZm5asGE2YdPCiI0Lq9z3XMiH7lzHxmnNQhvaTUW7KWg1EupByIMvKsaRxms6UFkriBJJTSuuu2TEw89Ou8KnUUqn57HUCTi7NMOPvuUsJ5aWefipBTwJiBgDJIl27BhJBiPNTKvGdLvJrZcMedXVQ77r1YvsPW743CM1Htlb58VDTRKhCUPFMFYoIRFCrAk8s5yANSTGYo3BEylTfkSNmFuvH7Bz45gt8zEfeGNI3Vc0a5oobtDtO7aOEwdmd34qA7gizmIl57M7zz3PjA7HgnGkWemscuT0Pe3nXzx18Q99/3equx86mL7m9ov+5gD8sWef4dHDG/0G9/3AVGv5P22aPQZpjdWeoDOQKCUyxyJFyNx3toX3rBJXkqqVxU8ckzdTwVjDKNXZUaPfT/mPH53BJjHrF8ZcsW3M3FTCu18zYtu6iDgWmd6WUGHuapGWkIJP3lvnmYNNhNYcPdXg5NkGtbpiKhBMNy3tmqFdg1ZdMNVQtFuKmZZmbhrmpxPWz43ZvK5Hajt88mttRoMmu7dY2g1FqyFp1Q2tWoLnRXzx4RrhUOKtA5mBKU4kzbriTTePuP9JwyCUDEYpvaGm09ecWW5w+c4W735Fjyeeb3B0pYWSBogzvewRp85NGkeSwVjTHfi06g2a9ZDLt4y55dIxx891OXK6g/ZSnj6k+cQ9DYRSDtxr5w9aAxiwljhK2b4+4b2vGTHfTrl0u2X9HKSJRxi1SBLXNRUn7kgSTZyqQjLGWY1PYQLEDuDjWBKGkmEoGIws/aHrJFrtGZ47cpba3Jb/9PXHHxi++raLPnz46FPRzu3X/c0AOOHzTNcPX7Lv0MFfXz79BfnWm1v43gKeroHwHKMahc1CPYFLQpQuhiVOLV4CiRLEqSU2lnoqaKWWKBWERhCmHqHxSAwsDtrc84zBkvJnj8QIkbqbZN1NgswscU8WQiiEkEilSGKNNBpPS1oB7FywND1DIzA0AmgEgmZd0qor2g3NVEsy04a5qYSFmZBNC31SVvnlP63xwLPruGgOZhoZezckrXpCox7RbIyo1xsESqJkpsFxciCOPcYjwShM6YeKwdjQHxnXMtf0OXF2ipdfEfIT7znLL35Cc6wTIITB2hiTWuLEI4ol49DVaLdGmmbNp1Gv0Qga1IKYVj3iht0Rvhdz0+6ED7x2iFZJkTEWwk6K8kzSGSMRQhJ4CvAZh5rlVe3qdtI85nHvTh66grU4cbFQHvTHiSSOnbsVRi6bPA5dwdZgZOn23fSDkyvw7DGYefpOuXPb8NdPL/e/FsfD5/46oPn/GeAf/LWPc8+j6+rj8dPvPHbqMRFFip0b+2ycFaTpPONQMhxrfE+SGoU1abZEgso0eJKCyoLO3LuODUU0nxpLYgSJscSZRkyMJLaS1GhiE5Bmtlf1VWQpBWghXKZSQa1uqWlLTaUEHgQaar6lHgjqvqRRlzRq2gG8KZhuGWbbCXPTIetmB2xat8yH7jT84V3r2TqtmG8Z2k1Fq6FoNqBRT2nVY04vGw6eDqj5bsWCvNLPLc07Nxg2zI/pjX1GY5uxuKTT17TqNVqNaT7w2nMcOn2G3/rMZrTUWAypSd21SDRhpBhlmnZYkzTGmnrgUQ9Sun0XY/heiqdTPC9FS9coIaVL54vscKUrAhAZyAVdk1VZGhfXuPimjHWSynucujKEJLdsU5klkbKMaSyyZFGWMIpTBmPDmQ6c6KVcfnGP113fobf4NbFjLnnny2644uDRPX842n75d39rAS514A+GJ396/4srP33/M1OyF7V4bE+fb7t1xOuv7xH4Nfd9MkuoeDKzoS1SWmQKOjscmJ1V5efebJ55M7ZIs6d5ssKCsaIIlKqaG8gyeS6w0tKgiyIu8JTA09b5xlpQCyQ1X1IPFPWaolWXtBqWqWbKdCthth0yPzNk2/plHnkx5KP3bmKmFrC+ZWg3hAN3XdKsGZq1hFYj5JF98PTeBhcv2OKhztPmo1Bx06WW3dtGPPrcNMPQMhqnDEY6A7lHo1anXpvmO1+5wtMvnuPhPRvAKoxJ3UOfWJLYFvUko1DTGFvqNUXNNwS+R+CnBNqgdYqnXQmEUq7eR0pXGoywCEo9VwbnIru+DuTGiMyhkiR56j9zrZJ07cfOYixB7rz0/B6DMxyMGvM9b1nlrTeP2DQ7RbevZCfs/OsjJ0/7rWb9Z4HoWwbwcDyUg+Ho3/7Sf/mDfxr1z/hXbJCsDBXnutN8+t4GSRizri0II3djlRB4SmZetLvASlpS6YLPxAhM6t5TYzHZxXA2Vplqd9YfRfKmknmfWHHzVHUuhZTMMpaKStGWy/4FvqIWKOqBoFEXtOqWdiNlqpkw3QqZmxqxaWGVh/eN+Le/t55jJ6bZNW+YbkC7rmjWFc0aNGsp9VqM743pji1KKjxlkbI8szQDRpz4tOsxw8QwDN3+PMNxSn8o6dYVjX5ALWixY0PMv/+BLv/mI5Kv71mPRWGsIU0NSZpkqXTl3IlAUg8VNV8S+JbAVwTa4HnO79fKZuXG2fXPZIoQ9rwGXZPFMcaUrJ7XzadGYIp8g3OGEiNIsyaVJBVFOUBclAW4+ygEBL5i8zq49vKQt73Mx1ctjpyq0+n7nFle9QfR6j972R3f7g0Gw/+72Wz8ldP5f2WAh+Me1sY/e2jvA/97k1O1jQs1Gv2EVt2wYRqS1OPU6YA0FNRrNqv5ENmkIYmUllQalBSkypIai54AdQZyUyYjCrbOykDzgzUAz2R3Flg6iaKkyEpuKctttatp8T1FLXAjGeqBpVkztBop7UbMVCtitj1i00KHh/cO+TcfnmffsVm2zzqHpVWXNBvSsXfd0qilNGoxcRrxB19uIZXCkxYlSpvQ2Gw5Tz2+5w2rfOnxiH4UMMwAPhgp+gNFN9DU/IDAa3Pp1oSf+cFl/tWHBQ89tx5jJalxafU4azoII0NYc+WuQSCoeYLAd5lNX9siY6uVQSoX5EthEfl7lSFsDnIKRs8nDJj843xFzZJpaSrKOpf83yorc5q6nydwxDLdFmyab3P4RIM0hXGk6A8Vqz04eOJkbWl47z/5tje/Tqys9v757F+xI+ivDPBDh/dhrb313Kmv1RemI8LYQytBPTDEqUEAnnYNCpBpbiUQUmTSxKKkwGTgdmC2E3Uj7kI6kNsM3DZj8KzcGbvmvHKASwFCuvkhssLeWud1JxLPk65+wxfUAjfzpBGkNOsO3O1mxHR7xMJ0l0f2Dvm3vzvL80fn2TIjmGtWpElN06y5+pV6LaEeRHheyMnlGTzluo+cLVcGmWnqEh8bZyxJEtOLa4xCyzg0jMYp/bGkPlTUfA/fq+HpKS7bkvAzf3+Rf/E78PAL65xUSI0LypM0Y3JDGBhqkWTsq0KCeR54msyqlc6ilSClzYjAFoVZazDu5Ar5qpmBPLsnaU5A1oE5zx4nhuLf0pRKLZD7uUq4B2Kpo+kNFQKIE8FwDN1ByvGzY052H61fc/XOW6ur3/8QgB/a8xl2Xjxu/J//+m6/6Y3Zvl7TrAkEGt9z9QzWZrJAySLJkV80Y0TWKOskSd5HaHKg2xzUtrgohRzJlk37EucmRVlE5ZwaUYBbSTdru5QnUPMg8A31mqUeOP3cqMe0GxHTzRHzM10e3z/mX/32DM8eXWDTtGKhaZiqC1o1SaOmaNTdKtUI8lR/xMN7BIOxT02RpcvdQ543IaRGECeaZk1x25V9Hnm+zTB2MmUUpgxHin6gCHyF7/mZfp7m8q2Gn//hc/zUb8JDe9YRG0lsTNYsXfZghr4k8F1/a16b4mUPtzvIZEop42SW5b0wyLMDUZGHkGaZYmPcxybN3isFXY6s3Hv+cvfVSRkl3T1NUtc7OhqneEqwc12P/c/e6S+LNzQ+/MefG/7Ad33bf3+AP/XsMfp66/Tjj370N26+NHrlmbMeceL0nhACz3MnXWQPKXsFC4DnF8WC0TlLZ3UjE6CefLfWFsxNpr2LmyFcQZHz2UVRZKQKgLsVxNOOyXwPfM9Q87MCqyClnsmLVj1kqjViptXjqQMh/+q3Z3j6yDo2TGsWGoapOjRrgmZd0agrGgV7p9SChFZjzH1P+3S6NWZmyjR59QFPU0GcKtbNKV577YD7HjOuiyYyFZBLap6k5mk87aN1HSkNl2+1/NwPn+OnftPy0L51xEYT5xWAqS2YPIhlUV3oa9c04ums/U/n14bi/IqHkDytbwuo5wmhtYepvBdysiCsyftp19yzJCl/X174FSeuTNfTkrOLlrsfGb/y2uuO/s73f997fux9bz3WqU/95XaF+0sD3MYnwS7+1MFDJ95nk2U2zPtZgU7Gikm2VFUTLdX/n1+cwgWhou3ygCZn62wpxFYYpPKDKEtB8zoLpyfLGm+lyopBrXD1Gdriea6xuOYban5KvZbQqMU0ayGtxpjZqS5PvBjy0785z1OH1rNu2mNdI2WqYTNwZ+xdk9QDx/61IKERRCQmpB8FCCXxcgYvNLjIgmZnqcWxR9Mfu3KBqMZMDvJxytB3DB74Ek9rPJ1vQGu5aoflF37sLP/XfzU8tHc9sdGEqSBKTcbiglpsCDyL7wl8bbLVy7X8qWxFc9dHFJJOVuKXXFpWLndRsFYFd0FCGVPnMjIvT85NgfyeTrxEjoUM4GnmDmUuWhSdY+P6I+975pknD0ZR/C/+snj9SwG83z1Brbl5+4kXfvnqLbOH6HmWJI0znzPrDsl80Kp2zp/+KsCNLW+2MeezQSFFTLYsVv5/calz1q4Glflym2dJs2BKa4unHLB9bYvqwZqXZro5pl4LmWkPmWr2eXhPwj//0DxPHlrPwpRmoZ4yVbO0MnDXa85OzMFdD1JqfkK7GbHniOXeJ5r4UuIpl9TKH0THVmQFTYrEaO64IebiXQMOHquz0HAjGcaRm2cyHGcsrBVae1kG2HnXV26Hn/+RJf7Fbxq+9vwC47hOmEqixNJInGQJPBzIdb56maK3Vaq0WOGUFBWAiwrIOU+vlCCvEM/EaltKzEl5yQQWyFoGbcUGjlNLHJdlunGi+MKDpzjWffTq//KzP7x938GTRy+96Jvf7vCbBri1+wBvx7jz+V+abb749sbWAyyuLtDp1xmOfUahwoslUWyzqr4y+Ch81QmAC2wuRSgDmCpTr3VKKteYvML5PHALi1S5LWiz/s6MtbUbMeF5hsAzBH5CzU+oBRGNWsjs1JDV/pD7n4Of/6MNPHNgnvkM3NN1S6suaNZE4ZU758U49vYdwOtBSJSmjEc1aso9ZDIHTHEtM8stlSSJdlpeh4SRZRSLCsANvu86mjxPopVCSa8AOAKu2Sn4+R9b5T/+ccJDe+c41W0zbkqmU0srsdSyiQOBZzPvP3dSbMHeuVTJAV6cb3bSVZzb6n2YAK2dZPM1wJ84yIwCquW6NpNtLo4YxTAMBYtDybGVLkn95Ns/8qf3pK9+2XX/5NHnjxy5+cpvbpeJbxrgjz1+mlrQu+WFvfvf+dATJ9i9zePbbl7B81KWO02E8LOxDm6JKeux7STACyDn4C6ZOs9ErgV4+ZpIRxQ3wSWNyhoXmYM7K+7ysrJYTxv8ojzWgTvwM3DPDlhcHfFzf9DgM19fYGkww8KUZKGWgbvmdHcjCyzrgaQR2IzBnfauBREQcfdTPquxz1zARD02YvIBT1PX/NAONK+5fsjD+yL6ccBUbLIudoMfulp1XzuAa2VR0kNIl6DBwmVbJb/4j3p87uERP/u76zmxNMNoWjPtC1qJoZFAELvRy75yA428PNCUogiC8/dqoF48mKIEeAH0CUa2FclSdvQbXgLkE+xN0XQRJZYwgUEoON2XRHbI+1+3wtbZMzTsuncm/Zk/CNLBkb9WBu8PhjQb9d133/vgP/7TO4/zzMEtfFYkdLonec8dY+qBT5rKDGiKRNlKTbbIAsrqH5lZfmRAN1VAny9p1vL3RCAknCbNXQCZFXE5G8xmnfkO3K6/M8X3Emp+TODHtOojtB5y39Mpv/P5Nnc+sI7ItFnXFszXnCxxFmDuk6vsEBlzV9k7RuuQB1+YZhhpNjZs9sCtZfAs0DSufqPmKW69fERiHMBHsWCcuyGRG7nm6dziVBkQXfbRgU0wPy1436sHtIJT/O7nR9z/whxn4jrDmqSdWJraOpDrLA5RNotLbAbyjBiy+CWvx5KULL52R8EqyGGNBMmkCRXGvlCAmgeiaVaaESUQJoJBJIhFygdet8wPvMFjHM5wZvUoSXTjP7766pc/OR6P9tdq9f/vAB/2jvDUE/cyNdXa1Fs+9KrNM2Omrgg4seTRChoYkyIEaG3c8BwJOgs6jRFFUuA8bb1GsljEBGO7dzHpBxbAtmukiS18XJWNdSs68zPm9pSrxQi8GN+PqXkRjcYY3x/yR3dpPvjf1nFwcRYvqLGhJZgNUtqBpRlAM+uwrwcu21nLEkKufiXNVgInT5Z6KYPIx1cKX9oiwMzP3blIWaCZpbejxKPujdkwPaIzbDGKRTZuzcUKnpdmNp/K7E5V+Ndl4OoqH9/+igE3XbHIz//+mD/84gIrSZNh4NH0JG3tanAC7cqT82YInSd9JMUDmWeBi2t9AYBPgL0aY3H+Kpyv3lXDoAR46ZvHiSBO3b97AobDBgeOz3HiXI2zSyHL4d5XHTsdbxoOevuf33eMKy/9xq7KXwhwa1NuvuWmHUtn9nzoWPosl+9S9IaaS7bDznXzDIajohRVa3dBUmVQqcyYW1S0eLXOobzZkwHoNzb185SyswNtqbszva2kQVaZW6UO5F6Cr50kCfyQwBtx5GzCb32uyae/NsehszO0Gx6zNZgJUlqBzVLvObhlBm5ZJIVqmfYOfPfgtJshn3pQs/9onZoSLmOYOyiUKC/GOFinw+NEc9l2eOtNfX7nC3MMGpp27AbqBFEWNyiD1jKb7EUF5F7lZrlVYdu85J9/95Crd57gN++c5dCZKVaSOkNP01SCRgZ0X1r34GQuU8nitgjWhXBlvqJqIa7FyJpPCk3OGtZmkr2rIC86ijK5ohXMKsHRYzPcbTSpSej0EvYef47vef8lH7rx5tvfvNLp/YVS5RsCfDxOCQLJqWNf3zJcefyiTXPH8OQswzABBM26y8h5OkVn9pWSxrWKKbOGwcWkPCkYvLzp8NIAF6KUJzmwS3mS/e6sxsK1o2UFRipxnTteQhCE+Dqkn0b8+sd9fvdzGzi5PI1RdWanFLO+Zco3NDLmbhTpe5nVqWTSJPPOC3D7LnsZxhH7TwQMooCZIHNx8qRT7krky7at1KTEmnZTs3NLhArG9KMWI19Qz2aQ+Jm88jKJonPXQ6iXCF4VC1NDfvTtQ955xxl+93M9fuuTcyyNmox0jZpWNLSgrixBYh2bSydVtCxtzXxVLJicSXl4YUKsgP4CZoGpEFlhDecgz65J/jM87TYe2H8iQuAGhx5c7LH1sX0XtaYaW1738uuO2CRF6JfeauobAjyJjiFse8Hz5Mc75x72Ni+MqAeS/thpbinchVdZwFNWoJXgzlncVhjcZOCmeM9KNS+QoXQBTuXiZpVv5cXP2dsUMwuVdODWKsX3Ymp+hO9FdMcRDz4j+aO72nzya3OM0xa+7zPnC6Z9Q9O3NAJLwy/BXQskQSAJMmniEkOZM5EB3Pdc5vPwacv9jzeIYo+gac8LMPNX7vfnpahRrPA8zWtv6vPRrwzYd6LJqOZGM4SexU/Aiw1eZFBKOt9aCqSQ5XAfStC4aj9JI9Csnx7xf33nkMu3hfzhXS0e2zPF4qjJWPl4nqamBXUJgcxs1NxeldblEwQTBxcC+lqXq3If8/tcAjtjb8pcSGorJQCV/2sSQTqy9MauRLo3FiyNBHfd/4T3ztdf//Gl5dVrV7uDxb8ygzfb6+Ty0jO3PPLYZ6f2HeyzdSHmlstGtBo1wjggTcu7VmpoWSnMcQeWSZDnTP0NgH1hgFcKg4Qp2bsY95Y6gKu0kCNax3QHMQ88J/i9L7S564kpVrotZL1Gq66Y9ixt39DwLA3fUvfJWNsxdz1ws8lrvqDmk1XomQzcxq0MfoLSIS+egJPdmkusZPp2MnFS1s+4PkgH8sRIokizvi3YvXXEs8cShrFHmM349iMc+FSaSZQ8UQNyTWdOkTjLbMg4dfXh733tiDfevMpXn+zzkS+2eWxPm+V+g670GfgaXwl8KQgkrodTul3qlKgwusjKfuEldfmFAU5FkmYPIiXY1wK8BLn74YmBUWIIvBGvvq7HuumE+x/67FQYf9st27dd+QW+wfCgbwjw5cXjwblF9V//8x+Mm/c9v4Wp1ohvv22Rv/+WHldsHzMKfVKjSvAaUfRDns/aMouuLyRNxIViyYwh3L9Ui/PFBLDzeYau79PP3QwZs9hPuO9xzecfaPGZ+6c412siajW8lkdbw5TnOnnqHpnsgLovskNmJaeZ7vYFQc7eOcB1gu8n1PwIa2PufiLg6Ok687MCT5psmRdlo28FBdaU5adpqhiFHtvXC157/ZBPfz1iEHuMYkHNc218fgJhbCurlCr8aoSckCnukGWjgnF+ez0Iee+rR7z+pmX+7Gt9PvdAg/ueaXGu22AkfEa+RnsKLQSeFHhS4gmbSS3rHBYqErEC8JfS5TnAC9YugC1KcJNVWGafp5l97CSLJYlirtu5yg++dYVvu8nSqjV48cTp5tS0/a/x6PjlwOivBPB7vvYi3d4AbYbcvENxdKnNb3/W59zqSX7+x1bZMh8zjjyMURljy5LBq6Bnkr0pgsxJ/V1cpOKi2VKWZHrbvTtgiwzgWqf4OqZWixmHKftOwpFTio99eYovPNbm3GoTvBq67dFQkpZnaWlD3bPUPah5Dtw1z80kdGWmsnKI7N9tBnJTgNz3XHvawVOGZw8H4HnZMm8rKXoxQXXlTXZOinNT3Djnq3aGXLFlwN6TDUY1QSMRBLElVGTWnsnYO3dTcguy1CqFz55ZkcaobPqAxzjyqNdDvu9NIW+7rcOXHh/wJ19pcORUjb0nG0SdgCTQjLVGKunS+YCW0lVmUgahSlTyERcgpxzQFNrb3f80/9szELuPy2FEjuVTsClEMbvWd/kXH1jkbbf6HDm5gWeOt1ntgWwewPO+8RYpLwnwo8ePiygK//HdX/z4/JU763T6rhhppePx9aeaHF1dZve2IdiA1KpsepTEmjUAt64J2FZBXQH6hV+2CCYdi5uStYXJAJ4SBG6SapKmnFmGL9+jOXiizr2P1Dm5WufgqSYEAaqhqWlFU1ua2jgXwbME2g2ODzwyEOeHzA6VAZxMc2fg9lICz7G3e7AiDi/CniMNPDlpDxYShbIevNChRfOAzPocPa7YPmL3uiHPHUoYJh6tWBBq8JN8GkEJcCkFQsoJJofJwK2QQWn2O1JFnHqEnk+7HvE9bwh5xdU9Tq72uPtRn0PHA770RINTyzXSkYeRmthXCOk22RUi+33kGc/SH6qyeQHu/KGjlCiFHsdW6lMsRT9tDm4bwzjmotk+L782pDeeYt/RKY6cqrHSg30nD8z//e9/9z9eWTr6C7Pz2y+ocl8S4F+6514E6fvmWyebtd2K0Vhx3WVjtmxY5PjiEJMI8BLqTUMaqawAX5ZAz5i8yt5kn1PVWGVqchLc2ImA0kkRp6+9ICVOLYeOC549pPjyIw2eO+zzwuE6vTAgjALwfFTbI1CCRjaOol7xgQOd12nkZbOuLjzIZInvK3xfZg+ALbW3l2ZD953Or/kx1kScXZGENnBjnqVFV2y2NQRegDy1k/2OUeIh0CzMRkg1ZhB7DLVwTkdcFoxpZSYykFJUjXZZJtGMLJm80kPppaoYPzEMfTbMRGxbH3PDrpBRNOL7D3d57ojPlx+u8ezhGoeO1YgTN9fDSoURkolsUA7xvECrvJMIB+OS0qvLTLahmOvmzw5jSoBHBpEmCC/lqRfhwCnB408DScJwnJLYU8079t39Pt+Xv/CXYvBf+vBdJLajdrQfFVtnlhlHPnEimWkNedsbFnnheMjH7mzysbtqvPVlIa+5LgKb4mmoN/MAUoJxo9QmZErG4BOFDQXA82DSoLWbYyKkIY4sw7ED/pETkj++K2AYK556ocaB4wFLA58w9UH7oDxUW+FLQV1BQ1lqCjfOTGWFR8qxtu8Jl/SogtuT+JksCXwIfDLXxKXMPW3wvSTLiMbUaxHnVlO+/FCLbj9gZkqgMy9eVnBw3hqVlycUWlwShor5OcUbbxvzpcdGHOs2GXnSyRQNXmLx4tyzzicTpM4upDrrRBa/w1hd+R0O6H6qSLUi8RRxqoljL7NSY5p+zCuuSrj18pB3vGrMi8clT+/xGEWKP/xyg8NnPBCS4UiTRipLd0qsLgFuK61Bec1Keb/z4fzuEIlFGJtJEku96RJyAsNrXhby1tvHWGn5xd+d4skjbZptWKinRIllnMBHP39c/Nj7LlerJ/8smdn89745gEsBYTr167/yp/1rvv2WZV5/g2FhRmBtxMFTKX/8uRYf/WKLKJT82X0pC7MJ1liuvyTiva8bu3LZBBamU667KqRZA6xAXGgRKRjcXQEpLd2h4OknPZZ7rmrvkT0en/1ajXGsGMeK02d8jNDE1sMID7RGBBotJb4S1KWlpiyBgkBZAmVdDbjOPF9dMref92UW4FZZj6Yo2Nv3DL6fF2ilBXv7foxSEfc8qfj011soXzu7bUJ/vzSD51640+GSOFWMxx5vu33EZx7s8Yd3TzFIajQzHe7lOjzOkzK26BYS+cCZgkHlZEBnSk2epJJEOyb3tCLRGp2kDugqRSk3SH+mlnD7pQm3XRpjRci7Xz1kHLtxbn/+tYBH9/jUA8FST/P0cx69oUTIC6nxtTfclWc0a4brro2Yn05JU4NJLe993ZjrdsdYAwszhrk5QzgWSCNY/LMeh05qVjserZmE192wyne9vnvN1g03/7ox4ke/KQa36QrImfZHP/HxS4+dDtS//I0NfPKaDhtnYsJY8ey+afafDIiFBE9wtmc523XLy4vHLJ+9xw2QsallaibllqtjWnXjujms5aVfIpv4KugMFI8969PrKqSWhEYSWu2YSWg3FktqhNRIKfGkoKaclxtIgy8rYJbljD4HclE2PGjXCJA3HlfB7Rg+K6v1cgZPK0dCoGOsjTi55BOFNYIpiZ+lvVVWlTeRxcw7eqASp1Awa2oUUewx01JsnY/wxZhREjBKBHXthmDmNSR5QkvJanmrLH6X+x25ZWvK7KkxRWd8Lo2SJM2SYiorcUiIkxQVuzETWqVIlbBl3mQrhuHybWMiO0JqQ7creOxZj87QyaaJEsSXALnJAH7rNTFT0xabNcnUlevbtUis8TChwBfwgbdG3H79OZ7Z12EUKdbNWG653LLanVIHjiWXXn7Tu9qnF/u9jQuTWxaeB/Dx4Ayet/gLh48/9+rlTg8RtPnacy1sYtxoL2ExAeUyUwkOEgzdPFCQlt6q4fS9lN/3DcFdPvlWSEw+9orsXagyyJESJdzMvUC6lLMvbbYFic3mn5SMl4Pb066j3m29RwFu19bltkQJfIGvKUpMHYNnLK7dnkCeTvC8mCCIOb5k+P0vNUH7eFKUAWYhT8R5DF7N8OVDQh3Y3GCdKPb4wBtH/Nl9I14422KQejQStymtqwK0ZSdOtidP8buK1VBUpK6sFHjlhylqYbRWeGlKrFzizhV0OTuysGBVWrhXMouHtLAImzLfsHzbyw0IU8ROFO8X0meU52c0JnG2pkWQRJLYZo5cbkhkpsS2WcH22yiIIAw9sCucPPPkq/2DN/+Ctck/+AsZ/O57P4tWwn/0qT4LNY1WKWEqGMaSQaIYp4Io273LVCJhB2JTAb17T8ses4klqghMJgCev8usmcFFanm0roUrwPGkxRdOCmhJ5T1vqq0UEmkqc1AcyH1ddtWXAJeFbAl8W7S0+b6pDM5J8DL29nWMlBFHzwgWezWE1gSSCXkiK39W9lee5wVPAC9zOqLEY64dsn3DiL1nQkapZpxCkAq8bAKYVqASCmepzCyqSbLILrmbtGvLDvhCGhl0akiVROl8+/KcyfMhQVVgG5TIJ2OZIulWzVEgsihAlPdcrP1owiYuDQhbcd8MWT1T4eerYgZiGLnpwlhDU3R54MHP+vICGvg8gH/p3i5CgGcSdq13WaRxZBiMXQnjIBaMExgbQWRE9rTlZr0789L2qfJ2BeCW4iaIyt3PA6W8wMdNpAItbHZkoM0kQP5x8Z41GOiiFJSiwdZXwoF9AtzSvfs50PPgk2J7Qj9rksgliqedPvX9mISYzz1Y5+xiHW9K4efSRNpJB2Utj1VrM4oRDGXSZxy6CbZvedmAB58Z00tqDLWmnhiiLJ2uZFkQVWYZDWXnUB5olpWczjrMZqpYSJX7ndoIEiXQqcx2scv2ScqAPplQs8XYNylMVvBlK2B3j3DphJV/9DcGeZ4Nr1jKedIwf/BjzTjyGY49t9dppIkisEKzzl+6oEqYAPijD99Do157+d33PHCTNENGodvcqTd0VXluVXHmj0ohkGTZp2pWqsxUVo1+qGz6VAC6MsckA/REIgGKLJrMMmm6qHijGL3s3kUxCqEK7GIOisL1I14I4HnAmetuncsSm+ntyVpy34vxvYgzXcMTB+qgfXQmT3SlQGki21cNMvM6+JzJizkwsvDE49jj+otD5qZHdFcbDBNFQ4GXuL9FpdYdcRXgWc6g+EVyTSmyyPom3ZQqowypEXhGkCpJqgypEiQZyBNZFq/JzBnKqzVlBnAh7USWeWJSVmGsVBPvk24hawBelSR58tBkAXgUewxHHqv9gJWeT3cgGY7dxlnTs82brr72tpd/8YuveOBNb3rdhQHuqwib2m/buGCuS8cpUeLRH8FyJyVJQwahcTdSuadTF7UEldLIyhJsK0vk2lf+hFcBPgkMmwVqVEo4S+0pxZoJtdK1YOm8g146WaKK7pUS2HnzrWPvTHNrCr2dW4KOsUtwe5n+1jpGEHPn1wIefK6FDDS+dFuz5A9ftY2uzPStzWZWR6PlS7EiNYrR2OO2K0e89RV9fuvOFlEaMEgltdR1vGhZVisWMkXKjMWrv+qlmByMltk8GkGqjGPxHNxKoKXMBgSVzF2AfKJkImu+KIBeyUIX7y8BhEqZRlm+sYbBjciSVA7ovaHHqUXJUscyHKX0BhGb4/C67b3ht8Vx8sAFGXx15Qjaa79x8fid371l9gAtDcOxYRxJekMYhnDojGNqiWNGaSe73deeKKXF76zQiv2dF08VtyCvO64Ao1qXLKtfK0ax5UAnY3CK8RCOyTMWz7ph3H6bJbjdOIU1zJ31bPpZe5un84aDpHLERMT8yd1tUhugiuxlNcAs+xpzZ2NCg2e7ERfDdIx0o9DSPNjUCDze+5ohf/C5kI6JGaU1RqnAy2aqqzQDWCKywjOT2YVra49kxZqcnGCQajfWIVECTxlS7doNdSpJpUUq49L10rjgPgd0kVUuKzurAF8rUyZDzcns3tqM52S9UtkwI4WlWU9Y6UU8d1AxGBnCyNAdWV48d5aF7avf/YPf9YZ7Dx0//qVdW7dOAvzQSUO9llx81wODizbVDnHb5Q36wzrWClYHIX/2aIPT/Wlmaq6ISDOZaa+OdLCFzl7zN60pzMmXrwLY2Xs+R6WcLVgu+2XnSXXf+nw0RPZxJkuUWjPsJgO2VqJ0Ugo70HXcu8ZkmzF3GWDqCnsHXsQTByT7T9WwykNJiS8NuvpQZjZh4RBeqEij0OBM1M7njkqceFy0KeaKXQO+/mKdWPmMEkFNgpdadCKyIqisCyfJdDgSgVlz+deUKxfSKGswyOIAZWwmVbIHNnWTyJSSE+ztmFuWdfmywuAwCfTsZpf5nzXpa2srCj0HelWnu+/UKnVzIueWePL4HKu9OsZKeqHh6l0nuO2K0xdNN4YX+3L0pfMYfNpbZao+ZnlV8NEHmvzU+1fZvq5DGAt+488b3PvkLI2auyDFTLuX8Dr/AkNw4uN8OZ1g7xzowhaAL8BdSBZRds8Lik6XnMnzfS+r23/nAK8O/3Hd9hTALrKVBXOn2XbhWXCpYywxn7i7wfJyHRFofJcSKAO/tTUo1T+4YhHm4zKqddyFN20UcayZn5W857V9njjQJkxrDJVPPXVafKKcNamUsmIyTzwvzM3WyTV6vByPV06h0oZMKuUrkmveViZvLpETcqW8T1UW5zwmZxLC3wRuyu/Otb2WFkh53Q1DVkZD/vOfzjKOBTfvGvITb++jreWJ50ZYUxYXFgD/6Gf/hMCTvHh4mRcOtfnAf5hG6xSLZBwGBNqnrp2TkS/F1QKbb+ZVvdGTwaa9ALizLLCoMrmYmBZbDPeRFPXRTp6Ue18qPQlwX2cDgLx868AsKaQtXpGKN9nH6cShlevceeEofPyuFqF0kwSCzIOvzmRZm8Fce5mq0m1Sh2daPFUkqSZINe95w5jf+8KQZw7ViZXHUEr81GTukUCmVSKwWXtZVTSa7HdN7ltUZfIS3KIYhOpWRuPmSOYtbQV7i2J1FReSKQU2KuPgxF8M8guBRgqLzTK2caIYh02+42VD3nrzOQQG33PjmR964VHOdU+gZDoJ8FOnTrNx44bGj/yzX9/56LN9V3gkNEn28DfqtihU8mSWSRMly36zJzrB3qJ8rwaarpN7LcjFhDzJwV6MO6iMP6hObdI6B3qmvdUacOfpey9vTDZuZkjRIpYlPnSSHTHKi9h/UtOPfFA6kyd2TXnsmr9rrYtS0cN2rReedeOUiR9N0xNcunnMM/sjUhMwMj611NVs60yDK+E2a3U2aw4kQx5klkxeWnH5xCmdjfHIx+epbGCmi2ccY6fGUhZ35XU2JeALJs+BLF8q0PzLkGKlNVGWtUyplfiRj1IOyONQYozluosEXnN+54ZrfrLxrnf95HD9+g0O4IuL5xiP+m943U0bf2rl+B5WBzAIU7dbcDbP2cmA0p5b26nyF+K7+gdWvpazeF7CkNdP5z9/cjhkyeKuXLTyXmFuWZEl1V2MPUXmhTtwOwCXQ4FyBvf0GvbO+zr9iJW+4T//aYvlUQ0ReE6eyIq7Ux30I/iGjFV2m4ssGVxlcOeoJImm3dD8w3f1+eoTbZZDn0hqRlLiFz2U1YfL2bhFcCdMUUZrMRm4zUQJcz4SWUtXj62MC86NBWmc7MubuieBXYJ9rUTJia98wO158vQvIsSy+M49RK6swBLHipHwEcJJrChWDEYeix3N5h0X/1QY7H8gjkZ/BhmDh91nMGOfmeAwu7elHDiu8JQhSt2TnIv8AnRrwS2+iRNee+5rGG6iFaryO0oHpZwWOwFwNTlkU1VAraVEZ5JEFwDPNbcpgkpPmwq4U9eJrybZ21Mxvh/xsbs9nj9YB+khpSSQFTtTTGrw/A96yWpCSjYvxxKXIE+MazlLEo+rLhry9lf0+L0v1DA6YCR9AinKpM8asK1lclFl8opLUa2JMQqUdauCsQJlHKmZLM5JpUBmw/zzYFoUCSf3u8pxFmVwWc1qloHmN4uTinydaHwpSx2iWNMbap55MeL5E4fZcdwSxW5jCA3gByN83+D5PUbRgMRMUw8EXrY/Tr6cFtn0KkC5cN/CZATvHpE8gJ7QpucBPf9jqiwuKvq2CnAnT2QV3FKWAC8SPTnArZuTnUkRT1UArs5nbq0ce3vaTa1a7Rr+/J4WS90Aat4aefLSEgUhJu9pXh59Iduu2omTSZQ40cy0Fd/+6iGfeXDM8iAgUppRKjN7UpQtZQWDrjXhHHvnXzIFm5d9kspmOlwJl+OQbgVXxUrp2F1KSypE6W4VE30d4IWw5cCgfEU5D+AvUadSuUT5+a9d5cuNBLLJBIlES2g2h0TeCBWkKJk4gO/dt5+5udkdDzz48E987otPcG6pTs13AEvygeaVqaDfbCS81qKqfm2tHqum56uMvlaWiPxCi6o8EWWHS8baqgpsVe5Fr3PmrgL7AvJE62pSJ0Erl7k8fETw4tEahgAhnXuiRVk6MOmgTHa75H90NRFWMnm5Rchk7YVrIElSDVZz2faIizaOWd5bx6a+Y/E08/zXSkdyYJXBnmswkJUMc8bmtuKTy3Igah7bGAkmWyXSqhQzlZW1YFrhQF7cy/zjCgbES4P7/EaY0iecwFRleFKcSqSw7NpUR/k9Lr905icu2n3LU+84fvCI1spiknBDsy7fGMiEHRvbREnKaJwSJzYbhbymXmrNGdkLffwSrwlX4QIypcqA5Zw8UWjb6lD74l2VDK4LH7x6ZFtaqyq4S5BrVRkSpEr2VtnnWscoFfO5r7fYv1QHv5QnVfdkYhXi/HER5126gj0n5UIpUypltJFm13zEW24b8ugLDTAeSeq0uJdmQz7TSalUSJWCD3PbUFJuJlCZU2MdmK0Vrl8lY3F3iEJ/5x8XCTnJpLSUouKMiUJHl/dfvOT1mICZvfD35qTgMpwuVT8MJXHcYDQasXGbfeNwNNowGqdH9Gw7wQ9SLtoS8abbR6z0NfuPKc4suYshJWi75pev+dhOnKCdPMm1AC+ALSoMngFizXzqHPAuKzjJ2hdicFUFdzafsNy2g/OA7RVzC9NKcGkykCdOnqiYeiPi6/sUf3ZPk9HYh4ZGS4EnJqXJ2gCz+gC/FFtN6O81lmHVF48TzVRL8447xnzhwSGP7POxTY9RGuALV0mpRJYfqAR7QlTBXYK8GvK54DNzKZRj81Q6PZ4DvGRu9zWZzU0RAtLKA56vtPmKTHF/3e/+hqbEmvqlC+Mrr1nJNbgD+OKq5eDxmKNnI7ZembJ5p6HTS9EnlkKaDZ/nj4357GMr2DQlDVtgSiDlS0aeeLf2QieRy5gLD75fi/L875RSnMfiZZBZArw4Kp+7ADNL7sh8Sc1BnpfNWnQ2Lrg8TGWkcjm70LG1O5RyAabvR8RRyhceavDCsQZ4HkKqDFR5gFluBSLk5EN7nmOUX6+cNbPrZs35Xnh+5HZhFGku35bwppcNePpInTDxSaXHyCj8lPJciuuYL/jng9yuORdU/rAZjBKovB5ECqwCmckWmQE+x0YuTZStOEfGFo3JQla09F9guU3Mp1wD7Orks7Xw0hq2rgvZvP4cy8Mhu7b0aQQhoj1G/85HvkTNVxw70+XhZ+cIPMmOhZR1MwrfE2XHdsm/BVNbw8TEogs+edWzWRugFkHD+SN7J+XJ+UCvjvxVBWPnAC8npxYSRedzwk3mpJgM0KYC7Iy9s+BSq5jAj3juqOBLDzYYjnxoekiRVw5Wa2IukMWsLNET1y9nIWymge0aN6XcmzKtFGBFsUerFfGm20M+c9+Ypw8FoH3GRuLnWtxAnFZtOxApmRshnN4swF4C21q38hXSRTo2z1eVIrlWAXpVNhpjJ+5hUQtvqoHmBBQmoDGBn8pg1upU2iqL56QhpSuS2zBn2b7RR0nB6uBp9jx2AiFi9HxzCc+TxNMRl2/2kBJatXzTIpnNwKtuZVHZb8VmM72LrJg9H+hr/pgqwEugi+JkSwbPHq7iIooKa5T1J85FKYdH6uzznLlVMR88Hxmcg9wUAzrLw2UrtXJJHc+LSWzKnQ/Uuf+5OtQ0SNfQ7Odp8iqoWXNUP7kQY9lJcnDlrBTNyKkVRaCZAz0ce7zqqiFvefmQ54/WSBIPKxQjofHS8nyEAZmWVuHkaUwyeXWIvVJVcLkRFda6nkgjJ4EuTRlsli5KNeCcvL+Tj3l5JlXgrgW1qXj1E41hFf0vBaz0fJJkFoATSxG90VmHhycPZWeRClp1QaOmsn0VXWpbqnwsQcbatjLBv7rRUBG02MoTd+HyyAmLsJoUERXWrjK5nAwyi0IrRQXotsLkayRJAe6K7q4Elrlz4hwT965UjO/FPHVE8vG7W4AP0kMIhSfyJgtb+sETzJ3/jblzICrcLYo7W3VUqlN4XfeNwaQCo7LRD8U+8RprNe99zYgvPzTmsYNukkBsFMNUZAVf2fXBZvcut9qq7sUkk1eBngNN5USmsjmINmdwUToptvzbiwdr4p6WYF8L7irIJ7O75XCgfJLEWibP8aOU23g2Ttx25nU/ZefmhFqQuCKy3Rs8hJCkiSCODZ6Spb5VLmjJfUfILaTq1n/lFoATICcvd1xbQrMmuBRiYinPJcmk/121DCcrCquSJN+2xG3PUYI73903Z21PTb7rXH+rXH8neF5CnCbc+0idZw/UwfNA6kpjw2TiK3cPzvPBL8Bb1UCqLIAqt0gsN+YqnRSjsuxm6tq1rrxozKtucSw+Sh2Lh8JnbECnuR8uEJkkEcK68VGcD3IH4jXglmCVLbS4lCb72I2FsFYULF4k5GT5d0txPoFVV/DqxZgEeHVn6/I9J9LqRlY5RpQEFWaYFZbOMMD3NMZa9MuvdX13/YHhxBnFOHLJgCJgojTWbfGLRblvfJYMmgR5Ce484q0GlgJRaMIS1KV3PGkNrknXV3VvRZKU3TwluNVEQFmRIrocr6xVitIVgGcSxdcx+08LPvKFFmHsQcPL5AlFa5qayBxWnJMJ/fXStDXhGFRkSrlhwEtpcU0zkHzvm4bceX+TfSfdw5caxTBVrsowzbKNGbhFmll3VIPOclUuZIJyzF2cUxZgKmuxpiIVbXZkway0ogB7KTcnbeAqtkvSLK/B5ESubGOqNN+gqsRYLpER4rzZ5aNxyiBWJNb9vXpQe8f6UXfPvxyuPEIjqON7pV+ZJwgmMm75XuTG7T2eCBCpwGR2kch3Vltb41sBd57dy6WPrD7pOWu/BLDztLCqMHbhoChXYVe6KCZjcbPGQclZO/tYrtHfKiGyCZ+6u8lT++uu3UdolJD4Ip+6OtlcXGXzwhr7xqZBxU3JfN1KVtGNwTMO2HZt8kcTjT2u3z3iXa8Z8Ct/5DMyHhhNIiRj4yxMaXJwl1Zd7qxM5AozhKlcl2fnJLPvktnqkksSaXNAl4A31lbkpQPo2rKLlyrpyIE+ydz5Xk+WJDEZ2G2RWc+3R6lyicXt89Nsjnj/O67+ly+7afePaBmfnB4PozcfPSnZuQVa9bLOt3oCxVbNqStNjBImHJa0kq3Mb1KRhaqsTcUTTQ7yyWWsCugLgvy8XdRy/V1JmU/ob1MCO8tc5mydW4G5LNGZc+LpiBdPST761QZIDdKxd9G5X40DqufIGtaqEkWxFE6y98T2HpXES77rga5kNl1/oiJVmRZPNd/52iGfvrfBnhM+ZGPVQuOhhSujLfRwmhFXWpWNtuDzjMom4iiVyRdl83ewoiKlRB5sut9jsnoYK0pWFSLrxa3ItgkqXyNR8p2Rc2An2eawcZLvn2kLaVw8HLksklAPFPMNw+rq+M1ff+L0tN6yENP2UtRYMNV2M69V1mOXu6h5zj9NXd4/jAUyku7kc9ahTMnnZ2wrj2y+bE/eeFFEw9XiqvxdVb5W7p5Wfl6Aew2wqxtQqQpre9noYff1UqI4YJcgT1XCZx9osmd/qb2lkM77Lth7sp1ubQazBLmYuJ9U4AUV/V0QyRpPPG9nM667PJU5izupcvnFIW97+YCDHw2IUglCuwwnboBO4YsjkFjiQgSXk3vLPEd53/KJghNyxWbXPvtYyCwIFS7zKazF5LkLewETocK2L6XD89EWOVvHsSGM3ea2+U7O+RaV+f/Jf5yUECUpw1HK9HzIQneMnmmn1HVM3Q7Qla0gJlO42a4BqSCOFV7kcv/GKpLUMbsU2RMtnbiytvR/q7orz2Ku1WlVoEyydr65VAXootzg9YIAl5Xkjiy1d556L7Y4qcwVV8pNqvW8mEOnFf/lU23G0ssYfDK4nJx7Mrkh1je0C9Ysy+UIGQfy8uPKbJCJsRKS1Dpwp0aTpB5BmvAP3jngT+9tcPCUBhVjjSaSHiPjph84gOcFUJPmrS1QXJKTmvDnJ1ncBZm2YG4r87R+2QRhM+Kb0ONUwH6B6zNhmVrH0m5rb7cZ1yi0hLEhTtxubKaSg8mHjeYPSpKkbNlp8Rqg/aBHmq6i/bOsn/GR0iOMNKmpbCJVieajWOGFGms9wlhSDnwsXxNLUfaF6nJd1WWTtSdVRyLT2hOSpQpqJoCdA12rimsiz/e6lVrjmkx43xG9yPBbn2lz8lwASmfWoCwGDK0tqpqQJmsdlOoNfSmgFwueKMA06aLkq2QmUarNEFKRJprNCyE//PY+P/8Rn27sph5ZIwlRzjZMRQHyarCJqNqEtliFC088Z9eqRLFg5Zp367qIbCZh8o4ikVU3ukpUMUkGtnJhimAz1wzFokJi3H6h/bFlGEKUuPqT6s4QbvMqwTgGVEqrETEkZmgS9OcearH/6IgvP9Tkf3t7h/e9JsE0akSxxloH4LKHz9VEjEMPJZt0B9oFmpUlIxMiE9KkAHfFlTlPklSBnQeS2b9NypMKY0uQufauALwKbpV9rnQ1oMx2SchYW2UVg14Q84d3BnzoE21C4zl5IlQhT/Km4mrtSfnATvr5k2npC0N8sqLwfC84Dzad5jTnp/CN2wq8phN+9N0DXjzq87uf9UBGgCLNAk4lLDItg0xR9cbX5hQdSsvPZXW3NCdzlBVYabPiLFv44/lQYVHxxm1xT/PfO1krk59CVcpJKdAIUuWuw3JfcKYjGMaCKHWzeIoEUFYUFiYWzZgPvH6RD7xuTHs2xkrQOxc84kFAb2WG//ePJLu2H+PbXzZiPPQwRjIcZctn8TdLXjhaZ98JRacTMA5FocFF5WQnmewCbF0Fc+VjMQEge4HgMt9RbVKiaJVtaZLLEl3u2+OAnRa6W1WDTJWgpJs1uLIKf/rVBqthDm4HcE+SuSeTaflqUFxILS7gDlYD9qo8WQNyU2HLvADLmrKUtgg2My2ujMIYp7mn/JR3vm7Ipx9osNxXIGMwihhNKMRknUplpS31gq2co52oC5HW1Zzntq+VGZtnhGVFJl+ySsS8Zc3m1yj/3uz+Wlzff/4guJ+RpfOzknWl3JQtT1t0bUTnSMyhY5rSOnFFYeNRpodGCW995RI/9f4e4/4GDp2ewsg62qsltFoRl+4Y0gtD9hwXbDkYk8aWwUDy+fsDRpF2Y3GlQmjNkweaLJ/TXLM1Zn7Koj3XHpZnGguP+0KgPo+pJ7XsWnAXgCoCTTupu9do73wDWPdxmu2IUFqDqnKUgWWM10i4854ajzxbx1S0t5KyUlhl18iTyiapVcBUjgkMnfeq6OBKwufCW+1VpKKVqIovnqQe2iTcelXEW28e8vuf80FFICRWCMZGu/KG7AGEsuPnvHOpiJa1NmJB8BasdGwuczYX2UOaVxnmWj0DelXG5fFaHoTLipzL8aCVm1kzPyO46uIRZzsrPHUQfC9xI6MVDCPBF+4PGA4FaWy4fNuIU0tw+lxKJMfoYIwejWJmGgk/9o4xm9cv88kva37oT2fwah6jWLPncI3YuBoMqRQ1rZhvCrbPpoSRYRim1LEuZldOW+UJnAsCeo00qY5aEJWgsmBtWcqVciZ2CWxZ7ahZA+612rvYYjCXJ9IdgRdz8JjkI3e2ONP33X7X0g16VwLXNZPpyYnak/MOMQH4b6BOSjbPde55EmVSGuYyxVY8cZWV0irptj9Z30z5vrcOeODZgINnJYgYUBgkYyFRiMo9sUUJ61qQTzC5zUci5y6KLezDXM0UVYfZjBub/XybaZDcHZ3wwyUu6MV9X27m5Ol334NGzVIPIAxbXL4Vbr9iQC2wbutKlZIYw9tujogSg1dL+PITPv/Hr65nutbgXW/WbJvWaEmNul/joo2aZluw51iTJ15cBw0fpRS1tqCl3BzChrY0PctUzTBVd1Fznra3FUNyIpisuCOT2tWu8bqrn9uJr+WAzoF+YRY/H9znMXcObpmiZYJSbohmmBp+42Nt7n+i7movpXbaW8qsa6fa2Fv2IJ4XYK5h8rUFRmucsTUZzNJqLQvZKuWzlaym24c0B7kiTQ2J1KhE86obIn7kvT3+7W/4hIl0jahGkgiPkSizjUWAKb4ByF2WJ/tYVM7VSRYHbFuecyZRZMboUgKmzHTajN2ttMhsUKXrli/Dy5wYcyykqaA78IEWvaFHLYjwiykHKTs3uEljzdaYE+csp5cCziYNwpEHqUZv3RAiTJ9zK6v86p9Pce/eBZoLNZqeIFCOvXzljkC57Tzq2XZ7Omv4rV6itZr7wombCphFqbMvpL+rszjy2RzVI5+d91LgVtlk1NIirASXMsHzE+5+zOPT9zcIIw/q2mlvqQr2LrbRq/4dEywuKsAWE4BeWyZaRXg13eJsrjVlsyZjxpzJU0kq3TbpRpb7IZnKTmr1RsI7XzXirvtHfPkxBSp2dGkksdCElI6KtGu7fV6KyZ1GVnlSSFIwr82ZXlQAbzO7mAzomRAXGaiFzX5GlioVVpzX15vHJHEqGIUKKT2MEYSxwtdlDmMwdB1YtX6dWy8e8pPfvcRv/rnl2HJErRWhP/9owskzgi89OEc/bDMdKFo++CotsnbVmdvlhk2u4lBJMZG1Oi8bWe3hewmdPcGIclKWTO5Dn8kSke02VjB5PgV1LXNnQ9wz9s7BrTNw+15MZ2C584E6+07XnDQRTo6JIrFDOUGqWmN9obhClJnDbyC8z7uR+Tq/thozb4goHAMqlYaVMlopFDI1SKmJQ82lG2Le+ooBj+zx6UbSAZxMj6MQmR4XVQa354M8b8ZQGSBtkc5nDXs7prciW4FEKW9ERZ/LXMZIFxjmvzHPdE7Yosa5c3EiXH2U0KSpIIwlvpcDvMxSD1SNeq3Gt90cccsly0zNL1FvaHRT16jLGk1bZ64lnROR23SiLGzSE0PkZTbbT5TzAOXamm0mEjRV1s5lRtUCrIJ8Yv7GhDypgL2QKBnQc3DL8utSlrKk2mOppOuUN6T8t8/V+dCn2lihne+dOSeOvZ08mSgZEOW5F9ZnIUnKMZvfUINXZEnJ4Gv1d1lzkQ8GspWmZGcbutS9kaaQK3HqIZXhR98x5MApjw99WhMnWY2BkRgEoZDkW8dWxzsIs9YyFKVEqZx8rstzuWKlA7YSObNnf4esBKHSjW7OwU3+niulTMoYURkllwqiGITI2uhSiBKJFxu0VpVpBm4l7/RrrvkijYmiOZAz6HYD5qcEuza4fc/j1NVFUHFBZF5/MTGGuBxFrJQs9lAvSlgrzQgTaW15ASCL8l1VgF18j8oHTE4Gl6X8qEqUalCZSZNqtjILLD0/5sAZyafvbTIYeFBXGXvrkr0nxkFMjpcrmHyN7q5+4S9K8hRMeMGjksWU1RqVbG/NvJrPCKSRSOm0uBRupmGrmfKOO4Z84Wt1DpzObgiOzRMjGCNc4GzyxeYCvrgsP88fQpXJFXJZlQeZ1oFYkfvfGbvnuz1kUabNq7iASf3v5ika4RI5RUCanZXJMumuecWNeM6NCJE9hMYI4kQyDlM2Cp9mS6FnpupIU+PyHR7doaTTd5Vb+auoxxb5gMvKtNZs3p9W+fi0Skq9Am7lHMbJwDEvNZ2QIvnKYSvsXQJeV4Y+6nwwe5Fyr4I7DyrzDZRM8bmUKUrHhLHhroebfPXJOgQqCyy1c05kyd65f5y7KBNNtRdwTgqP+S8UJxck9omDCSelkrq3otgKvNDiRpIKhTTuiEPF666LeN2tI45/3iM0EkQ2xQdBIjQjU8YJ5RlMgjyPD3Tlcy3yh9OB2gWT5dJkM7xM6HRhCyelkD/F0uF+dpoPzkcQT6xsrjw7SQWxsqjEoqQsMJO/0lSw2hecXYb6rEet6aOvv3JH58TJ0Rc6K+LvDY9bfJ1p6uwJc/W2UO1qL0Y0KFkMvfRkBnK1BtzVGpIJIE/agNWRYNVkTsnkZg1zZxnK6scVIJeBp5MkLrDM5gv6Cfc/5vPBD0+RWg3ayyoGNUKuKaoqrEFbBsUV1p7w+vP7teb4RuxdZfEcQQ7Idk3iJ5MpMgO2cBu9WlPqcSOcNy6NJknc/kI//QM99p3Q3PeoxPgli1sjiFAu4ZJ7GBOMer4mV3mzgcyZPOP2zOguw4lMkuCu1wRbi7yQqwR2WRxuypWhug1iVlmZFASa9w/YCtO784+ThEEY0Q9rX9hS29FRZ6Lm4JHnTh48etr+yGiY0qgpt9OvV+psN3I4e1fC7cqVjyYu3inHpMlyr3aVbXk3UQE4UQlY3anBlJ+rNXq78LxfAtwyZ+4LFFbpss5b65gTK4IPfmSKB55suk15pF8AXEs3fzuolMZWm4vPP7L2LQVuUPzaeKSctrU2RlFr3t3W3JOr2dqS4WquQBRDL3Pb1VbS4hZhLfNzCYG2PPKMT2dUfeociEz2eZ7hlJW1Z20lpK3GFuetVBd4ku1LfXdmjOcB65plrLRM3feUya5KVWt2RIkgTtzHApibirlqd8ps89j3jXuP79PTfg2BIFUxGkGrqdGq2mRcOb1sSVYSxFq9nYO5koEsa0dKN6TK2BMMnmtsQTb/bq1UcUB2zG5Qlf1jJsCdfy5ziZI4zztj8dRP+chnpvize5rYWqm7q+xdjGMr7MDzO+ar8qSopajoFHHefX0pKs90aX6tL1BlWG3lygNOI/OZgtWS2lyqSGSqSIVGjlLe+eoRLxzy+IXf1kRBMpFtMUY46/A8oXIBJheQILJqw6zYCifjivEXsrT8cllStrnZ4v9YUQm0K4erQwdrs1ktWVNFmlK0Mlbc2In2Na0EifGQqkkt0Bhj0Zdu80EIt31GYouItfrUVD1bwRpP+wI12pMfT9p/qsIyE8CvPAC5W1K1B8udvmxpEa4Bt9PkZVInDyxlxUX58qMBH/58k3GaTcGXZWJHZdJkQntP+N52UpKsPUp8vwSuJ0FeslS+LNvzZEsV0IUWl5UEkMzALayzDFOJEYpUGIQxSKMJPMMPvGXAQ0/7fPlJmWUYc/sQUjRjm5+5rXB3JZjMwKnyh1JaVDmRuQJa55BYQ6nNRcVCZBLouWTJs6PSUkgbY4Ub+CnL1rjcqcp/jjG2/JkWzq1YljqCIFAYY9DXX9ZFSEESp3S6lu7AJ0ryoYZO2OfeZP5am3ovkjATQK4ycwl6cZ5jYirVg2vArirNBRM7fq0BtzRrPs82LlVJZhUmKB0zDOFnf2eKQycDbA5u4cAthMj24Jy0SNc2NchvAOwyg1FFehXUdvLzKnlcKKtZ8cLLKbDnb1xlhC2Bnged0t3g1GhkZNi1Oeb//sEuD/2zgP44O3GTRxOSRCpCQ6HJzws8M5uvPPVSQ1sxycrYPPhzzJ2vhEXHUKXM1srMibRlh5DNa8stSGPLZu4saWYpm5DT1LgZmqkhSWB1kJIKgfZSrDXoTz42S2IVLa/P5QurLEwpxjHEiSSMnA8ZJ86Er/KQqAC31JS2AlaK0bqq4nm7WoNyBG7V884tn0nf21SYvNyrcQLcFQ2uc6dEJpk96HR3ksKvfbLFk3trzvMWyh1SlTUnwmaJnTVB5Rp5cqHUvKjcgHLYj5hg9ImVf83Xql64KSr5HDuZygSsat/mWrBb6ZoihJAII5Eia3ETGmkM118W8w+/o8svfWyaKM1ZXBTITIxiXJz3BSRK5l3ndmHBvjmwJfk8z0xmZL63KAuuCtkixATIjc2kTvagC5MTpMjyDtVzcm1tSeq6fMLYtbNFMbRbMW95tWbnVo/xGPQPv+dd1OsNDh54gQPPfY7mhpgZZRhFik5P08ftnJt3MwuolLa+RA2JrIAjD3rk5AMwKUuq9R1VgJuXfK8yt5RVG7DU3zLX4LWUrzxc43c/2aI78nD7IOYFVfqC7J23zL1U585ESXCG9smeQ3Fh1S1Ktl6L99waLFP22a52WUe7zWSKLTR4VoQl8wIstwmVlRKb2YZCWCdVEkW7Zvihdw95/PmAu76uoJE42sweQysFsZXZNCpRWn8TOnxSk1syByVj97zpuhg9kcuRTLYU2llYjMjmH2ZgtlJkDc0ZtkypFtbKE2Nct89wZOgMLePIafDppmLrttdz5TVX0e8P0Ds2Kjzfo5amtKMOzabB9xJ6gwaD0TRCqPKXFGxVatEqoMVLALvqfYuqbJkAeEWy5AAXJqs1ybasWwNuqdaCO2PvoiQ2QeqEvUc0/+XjLQ4sec7mEaU0QUi0qNaccP4wH9YEmDAZ7EzIlEnLcFKuTIK6eK8GlpXPqzIlH8eRl85aI7JeyAzwIvuadECXQiJlWaeSCo2MLRfNJvyD9/Q5ckaz/6TA6mpkLLDGI5bCjXtT54PcZgVUuY9ddP1I97VqI3Y2a79cmbKv572deULIdTk6EpXSZTWrO+sJU96L/Pra7IfGKSwNLZ2xwVeCc92E/ScUW3f6rHRitJWJy2LpEXtPLfHIiy2UVszVBPMNZw9OpNtzu2otc+dWVRXohY1l1zwEk4y9ltELzS2qEqXcUrq6vXTJ1nlGM8k+T/CDmDNdwc/+9hSfvrvhdLeqgts9vL4EPwN2MRVKMHmRL3RIJmTKWsW9Voa81NftS3zrhTKbcmLbkTIAldm/O4liSYVEpAohTAZwg0gNnjS889UjumPBT/2S4mxHQpBpCCOybKMmwoFbyEmQu8Awq0kRFKB3AWemy6uavPg435VBlN342bU11QA+rz6UlIFltdS6UA+CwFNsWQ9XXDak3e7g+wn3PCZIRIqV7pfok8s+6xbqZ+5/rvGlP7r7sjcePDJkuuGzfZ3kyh2S9XOCml+mrCcSNmKSpatdOeW/VcG+9utrmdxMSJTzwJ07JcKgRO6SVIFeglvrmAjDZx9s8pVH65VaE52lVXXJ3i8xxP5CgaVjb3FBxi6kSlWRVFb00v89H/RVMOcZTCo63FoKaZJ3/BQ6PGNwIyUylyxWumSRUS5DKLL3xBJowxtuGfO2lw35gy8oogRXVVYEnWClJjaZzJoAef55Jj1MZhuK3DKsFFvllqApnp0JoNvsV1ZXSpHrblshTJNn0518QbrdOzxPsn5Wc9Uu2L7R0mr0ecUVLaY2xl9aN6vPtGsW9V//86+yc/etHZuoTkPa99ftMpds0Wxe0LSbipqP28umGCJvs4RO3rleGZ1WNP9WHgRVPhwFU6symTNZOJUndQyTxVQZuIXJ0u5VazBj8LzmRKVoFZNKw5/fX+f/+dAUh08HWRNDprtVNgpiIqljiwSVN5GEWmt/VjfAcixT3dIwT9iUO1GUw/qLsofMoVNF4iZnJjG5Sk64OBdK7lQersoqOpFFXRs7CAsGZtspl18cc/ycYv8xjbGV5SjX5MJtJ2srD/VkMFF+PCG78p9xgVVr0hrNH+LcLcqCVHeKE/MIrZ3kCVc64hikP9IsduqcOhcwPXsFM1Pz/0dn8dDDO3ff4fbo2b7e7ehrxwIV+zQbAZ6GwCfb9dcd+Xi0aiKmmkmr6vP8ogsyXUW+l2O5kdCF2FuuCTClmJQkRRCpTKG5ZVYhKItCqpQTS5Lf/VSTfQcDaFb8blnagposJS8rsmQilriAa1LR5GsdlPMkykvqlfOlyASbV75W2obVjaMqQahxD5LNCrCElci8p9MIhMyY3DpnJffIk9Bw2a6EH3hHn0ef9TmyWAkcct0AGKmIso9zJs/1d96faY17uEtWzxyRao24KDW4sCWjl0OB7OQ1rkysLeRstn9QPtHYYjAmYRRKVroSayCShm6UEsVui0ENcMUVl+P7NVoNQ43D+Dop0qL5zsYTfY+FhMjkBhkz5CdaAGES9BNyRlT094Q9mAPdVGzCC4E7/zilOttEq5iVvuBX/qDNvU9mI49zS1CUBVVSUHTKTxZVVcBLGSBPLKOVYKeoNcn+XoSciC3/opddC2wms5drS2dlnujJAk9py0ymlLaQK64yzyKNwQhBikSQyxVDKgwMDa++PuQffaDHz/zONKujSjQsS7o1nA9y9+/O3anWlOS14QgqEkUUOjuvlBUT4J4kjyJorwzzz1dMY23RSZ+kllFoiqkOSlquvWEzuy+5gsFwVAJ8bm49swsb7opW/vyDC1ev/pQSA1Z6bU6eazOOXNBSzhupgDwDaqE7q7XFlZtegLsAu60suYbSRSk/Lt2UbwDuicOx91hafuNTLX77ky36abZ3oMjrvDVIiRSiSMnn2VRVZYoL6PDzLMEKgkt7sPzCNwPuKtWXg38mwV42QmSAypdxkevuLPuXM7aogD0Dfn6+RliEdAVZbtqspeXF/Mi7+5xdlvzqH0wxyr85p9wM7AZFaMq/r9gjIlvOrLFFUoesTLYaaMqM0R2wK40jVbxQEkb133KHLc1kYL6fZyoE49hyYtmy2EuYbteZe27xg9/7gUvvOnXqdAnwhXUb+flf/j+HQqrD46FEJCkzdct0Q7pdgZXNdLip6GNTOQl7gVtWPeELMHnB3lVQ2wp7m0qgWQG3MChROicyCyqlSsAzvLDf54/vatCLdel3V5M65Emdl2bvvyihU96cyUlNE05K3rpWfRJegr3XTlmdYG4qKXsrikGYRVYwDzCtPU+eyIzFhckaCWzmrGAzJrcksaUVxHzXG4Z86esBT72YFWDlUsVSuiu4bCdZcAkZS5uswVhm8iWbEZ7XjlcMmoKRqzMFc3xc+NGn6ALLlYSRAh+Q2tKqS26+KqHd7DEzkzI9c/DwL//GTw7/yf/2n0qAA9xww/fQqNf4/Je+xkNff4xLtze4Yqdi/VyK5xkCr9yoydWT2IKdyxskLmh7leCoAnvy44K1hS387dwqVCqtfF7xu2XZwKA9wzMHPf7hB2d4dn+A9VQF2KXnLYUzDDyRz/iu7tTwEmMhCnmydrZiCeYJkIscrt88j1drjiiYe9IPL0ppsU6qZPUasgA02WzA0kURmW0os7oNV2UoEVa58WjCQGS4+uKYX/+pDj/yH/7/7b133FxHfS7+zMzp297+6lXvsi3Lki333mMSikkMgQskXHLhUhLicIELl5vQweSG9gstoTjggAM2xNjYGNsYF+SOiyy5qFqSZXW9fcs5Z2buHzNzzpzdlRtFhvubz2e1u2dX+2555jnPtxPVD91DzuAGfRSQYIh1bWVebKy0OITyomTNgvR9YXzd2geefXe21QjrcyLHkP1dMyrhCkAwvKU3GAAAPv1JREFUlUrgMKBWYjhytoc5Q8DiZSuxaNmpSOImOgC+YGYfoijEnKEI+2e6mDvsoBQqYAeeurh6jo1h1ywZR1oRNut+4e2T3E1ITP6JBjUhh5AlRIIyrlie5OBWgNcsTlI4LseUJPjaj0t45HEfnGlXYBt7E6ImA7sdrF1MS+1qWHY5bp9KCzkpMJvBPnIIYNuEIC3Q2MDP+qPkciTvBJv7yIUEiI5uEi1h1PtQTK6YUiXUESKVLieK0RmXWHVEC29/1TQ+8AUXUynU6S3z7yHT3gIMcQZGk6OiEJu5DjVzg2oDXObGKQHaWyRmxGgn+RnCNLhhVOWEp45qhM8YQb3JsW03Q6PpYca8Gog7DMkb2febAdx1HDjM2zxruLRFHFFeWI2aqJY4ylGCwE/hu6nuR2ED3HRDNR1P9UwZA3ADcssQzUYxF5g7lyI50HPtTbXPm9pVOdpr4nocdQ5c/uMSrr61hBa1wJ0lU+lKHWIVEWdRyxzsNngpLPa2mMREMW1JYsXnO/T586XvDOhtyVdZxa5+/aJcQVYMQY2kEQSCGKlCVdxFSHCqPCyK1Zn+HZiu3pIgXMAjEpecU8cT2x1cfk0Z04n+wkzWoMkONCAXyOoxpWnEqbW4Kl8zckV/NfqsU4j0GkNW5uMUUwGkuopH6B3BdJanyyQ8Dj2kWIILgUarCS5LaCTRFt/3N6dp2gnwBfNn4bY7r7+52ht+b8GC8H8HYi9KIYHnqQJd17FKwDToVNN2qmfHMCQpAziUO8oYRaaVlw3uzDMhijq84EEx+jq/nV+rgI7jcEzFwOU3lPCpb1Wxb8zrrrupavVcDOocgr3RPdhj537nDG0zd2eucnZ2tzZCga27hDCL2YTaUwLkXhQT/NH3iTEsifGoyGyOTjZtWeoAEEw+h6rE50SlTVGiWhUjBYb7EnzoLZOAJPi360uYUr2DuoJcgiIRRHtMiHITElLQ5YzmH4zqL8c4Jqj1WYUGdCKAmBM0OEVLmCHEqmSQEQKfSvgUqpVJDARNwCUxZs+J4Af0e7+4/Rc3n3/+xZ0AB4DHnyZoce+nqwbjVywamFhZKdWRcopWrKxyz0kQBgrwapQDQRy7mG76aLT87HRpmFtmrJ2zt/KLtzF3B8B5h/dEsXpa8JpQX+DaX0T49Dcr2DPmqGwpYssTA3SVTJUblsU2EEW3oJ3gY1/ydnTdgN3O2DbQbQnTLktsMOezRttzUYqXnL1RSKXNpIlQsoRIqfI6iPGmKIOTEIDrzpXK4GSZfEliiRk9KT70VxM4OEnwvRvKQEByYBdA7iiQg2SF6kWjU2a+wLxQGVlxhcm+NZ+Ta3BPpgRTsUDaSoEkyf4XHAbmMTUcjQAyEQDn6I0YWoI8ctpq8dMDB5LC78DsO9f/8Ls496yBHTv38xPWPdU49v6NKVpJHcvmNlEKmoh5Ezf/CrhmjYN7n2C481EGLhLMGkhUKFi44IKp1E2TKlpIOzWlZ3kKrK27lRTJL0WZwi2ZojIEN+9ycdnlVTz8RKDGjFBLllA3AzvT0UqfqCilw5A10jRT2ewWGZS1pQKbOsCM1UnhOMmOWWMPzX3rNiX5DKJiG4ridVYDS0zeD8kLnalhwrYeLejckO1JYXkwpS2oYl9rxFWrHGEgcc+jLkbHTKWDZUUX3GTq987xTzIjNNvhIPn9NibIAC4JmpxgPJFgmMTZy/fhdWcfxClHTeCcY8cwUJ3Gjj0C9boARIKzVx3AhcdNY+VSiQWz2A13P/jUl8+78D2Fl3fa/96BqaWghGLjRoaxiQkw8QwuOGE/1m8FPvGdHjzwRBUHJgNQR1nhs/qaeNlJY/iHN8UQopSN2shSazu8J2ZEitTGZpvmJpYHxUQqiW1YJnA8ji3PuPiHr9Zw24MBEOiiyEJAp7vXJKvyt0PesN1/xeO6TPeQRiasx4x0ebHLLjxGNwbXrEe0NBE6NyPX4CRjz6IWJ1rK0NyLIgzQVbsGIpiGoPoDpClxznEtfOyd4/j7r9SwdbcHuMiDPIVrBgmG1ERbAXh6TlDmI7eqgQhUg1GWO2dUN1qo/HFPxPjIm/fgj09oYaiXQgjAcznGp5q4/8lJfOKKKp7YXMMRc4DzV1QRRP2YN38hhJB4T9t32gHwt73+IjDG4ltuuhbx1BM4bVWIdZs9/N1XalizfhDM81HyKHym2HBiKsLND7g4Y/k4jpzroxU7gMwBnW/0NrdgF6NSgdmwezdwK3fgtn0uPvy1Kq6+JUJMdLVzF3ATquZGmiKGwuBWHCJj0DBkTk7aE1D0h3dEMmGT2iHatXUDtQViAB2uwcK4bzsJC1ZXKdvQBCkYnUK3cSU2yM3vod2FBuy6eyog1MRB30nxmvMa4ILg779cw/Z9pA3ksgh2ycAJgR7UpxjbhC5l5gAFAbIiCYrcwHeYMhyPX1XH+atcRF4VYxMUjArEboqSH+NlJ9bRVx3Hu78c4oZ7hjF1kOK0ExZi9emvijlPAbzr2QE+Z1Y/XC96/9mnDB6ZjD941p6DE/jAN/vw0KZB9FU81HyJsisQOBK+q4rSq6UKntlTRW+Jw3N45m0hRMBoO0ra/N0FgPNMihBiGZjt4HY4tu9j+MCXqvjRzyPEVPeoMHqbWtmC7exNLMMSbdo7kx6yYGjaeSbdGDyf+UmKoLcA/0L5vEOb20A3xiUUDjNDU+aalkjVqTVnbd3KWDfTJ2a0ttbfqtw4y3TJ3IaEMKRcwIXE6y5owGHAB/+5hu37vdzo1LnhGdgJADBwQRAT5WExPn2TI0v090WlzL4vM8DXZRI9Ecfsag1Pbu1FT1nA9zh8T3nxAj9BKfSxeskkvvTug3jP13zcv30Yq0+ddXvfwMz3Hxytd3yfrP3Axz/xKRx38op434Q8deuOR1ZddiWj67YOYqDiYSgU6A0laqFENSLoKQMDNYaZgx56yp5qH2FV1+dlZjqBilmaOkuN5ToqamtuXpAoqnCBY/coxQe/XMPVt5Q0uNuB7RR83h4FfCqzycSZ5ia51s5u0zYtbD+PdtHcurNAnrcMS2PnpWvZsXYNblyQhaLm3GNTGOdiG720bZNlt21dLQubrSP70HKJwnpOdhv5bcWCEkcsTjHUJ3DPWhdT9bZdbD9ZH8w0uX7cJgrzXhhyO8hzJAIX6CkRlAIXXPjg3EGSMiScIUkdpHrSc5K6mDsosGLBGKaFz199/oJb9ux97IcL56/qAHgHgwMqiWXXvql3XvWzeSds3z25an4fRcXniDyJ0CMIPIrAJ4gCinLkoFZ24DChCpX1kFjLddsRhrcNygKbZxLFqtAhqiqeO8A3rivj6ptKiJkFbtslaC7olCZ5tqAsyJR29rZzJIyx1x1QncDIOJ20yZQuNN7uLiwwNoryBM+SgGVqIGUW6JEZi9vDrLiwzjaGvYnyeClNrs60KuQP3Rwz6ycLBxyvubCODU85+MzlFaRAXvFjyxVrCShXn8yYXr03KqQ6bzD96fT3rvpcEqRcYnxKtaFrxgTlFkXoc4RNhkbgotF0MVX3sXCojg+93nl0mo69M0Wt6xmRdTv4g+9dhQte9ga5ZPbQ29KJXSMlj6MSEJQjqi8M5ZChHDmoRA7KkZqvGfrqlOI5ojBZuJDTbRUv2MBmBX93akkUAbjATXeH+MKVFeyecPVwqDZpQt1MezNdoeObHG/bwDTMzPLb7R6T4uCr4mDabBJzmweF0KIXJfNBZ/+HWMc7CyqyrLns73S5ZBsud1nC2AxUtm1EaW0+awCU2XMFEpYdREyt55mkOQcCwwMCm55h2LKddVrbOYHDooCMyc00B/uzm9/AdC8215Tos4AmzZRTpClDklLEqYN6w8Oe0RqinlN3QYRfW77yz7sCvCuDA8DrXnkaGo3m9/ft2rx0y1O7S4FP4bsUvkc1g6tLFECF9D09Llu3e7BD7sUMQJG1M849JryNwbVb0BGgjsRP1oR4/z/X8PhWX/cRtPNMWAZsaIC4RNdYktwdWBj9R3MGP1TmYCH3xJIOHbrcRC9J+w+c33wuHd6eg2E3w8lZ3E7AyudY5pqcWJo8Z3GShfNV22Wi4xQmR0U9TrP/ZyYUC9tto98Zg8TRC2N87tJxvI8CN6yJtM7IKBuZW4dAGQrawxJbmp3oTUUpQSoU+XChI5gcaCYSrKnyuTlniFMVi2l6EkGLwvcFAk/A8Yema8Onft/1gkN+t+xQD3z2s5/DSadf8GC5Uv2rnU/vqPVVXZRChlLoqOuIoBRKdQkEwoBnDO67HJ4O7asxflwPf7Kr4fP5OcySJiqhKlXgdiWu/WWID365iseeClTxpO3rzhKpdBEDJXpgFDomMzAqLbDLNr0tu2rwovbO7yvtbJg8n9as/j/N2N34wdv1uK1DbZmkxnqgS5CpTUejyOI2Y3docg20bt4fe2Z9oY1y26bMmV5tmqF+jpXLUuzYQ7Fhq4NsmlS2RTs1OYiqDhL6vnG/KpIhHQQDmJpTqcbH6+abcUqQJMqzcsSRx+xOWqNvWrz0uGJ05/kwOACsXHEkGtOTmNr/KKbrMSApfE9NefBcCd+T8F21mwJfWbuem+bgNnMoHRPit8PtuWFJSe4SVBU6AsQBrr0zxP/6chXrt9jgbtPb2SXX3a4VqWzX28TS2h2aG+hka+t4bpCRwv0cBKTzt82gcWj2BpD1n8/60B+iGX7WS0SSTC9n9ZrEeFdkhybPPSzEeoyCyHzujwK4cR9K3T5CZSGCMD2hQQIxcPT8BJ961wSkBK7/ZQQgzTvlG3QSocGvXJCSMKSEoGFEkdm4XFokoGwB1dFLjfKOEwEvUQrC8ygEl5hohDh7cAlqtcqzQfjZAb5o7khr7ZPTb2+4I1c1W1tKQ70UUSjgu0KXsQl4rrqvmDvNQe6kcF09S6WQJGXcgTnICREWwBW4b7grxAe/VMVjT/ka3O1+bpu9FXs6pL31mjEuZUc6bA5m2SFNCqA3mrhgQBos5+xsdgLJ9OfzWJrssuQqkh/OcjXb3YWEaOVggTsDbBu4ddDHAF0K492wDE4jWXS4H5b7EFS9RtENqJk+BlbMT/CZv5mAkMBP7wrV49SKVmVtqzggHIAIBXJJ0ZA0H5WYpS6oL0SN81aNfbxEN4CNBVyHIAoY+qrACSt7phkTb4/Ks1svGuA79o2JkVnz7r/obDpx583bS8P9MSJfZOVlDlPzKF2majoNeysGT3SSVpqluDLCQbL0WA1sIlREEwKECUhGcOM9Ad73xSoef8pXyVPU1tvUYm11LifUMLcd0JHddbfGYoHB0e5G65Jz0qG9UQC1fVov3H8+WJe57rY9JDmjF8dqF6ObFpObSh+jpzMdbjO68ppIqQbLmrReG9ySqOhhvt0AgKlRP4LlnykGjpqf4P+8ewJSEtx8dwCefS8S+j/o30mLcP3bcemgIZnKGpR5kbHQOSlcAHGqit0dkzpBCIKGhOf5WL7y/In58+fcPzW1RzzbV/usAF8wewiMOftpc9MlF54z/7Z4/HaXixCNlqc+sjUAynU4XKcd3ImeqsAzfU2IyMPBWahYGaWCEtz6gI/3fK6KJ7d7RXBn7E1zFofKErTTYM3IEZYZkZq1ITt0XoduPQSo233KhWvY9ztHl+T4LiJdavDaCYUZayMHbwegCxer6idjeXsztDO6KogwssUkaRENdNVCjWosysyFaDJDibGEbUi1JI6al+DzfzeOv06B2x4IwKnUT2LI21lx/UVqkAsKSV3E1AWXDLGkKAvN3AJIuFRxFaLiKlICjURiutnCkStWJjt2i0sWLurb70fd3YPPC+CO44In6zFz7oydjM3dcvvj7rKqn2DWIAWlqcodIHm3KVdLE8+N4XuxArh2+ZlQvfkpTN6E+cyCEdx8r49LP1vDhm2eliUWW9M2cOtQvCk/s6VJ+8DWbsZaN/bulC/GEMynqHWUq2X+7i6Glbn1bCxuSZPsvgG/fS1Nm2ViAVzmsqXNg1KQJUTnjRO0aXArwikBaC+LCu8roAvrjRHAyirMpQiJUyydm+BL7x3H334O+Pm9PrgpnycE4NZOLjCGcu9y5qHuekiEKm4OBeAzojxy+i87RGKwL8GxRzs4dtXCLX1Dc3be9dAWnHbcohcPcACglOJL31i7raen8taxqfPuSBt3Yd7INAK/DpdRJNxRPlInhefECPwYgd9CI0nx8JME+8cZKNU+U0gIrrwuK5elGOrngAS4pPj5fT4u/WwVG3Z4kJ4tQ0zwpphnAu29aAd39wLi7tq7HcjtYXnz/NzzYBmRBc3dxUiFfn4n3rN6xALOLWDbQEcB5FqGsJyxlQyRh2D3XL5kbkSRe2FyWSI0s2twU2rll2R/SL9lpcmJZHpTMbWpWgJL5yT4wnvG8e5/quLW+wL1WpJgcIDjmGUJSr5QBqt+JUop9o+7eHRThMl6gNgNkHoeWoIiFCoHPOYSLuOoekDVp3jTH5+IlUeztzYb926rs+XPBd/nBjhhRyJu1eF64a5tm8mdT66754xr1jQAKvHKUxP0RAAhAr7XQiVqoJnGWPMYxa33Rbjilgq27fHy7CXJgTRFLUzxtldP4y9f0QBzJR550sVHvlbBhm2HADexjUwFbkKKRqUxJnPftuwIKhyqW1W3+zZIO8PYJMs0NPcPJbqfjb3bmdoGtjmeAViTYJ6HQoosbh1T7Cys3ikm30lam0JHOzOgmxK73LOiShDNh2f5x9PeFcPkBEydbFOOI+Yl+P/eO4EPf01i7ZMumAu8+RV1vPXiadQCiTRhWTkjpcC2vRTfvWUKv7gvwq82VDBZL6ERBODSgUuAnnILf3b6QaQpwY7dM9BiS+/sn3XqrunpJmaXw+cEOHvOZwD4+Cc+ifMuuuCgoNHkmnXytVf+5AD2jvZj/gwXQz0cgd9CKaxj7ZYU//yjEr74w378ZM0ADtYrIH4EQgOAeZqBgVYLuH+tgyQh2L6b4XPfKWHTDhfStWVJnldSzDPJk6h8oseMkDxTkNHcwFT3TT1f7ue2/eDFPBSSdZqyx4rQjtumO5WV/51d5/7xLJpZMFxJ9w1VYH/rLAJYjU/bX0vftv5vdrah+QbrsDfsyGXBpmib8WkbGfZmLZzZZPYcol0+g30Sq5eniDlw/ikx3vGaaUQMSGIXSRogTgJ97aNWpjjtaI5Tjm5i9nADB8YF9u53IaiLmgccN0/gz8+gOHZhinPPOBbz5s5/7/79m345MrL4+UD3uRncrFJ1McrVyv2L5ibXvO7C6Ytd8TTKngTnDZSCJh7YwPH+r/bh3sf6QNwATuii5BC42q0Vc4kWdyEggVaKucMCp6+OMXcGx79fGyoGI0TtOWL6lnUyeZ4haFfm5LqbdTEci/JEdmdvdN62gURJm2elEGRpN0qtycfPwt6E5HKlkDZrszmB7hpbHGVC7GuCtqilCpAQalUB6ar73PNiaXRa9LIInSFITAdbQbMe3mjzWRCdYkuEhKAUTHIQKcEB3P6Ah/kjHBeeTLFoUCJJPTRaIeLER8oVt9KGgOekWDCjhUsvaeDk5Qfwga9K3POkCyfyEdcd3PDLGs465Ricf+Jx1/TNWHQ/MPl8Yfv8GBwA/vUr/4QPve9d4yuWH3k3WusWl/y9y4Z6pzAyOI6HNzfx3q8N4IGNg/CiEiqhg14f6PGAmi9QcSUiB+CgaLU4Fg5P4aNvH8Ul5zewcBbH3nGGX633kUhTQ2mztmsxd14Vb6SJQ5DN07FbsGV5JqSYKVgYx124bTE1s46R7uxt9xos5p/kuSkm4tmNwTPt3qZuOo63Syh023Rd0nk1i5vXyXPcrQJwWAxt2chZH0LLwMimaNqZiIX3mSfT1TnBN35Ywrd/EmHDUx72HmRYtSRBNfQxMVXBZD1CoxmgFXtIUgdJ6iBO1PW8YYFjFtXxxDaCbXtK8JlEKWSo9M6+7tzzXvXuXbsmtlers543wJ83gwPAjJmzsObee7aHA6vX7Tpw8BXlYDvWb2viPf8yA2u39KJSdlFxgZIjELoSgQM4jpILQhBgHOgdbuIjbx7FJefE8DgBHIGjFyYImURdGGXb5hbU8XE7Upk37bE9Jm2t10g312Ab66ILMNqOddXnheebH7+LIfocK8si1CycG5Wm74lha63FUdTmpEvEMwv6mAp3AisQRPLXt9yIMpPUSoMLWMaBUBOwTbQz+1g6EGSKJ8yjTUGwbosLSAdNynDVz31IuPjQXyQAj7BvtKzOKFQFC303RctLEKcu4tTDUXPr+PTbxvHerznY8UwNx62YiYtftmLd4+t/uf2oo894IZB9YQAHAOLNxKSY85lTVj228PGN1T//xHdK2LG7hlk1Cp8JhA4QuFIB3CPwXXVxHIIFM4GzVwtcdEKIpOlA0AQBa6C/whHWJLAfbfRj2FwXDdN2cKMA7mLylCyWmkEds8HdAX7YgCZFqQKbPYujSrq9RtFr+NxItw1LY7+pQgaZ+bDzZvKd/vEsqAPZeczyuWfShKgGQshSa81r62ZCoFm4XLkGFci5KObEEpgWFBRSKrN7epziwDhTlVaujxYJ8MO7e8EhcMGKEJ7rwmEqxcP3BAKPIfDVhOZW7GK6EWBOf4KP/MU0Lr+lHyJY+v2Fi1d8BsmuFwrX5y9RzPrmv3weX//kitbAvMEb/vrTE2c1xjF3Tg0IdPFA5AFlX6IcEpRDgkpEUSs7GOjxcMQ8F0vnqJwCQM/skRyzZ8f41ZM+NmwNIUzqK/V07okCt0+LM3QyzU3bmNuWJfYGaE+F1dd5YlTbMWK1SH42eaINyszwJKRDOlDD6tYxG/vtXprC6d/eNCCFSRs4lDQBydosF22DLkYnireLyTX2wcIDamNkr6mDdlSCsBQ33+PhS/9RRer5gFOC7wcYjBjcRBUucKEKGThnusErzTwrEgRT0wGe2V9BNYpw0UnhL3+y7sLXrF332NTZp5zwggH+ghkcAILBS3DXvQ/XP/zOV8U33fhjODiIX23m2LiDoieSKAcEpYAgChmigKEcMfRUCGplAc4p6k0XvusidWMEhGJ0P8OBg2YoKcuSqkxNZUDz9Nf2JKp2GZIdQ/HHpW05z91kSf4abV6KZ7k2mXAF8La9tq2t7UIQon7RLKfPcjln6R/QLF6o00Q7i+fTkIkgIEzq9h3KDSgz6kfh/6g/bEU9iWZ3qDYQggJE/aPPAGp8doZzfeHmO5cckBT9vQI9AwKNMQZCHYSMoOoJOExiYiqF5xAkiYM4pSo7kOs6UipRjhJsfkbg/nUeFs+bgVe84uXxx9+c1mfNu/DFQPXFARwAVi5fDCnFfb487pSp/deG6/emELKCkg+UQoJKxFCKVGptOVLgLoUpHEeZ4WbXMlfirnUuHlnva/ZWCVSEULhUteTws9xu02tcszA6K+C7shWs+2h/jHQCHl20N7oYdQXJYl6nvVP4oeWJhfU8H5zkoM+khvVkosW6nWhVKEpGu7el2MQTsj0Sag1plWrCG4WKelLd1EfoanzVhzAf+Irs/UsIwiAEg+AMq45KcNrRCa6+lQBBPkXZtDuenFadp7hg4KlqHAWpzpaDPQ2M1cfxwBYPq45b0aj0LrqPUooXu140wEvlMqSc/tBRq06RX//OQ3+39vEdwcweiWpEUS0pcKvKH6ASCVQijijg8FwOx6rmgZQYrzPVfCaTJw5cShBSmfu6TVQyA2Oup4tauy1CCctjYD2/PSTfzUvRzfNR+H/UAndBt3drEHQIdJub+gl2obqJ7BCag1RFIjW72pFKYpexqZYSHUUQOZF3lscRkrX6kET9XUFkTgB6Y6n6YT23HkXvCiUOBHPBJEetxAGqZlVyyZBwIE4J6i3AYQJAqrMGHXBJISUDIcDuAxFWLpiG/6cDzXPPPf0LqXD+d38tetEAf8Ea3F4f/ein5Fj59Dv3jVbYcCROKTl11lN1US25qJYYqiUN7hJHKUxRjlJEQYIoUOH8UtBAM47xuSsrWLu9DMkCgPlwGUVEJQIG1Z6CKYAXCoY1k7M2kLbnoOQFCm3aOztGCho9196keIxZI0jMteUK7O6y6/SHZ+F7Uky0at8AtjHckbXYsYG6bcp8E7bLtWIsQBY2bUe2GGgW9gd0jae5thusWq8XuByCctxwb4Ak9UCYC5/pfuxZTpI2aIVu2i/VRLhWTNHTOzc+96ShzwyUN3086jkpxa+xXjSDm3Xy3CQOwoHLRvfX4927Gh+rNxJaK1NUSxKlUCD0FXNHforITxD6CXwvgeckCEot/OfPPax5pAQOH2A+GKOImESkvxCXWmmvbUgwnUpzDMjCe2v/rdrlCQw7ZX1PuhltXSKPVqVOXmtpDExkrkJqvbn2kof2voRC5psO6Mhn0gEYFbwx49VNcKeYb9JFrlibSdqni0KFRf5YxuJGzmQWgv6+BNQZuK3JqjJWBVwnxenHtPCqk6fwvZsixK6PyZQhiFWvQpUHI8A5QZKqeZdcSCQpwVQzEAMjcz62Z3ze5x7bOhH/uvj8tRgcAP7zRz/A+y99U7pg/vDBKIrevnvXTjrcB/TXUtTKKcphqgCumTsKYoRBE5XyNJ4ZTfHpf6/hka01wItAHRX9LDPllfGYhMdUvwyHWsEbtAHUAnI3/3WxDM32rOTek4I3pZ29ac7S5jFGTTuIPMhDOzaE0ebt4JbFN20Zmsg+W5HFDXPnbN7ei6WdxWXhPjXyjdrfj34OlYUzXvY+s0s+JkUxrbltf/uWVANQDTmiMMaatQ7GJl1w5oLqqXYEKi6SCIlETykWQsB1gKOOPlZU++deuudA65nzzv+TXxeevz6DA8DQ8CzMGOrfKBC903P4V1vj99LhvmkEHkczdgAQ+G6Sg7tUx67RGB/+egW3/qoGuCGo46HECMpMImASviOL2lt/l0ZTCk1x9ojxjI0ObdcV/dSFzdCdvXN3IEFeO9gF3FbFPcx12zLNMs1t9QlkBmAhlRsQJoXaiHGdeQqLue2QfcdgKikLYfusQDnTRc92psu9TVlYn+cjw6XF1oxQCKEKJ3K5YhqsCpxzbB2fePtB/MPXHTx1kGGMBGDQ2YtSYiomqMcUviMwq1fi9FOOFcuWLn7n4MjcjeOj+38T0PzNAHzewuXYsX1zfMzK1d/cIB+LZB/5/INP7sXGZ2o47QgH/VWOwE8QhQ1UK1PYO97Exy8v4z9+0YeUlkA8D4FDUHYkIkfCZ+riaO2dTcWFGT6k7piCb3NtntOejmpjzeKbTn0MFF1+sEBuGZV5CF+BmxX84ZZ2zn5y5Aacdd9+nOh/qMkDQQ7uLP+DKDeg1L39jGFp9ysk2sMC5C5FyPzvHHLZZwqaP1PpY4KUM3BuQJ6nIztC5DM7zXeou5lFgcBrz24gSffhY98Cth/sxagM4FDVIL+vKnDOSeNYtzVBLJdg76TzP1avPv6bGzZs4scc/dypsM9n/UYADgBz5i7CgQNP84XLX775up8PTn77xpsqNS/Fwn6KvsokKlEDnjuJX67l+PaNVXz/tl4IFoG4AULGUGESEZMIHHVxjTRhep4k8nImoplbirzMKf8BLb9xG3i7MXcR1LaOtg1Su4Ms2oxMi8mt3A/b762dEur9idxFZ6RJ9h4JyfzWNMvFRZaXTUz1lw55mhHXHSyOtoJks6FkLjlkO4ub9ta6QZN6q1qPS4I0pUhSilSzNSGmbJHAFQTCMVYMkIVPiUQogTec34Tv7sU3b4xx7+MDGGuUUPMJRnoYVswq48/OBAbnnjBZGzxj8+49O/myZUt+U7D8zQEcAIgTYdOW1nWnrj71XTR1v7D58Tv7eiv7UCvXMTo9jdvvYfjY5YPYO1aC8I11TVHSzB24Spr4jp7PqaO9jmZIKVUpk4yBVgKkgiDh+tSejUfJXYGF99bt0g52G6Btj2ft2QppsCSPdBodb20c25dNoZq5K9Db1fG5/rZ9+BLa16xBLIU1dq9gUJLC69gla2aDZY3z7QpmmM0urc2ct9ozJAIJJJIh5RTNlupRIqGq3xlTg8k4F7q4QdMMMb0OAUiClDt49Vkxzlx1EB/9txS/eGQQ++tl7B0T2L5vECeedvbBxUuOu5Snjeti/tw53ocN4H21PgDA5OTkFRece7pz1EL5mdFd1wxu3DWJy/6jivs21CBFiKBCkUpVblaymNtnqj+drxt7eg6B65iWXupvJKlq7dVMCSZiCq7zLxyiMg2JnnRgz7nR33MB6cUwthW4gcXYlva2u1Op6cUoGKSM5qyfe2lygHGOLKAjheqiKkxxcfY+1BhraW9QDXKjw23tTTSr29KsmJ+CNhbvZG4DckCivfsYALiOgJAUY1MUE3UXcaK+G0aVP9tzKbjguQbPPofxuxMkqYPpZoTA4fjUW1p4YNMz+Ph3B+D4s3HEijP2LV526v+cmk6uqNZGfqPg/o0D3KxKpQIpRy9fctRJ9F8e2Pjpf792evDJbWUMRhRlV2KyKXGgpRp1ejTX3H4GboLABTyXqIujWgcwpgAWhim2jjaxZ9oBoY5qJ0AB6MgmI506N3MRos3jgBzotCtjI0totP3nplWbPeK7fYiVDXBow1hCTVfgXOiWCdr9pv+P1Exqq/hCtFXkn4dmGpzorD6VYUi1TJEyZ+z8uyiCXL1uPveUUeXmc5hu+8E4Eh7i6b0ljE05oITAYaovjucQcCHU55KAmiBtJlXrZquCgjCK6UaAfQ0XgZ/g6DktfPQNTXh9s/ctOfK0D+4dSy6fM+PZ+5u82PVruwkPtT760c9gn3vqQ3vHy/vm1nCmI8bCiALzhyhmDHDEJMZ4nSFkBJErVRaip0Ae+gSBR1SDT58iClRHrWrZwXA/w9GLUqxcshet1gQ2Pc2QwoXUQ6ZMMlVhYgPJQcgIUMzzBvJ58tYcekYync0oye4z81ympJOa3ahbADPDbGoCmGMxO6Dbk3Hl9024BOdSD1rK2Vy27cpM2dqbEShKK3TbnNLy7uRuwbxG1R6brsBomjS5borQb6EcTePO9RJX3FzBE1tCJAkF5wSpoCpJCnpHEuNZsd2xQo+djLFzv8ATW2vYP1YFpIMtuxxItuzgeacNvK/HX395re+k3xYMf3sAB4D7b70S//rJV6xdMKu0Y7pJLkyaU/6KxQH+5NRJlEqjeGBjiIAylD3V2zB0oYDtEYQeQehThAFDFDgoRUy1a+7hmD/Swpkr6zh+2Sg2Pp3iqV0BOHPhUALXRDwN+OxLBvTcz80sI5EZTwiz/eHtQKcZ4E2raIfqsSjMjDxHNhna9PQghKi+ey2BZosj1v5fLlQ0zwZ3wTgm9tmHtNkFls3REWzqfA4zUy3agG0ujmN628QoR3XctV7gA98Yxl1rB1TKBJNZKq8ELUTacntEqqgzUyMoqdPAlb9guH5NDUQEYEyiOrAYMxe/Zvu+qSXvGJl9tnihuHoh67ciUex1z2MQkgTfnzd7drpwJPz2UHlT0N87iQ3bGGjCEPlSNz8HXIfAc6ByyD2KwGcIAwelgKAcSVQjgWpJnTYbLYYVCwiOXdTE7Q82ITwfiXSUd6VdabbrbbQxoAWEPNRvdYGltg4vhvwzBqeyAHKajUoBAImUAymn2BcLTNY5UtVbslAnyhiFlFKxjv4AWSMdqzUb1Tpe6PeZF0YQPbIE+ZAqS4OrPG/LdWOfLLIBBYrJfS/BQ5sDPLypgpGa0tlTdQFHtwtRXhkGla1C9f+jcBhD4giknKGZOCiFHpbMTXDdXQnuf7yBkZGFzaU9s996zPK5Wyl1f60w/PNZLz5N63mud/y3N+CIuR6v9Sz74eoV/W9cvKinece6BOu39GBWlSBwFcOpJuga3C7NkuBDnyAKJKJAohRyhDphS1nrFOcdH2Px7BhIpR45h0Ksxz6lo9tpndrHutVdWsxI82APY1aOOcsZ3HFUW7vAVWkKpTBFrZxg9lATMwYmsWe8iZ37BSbrAo2WQDMWiBOZhaxTri6G2YVUzSeluW+5RvN6yyKQ2wfEmnC6FMVjJqekQARE9Zvc9DTBrQ8EANTGaqVAoyUx3RSoNwUazRT1lkCjBTRigmZM0IoJ4oQi5UrCxLGDfaM1rJgb4sQjx9A/c2azgaE39leGr/zB969bw0xSym9x/dYZHADOveDV2LvlW3xwwTE/+udvTf3Fw1v8f1s2tC8qhSnWbpNIOYPDtFHpUfi+uoQ+zcEdcN3BVnXPchwOQmxDrXN1y+ijXY535H8DbbrWrrXs1PiGvV1HwnGkcnE6QhlirnrPQ70NEHcSO8Zr2HughJk1gcBTniLPUYaiK/WMbLSfcWSWPWiGSpkuxSb7UFrGpBmqSmUxdZaimDprb4jiMj5xdTvmQDMhaCQSbkvCySZVp6DEAaNKtjmMwnUkQk7hOgKENvDQhip8J8K7LqnUp9Lozaef9YYfjV32A3nZB7r38/69BDgADC18C/7rB78tv/Wp6CqSLHJ6vOirJW9trXGrwLbtNXiO0t6+p3uQ+xSBD4Q+EPqKDUOfI/BUg0/XSUEJx50Pu9j8jAtE1sRiapesyTbjy/aY2B1k7Sr5zhTYvNk9Cp4TpvNklN4WcJmuM/RUU9LAT1EKYvSU6zhYn0IrDXGwrvLmuVQh6zzwojSIea+c5+9f9TaRehY9srnvdnjeSBPABi/aJAvRlfQ5y9vZgRKKhRfOFDhjZQM33JeiyYFGStBM1GZ0HKPdiW6HTTTAAYcpu0kI4ImnG7jqjhCnHrNkfF48/I7T/2jVVeLgF0H7Lv1dwe53B3AAuPzTf4lzl38Xf/3fxZXNPTPdu9ZFnxub3twfunVUS6r/eOBpeeIRhJ5E6AudrMUR+gkCP4avW8OlIkU99gHiguhEHnuSGqFFvZy5+Wxwd8tBQZt/vKDHc9dhNiXCGJSOhOsYF5qA76nBSWEQIwhacFgC8BT1RGIqIXBo3i64o+e3BWxBVA62oCgyd4GdLQBrsKtm9iRrMZG9FiX56GxBsuQp00ZZSAopGCKPw2MtNJMIk66DMFb5Qabnusrp114oxsCY2nmMOigHDEctGsArveMPbH565nu+dhO98vqrH/2dgvt3DnAAeNMb34A3vRF4ctvYdxYc5ThvfNWayx687/bBgDYgwOA6FL5HEPgSoS81cwuEQYowSDKQR0ET9z5JcMcjEUBdMEpVX3CrXYRdlEyIbUAWswqzxCYrQ6/gM6edGyH7G1RF9HImN+4xAc/h8B0Oz03gMHXGIZKjxSUaKUWYuRKN247oa4By/f6EArYwudMUOpCVMzhkJ2MTW6ZoYJvqeinyHJMM5JKoGadCj2YXDs5aGePkZZO447EIky5DQCkcyvXgKKvDMBNanqj3NT4l4XjDOPLYk/e97cyTPgCk3yFkGN/5XYMNvwMj81Br2bwezKiRb/2Xi8/44BsuOX/fSasYDk40QSAR+kDka/b281TbUtBC6DdRKdeRoImf3+vjyW0R4LpwKcmq7u2pDjnYrcANQQd756kfdnvkYhP8rpPYLKnCNIvbIHcc5VumLIXpcSylQJMDMQcSfUl53jaYC4txhewa2rdiONptl1fvGGPSNPwxRiU3QNZMzbk+Jgg4p9kl5Qyt2MXSucC5J06hRKbQqscYTYDxmGI6VpU5zVii2ZJotjiaMYcQApVwCtsPEMxcePa+gVnnfrDVjL5FyPDhgtnvnsHtFZVKSJPGN0848fh01ozJz9/3+EO9feU6espcTY/wBIKAoxQmKEctVEp19FWnkMo6bnnIwVW3V5GIENRxEFBdu2lpYhuEHe3Y7Mhlm/cEVm6zyb3u7Glovb4ugnaYyJiN6d7pDuPaKNPTDqAQGAsg4QSJADwOcKa8J4wSMA5wvUmFASmVWSZflmtiZwtaOSZ522WlzalJUsskDwEnABVUjQfRDXtYSpEyVe3eil0EgYtLzmzhoUfHcOPDQH2yhv3SBwHVEU+VL0SIQJomYITgiEXDuHDxCaMrjln9vmbMv91TLR1OiB1egAOA44ZI0sYVtcEzDh6/qr5oyezmP+5/Zo27b7QKSiUCj6McttBXnUS5NInb1grccHcZt9wb4Yk9JSBw4VLaViChgy/URBeLcy6zeZdZ+itQDI3rJXP2tiOJucRpiwZmcsUavMXU9ApCdTGlBjiXQKKBl0qLuU1kU5BMa4tC8pR12/oeC2m4ljZXU4vV8zkhIBD5ZuZmI1NQysCoRMoFEu7A5Q4aDQ+LR1J88t3jOPu+Fm68q45bH+7HnrQERikCl6MUAGkqsGN/gqOOOTap9pXef9a5p2z2/OB61/EPN7wOP8ABwHVCUR9bf92fv/aPvH07H61PNcVXDmzfQkbcaVoOW5gxOI4tu6bw5csruOORCp7Z46DZ4oDLQAhVA1+Zcs952l3nMgvczLA36Yhe5i3NDvXucrcdbPZu1/PZGUO0DcEVaO+NDqlC9IlUU8YUuFVJGpcWUwvrIrVUgQE6CqxtL9s1CJCsHo4QCQ4CwgGTvU20SjWfSxnMHKnLwAUFFwzLZkrMuUjggmOnsObRBr507QCeerofkUvRX5GYP7sizr9guZw1e9FfL12y9N8eeXxXfOrxRx5uWAF4iQAcAKKe5Xhyw9o4CGZcwZm4be489pr+aNsnCH0KP76ria/fOIBHt/Sj4joohRwQB5FKAQErYUun2fqOYnEVUs/D84zax3LZ0b6ySF1WMY62aGhnFNRm88LQWzOuxZwONHI5JLjQeth4PTLdbTE3cn2dufutdNdCZqT1sDSBHaK6WMF63NgfJqnXrtRRhqOSKQABKEczoRif7EPo+njlqVNYPHsvvvHTBu5Z34vegQVYunTmP5xy/KKrevpHdsStfS8ZcAMvIYADwLKlxwBA455fXrPhnD/708uu+I/veo9tOe5Dtz+0jW3cSTGvxrBgEDhqAcNRi2Jce1+Ka+6rwKGOqsB3JAIP8B3lky0CEJmvNpMspMup3urVl5d66WWxffbaVFp6XGZ51Rm4qZpplNecqb/IpcoPV0UcREcuLYCLzjEktnFp3k6+6YpddfMNkfc9MQa0IEquSKi/TYnMplNTohrOc8FAIHDNmgDXrRnG0TN7cfQCijkzAswe2It3vELiLa+awYnT98lrfvbqy8LSbfyNrz/1cEOoY72kAG7WyadfjC9+/Zv8b9/6jg9ve3rceedrf/g/vvDttf7GjQILZjg4ZhHBcUe62Lovxi0Pq85XgScReUDkE/iOYmhhsZ6SESpL0IyMNkDg3Mrm03RofMywAF8I+SPPec4Y275oJlddtvJWCQAy9KWS6rzwPPpo2DyPSHZhbvt9GLelThkwkotrXW/+L2OKrTNbRKpAktAeF5pSpKpcCo4jEPEEzZjh4c0+7ltfgaw7cBkDoTWMx2XsbZ3cuvQvL/qsE/Z/eNMTDIuPePvhhk3X9ZIEOAD87Vv/CgdHm+jtefpDUv4Jff2frjjlP//zJjqjV5zSX9vp1OMYD20oQTY9VCuqm20UEJRDitBTv3qjJdGM1ZgUqSWJQ1V+ueMox2CaCqRcIOUKDEyHAmmBBYuro9FQwbNiJEquvU3vPrW05aeBzC0Q2/klnf5t2VEvnBm8ROp8GAVg4x5MU1XxRKAqowiUXaKArl64lTJMN9V3EwaqP6zrCNQbLgZqPo5f0sJ1d8bYuY/giAVDaT2N7j719HOFW5p/94NbGx+KG9PwwsPrKXm29ZIFOAD09WYjmj+45vaf4mXnn1xxyMS/uhKvve+xCbpjb4AZPUDgSISeAnetrDpqRSEwOtHCE9vUrBem55+7LoHvMwSeGrvRaBJMN1UKK4iqHvKgZIwQee1k11XQ4jotlloMnlW2GImil0ZvKlXdI29jbWUDkIIL0JZJtjQx7k+HyiyMTiAxLRmaU0C9qQJIgUc0eNUmDn01YXrbHuDAmKPb7RFAMnguQylg2H2gguEywTnHpUjSJWLhksVX9w1W3vbo+l2Tr774+MMNj+e1XtIAt9dpZ70Mjcktk0E5+puNG2ds2nR75ejzVicXH9j/KLbu8hF4IWplB71VB71VioUzG9g/NYnb1/uoug5KgSpC8FzVELQSEdRKAlPNFJueSTExCZRDJXUoocrdlwVT8gqbbiH9rL9Ih0wxLeq45UUBFIMLcKlBbmZF2i2RYcBugds6pRRsC6b6sHuuQOgLVKIUY9Mp1m1xMVVnqEYUInIU0H31XqtRAj+YwMPbIkwcDLBghmpAT4hquzc2FePe9QmOWnoC3v16cc2UPHMd85d+UYqpydXHzD/ccHje6/cG4AAQVhYCwP6ndzz99+9761HzWlOP4Z6Hyxf/4LonUWYpZvRTlEsUvRWOOcN1wJvAdNIHHy4ApUN9j6IUEvRUBOYNNzEVj+PquxgOjkWYSxXbOUzCEXq8h0ZXpr+R3+9gcMPY1FSni4JUyfzg2hcuJJAI5SoUbZo7lyMSdmsq+2Ri9D+jirl9TyAKU4wMTIH5E9iyrw/NqRBzB5Xv23Uc1XIDgOdyBEED+yYo9h3w0FtKIKREvUHAiEBtYRXzFi0FKides/DIoy8dHZvcNmNk4HBD4AWv3yuAmzV7zmyk8d5tbMYR79u4y73iv75+xd82JraeOT66Hrt2NzDcxxAGDYw3UgjJdBGCKqjwPYJyINFTSTDQ24BTn0BTlDDZKqOVCvjcBFyM4Smtsncr2klg6WpbMuioIBWgpskoEVA9HqDxLQDJIaRELEhmEAorWSoDtMXiss2FYhuYdhVNFLbAGg0cqKeoT0jUIgHXJQh9hiShSDlByikYgGqpia1xGc2EoY/FSBCif+ZKLD924R1RRL84nixdu+fg9La5s2Yc7p/9Ra3fS4ADgOMNAcAmKeUmAOvWPoyRXRML/8UrbVrc4z7E4nQKP7vfQ6vpotQj4TkUnkMReARRyFGNUlRLDTR4E5SUARQTmIwv2nbJGYMuXwaxtktSV6dTrhOT0mzKc9bgRHBApoBIEUtXgVyYomTZRfIrFje57zLrKZi3eyDEFG/oxwQQJynGGwRTDdUnshUL1ZM7IZhuMMwc9HDh6kms3dhAPa7h7DOO5UccPW/Tzp3Of585/7RdADb0HjoC9nuxfm8Bbpbu1rphzbrRDaVe/kfLK9GsRbOWX33X/T+uPr5tqtQbxiiHqjrfYUS5EwOBSikBpU38/CEHG54OMaei6ydJZ6YeSDHJyq6Yz9s+5MZlXsCbwHUTOG4MwThiSuEKCco5JI8hwcApQ4NSNaRL6/D8s+UBGaEjnNxU8MA6Y2h7QArFzBN1D0tnE5xz3BSuvLmC8QZFtakAniQSrZhgou7g4HiAM1c62NNYOH3aCS+fGOnllyxdPLTziKV0G/k9B7ZZv/cAN+u0o3shpdgG9O8ADiwfmf2Kkz/1HufrTzy5IZ0+uKXvmV0HKhLQueUxSkEMyprYPeqBch+1UKDkqz4sQqoaSlMMnPcBMZ1u1XE7809qvWxqGl03Rei14LhNPLVf4ic/KmPHHobXvrKOk09q4frbS9i6VyIBQ4uGaHHS0SfF7rciJSC4BKeqUaUU6pRBqTIwKQXilGK64SJwPYz0hxjpbSKWKaZaPibrHFGQYmRQGZvTyfBkeeiEg7PmLHJeP0Df6pQW3DN/pDqecAj2BwJu4A8I4ABAVI2V2Lx11+jgwPyfcUwsfdMXrmrdf+P/ee/1N937ptbk9mTBnLEjQo8HlMZ4ZIvET+6pYahK0FuSGOhlYBTYdYAjSSU8F8p1SFUxdOCrY0IAcaIkA2OqAaXq9gTd7SlF5Dfx9P4YP38wxJd+XMHGTQ5WL2ji9RcfxDvnp3jLRQ185doSbnyAY/tehobjIRW53KdUuSxdR9WCqppNAS5UxqHvAZCq0r0UqMkZz+z3QAkDpRJ7R0t42QnTuP6eSezY6UC6EVrwmgMD1SdOXD3XHZx54hWP3/2+f5q38DP+7JHeppR1QUjtcP+Ev/H1BwVwsxYtGAFUmnT9qW3b4brOP1LG/vGPz5vPBvvDr9Qb8dKxAxtOv2P9U4yKCH0ljpIvMGvAx7IFDXz/Do6xMReVSGlbhxH4nkQl4uirJtiy08HYlIvIVwUL3NdeDq2/wyDGMwdi/M+v1nDDPf3grgdJOYSXgjYpaBJiwQwH//TXTVx4336898sudo72I/F1xJToEjBHGYZhQDFRj/HULoHeEoHrCKQ6lO8woKcaY+9kHbc81IMjRhhcBvTXAowM9OG15wZ4ePNifsSSRb/0gmCD4PV3Mtbivh/gmDM/L0s98+uH+/f6ba4/SIDba/68uUBuK6aSH3wbqN/r7znhUwlu8ZbM2sHnDPrHzRtyVs/uP4hVi3fg+3cxTDV6NYAIXBfwPaC/lmCgdz+uXVMCTyqYM+wi8JF1XQUAh3EQEuOr14W4+cEZiGohPIdiclpCsjpEEmBisoyxKR+em+CcVZN4+ysP4mPfLqMl/Cw3nVLAZQSlkGHuCCBIHfdsYJDSQxQoLR2nqpF84MWYaIxizToPg6UerKjMghs2ftUSYw++/Ky57OUvf2XMyYz/RdAcnTfzD4+ln239wQO8fRHWBwCjAN4BANffeBukxJkO5RfO6p+4ZLhvzrIzTkjwi+md6K0B1ZJAHMdotQT6KnWs3xFj/fYSZlU5ktTN2jCYHtm+J7Bpp8BtD/WhXA4xpwqUPI49LoXjhZhq1rBrXw37xgNEQYxh7uCcVaP4zq3T2Lk7yH3bWl+7LkGtzDEy1MKSBRIbNjqY0cORpgLjky6G+gKAVrF08TK87lUzsGJe+clFS2tX1yruTULijjlHnAHgbw73137Y1v9zAG9ff3LR2QBwR9w8cAck7qS0teiCM0bF+kd/KI49ZnjB/Hl9H/jVozvRP+BhaGAtbn8ixvikxEgpASUuKpFA6KWYaqiZRIwKjNcJJuslzK4Ai4YJBntdLGpJpNTHUzt7sXVbGdNNFzP6AlAAlUoDtSjFdqHC7KFHMNECJOHorXA0GikYBEKnDuLNxPHHzsFATxM0mAOZTF1G2DNbjzrqIjpr0RAth+5mAD8bGeo73F/tS2L9Pw9ws7ygHwB+Zu7LdBfA/J6t23fdvWkXQe9AkAzPH/i785m8YGikhIoH7Nn5KMJoH57c7WC44sPzBBLuYjpWOSkVP8WCmQ5WLp1AKxYYnSS4Z12AgxMtJHEDxywKUY0cSDA4IkbFJwijEDMGGao9MbbtBKq1ARyzehX6e2JczGIsfzq6eek8/vkZfVOuV1sO5s+7Q4rm2NCMocP9Fb4k1/8P8EMs4owAwBiAawFAxE+BEDyxgMnhnj5HQHCsmdgC0APYNUYxWHZACU+c6tkfeXpi7OWnH+cn8/odHLeMoFquY2KaYP5CiUlWwvJSiqk6RzXwURvkGByag/e/mbh3PTb3J7fd8eBHoih0589MsHs/Q1QqY+78oxCFFKurnC5Z4u4hBFtXLJ11uL+i34v1h+PwfAmsHVt+AUbJ8BU/faZ2cAxy7gDDikUAF02MTTmYM5Tg7icizB0SGJ8WELGDYxYLzBqaRMJBHtxy5DilYs/LLzzzcH+UP5j1fwGHxht9DDeYXQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxNjo0NToxNyswMDowMCH3neQAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTY6NDU6MTcrMDA6MDBQqiVYAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 72101000
    {'hecke_orbit_code': 4503599694479393, 'n': 1, 'trace_an': 1}
  • id: 72101001
    {'hecke_orbit_code': 4503599694479393, 'n': 2, 'trace_an': -1}
  • id: 72101002
    {'hecke_orbit_code': 4503599694479393, 'n': 3, 'trace_an': -3}
  • id: 72101003
    {'hecke_orbit_code': 4503599694479393, 'n': 4, 'trace_an': -7}
  • id: 72101004
    {'hecke_orbit_code': 4503599694479393, 'n': 5, 'trace_an': -4}
  • id: 72101005
    {'hecke_orbit_code': 4503599694479393, 'n': 6, 'trace_an': 3}
  • id: 72101006
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  • id: 72101007
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  • id: 72101008
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  • id: 72101009
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  • id: 72101010
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  • id: 72101011
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  • id: 72101012
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  • id: 72101013
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  • id: 72101014
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  • id: 72101015
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  • id: 72101016
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  • id: 72101017
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  • id: 72101018
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  • id: 72101019
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  • id: 72101020
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  • id: 72101021
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  • id: 72101022
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  • id: 72101023
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  • id: 72101024
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  • id: 72101025
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  • id: 72101026
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  • id: 72101027
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  • id: 72101028
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  • id: 72101029
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  • id: 72101030
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  • id: 72101031
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  • id: 72101032
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  • id: 72101033
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  • id: 72101034
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  • id: 72101035
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  • id: 72101036
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  • id: 72101037
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  • id: 72101038
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  • id: 72101039
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  • id: 72101040
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  • id: 72101041
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  • id: 72101042
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  • id: 72101043
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  • id: 72101044
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  • id: 72101045
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  • id: 72101046
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  • id: 72101047
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  • id: 72101048
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  • id: 72101049
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  • id: 72101050
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  • id: 72101051
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  • id: 72101052
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  • id: 72101053
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  • id: 72101054
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  • id: 72101055
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  • id: 72101056
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  • id: 72101057
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  • id: 72101058
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  • id: 72101059
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  • id: 72101060
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  • id: 72101061
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  • id: 72101062
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  • id: 72101063
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  • id: 72101064
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  • id: 72101065
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  • id: 72101066
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  • id: 72101067
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  • id: 72101068
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  • id: 72101069
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  • id: 72101070
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  • id: 72101071
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  • id: 72101072
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  • id: 72101073
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  • id: 72101074
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  • id: 72101075
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  • id: 72101076
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  • id: 72101077
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  • id: 72101078
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  • id: 72101079
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  • id: 72101080
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  • id: 72101081
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  • id: 72101082
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  • id: 72101083
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  • id: 72101084
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  • id: 72101085
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  • id: 72101086
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  • id: 72101087
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  • id: 72101088
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  • id: 72101089
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  • id: 72101090
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  • id: 72101091
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  • id: 72101092
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  • id: 72101093
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  • id: 72101094
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  • id: 72101095
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  • id: 72101096
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  • id: 72101097
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  • id: 72101098
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  • id: 72101099
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  • id: 72101100
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  • id: 72101101
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  • id: 72101102
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  • id: 72101103
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  • id: 72101104
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  • id: 72101105
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  • id: 72101106
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  • id: 72101107
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  • id: 72101108
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  • id: 72101109
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  • id: 72101110
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  • id: 72101111
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  • id: 72101112
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  • id: 72101113
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  • id: 72101114
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  • id: 72101115
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  • id: 72101116
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  • id: 72101117
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  • id: 72101118
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  • id: 72101119
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  • id: 72101120
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  • id: 72101121
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  • id: 72101122
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  • id: 72101123
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  • id: 72101124
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  • id: 72101125
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  • id: 72101126
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  • id: 72101127
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  • id: 72101128
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  • id: 72101129
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  • id: 72101130
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  • id: 72101131
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  • id: 72101132
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  • id: 72101133
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  • id: 72101134
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  • id: 72101135
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  • id: 72101136
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  • id: 72101137
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  • id: 72101138
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  • id: 72101139
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  • id: 72101140
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  • id: 72101141
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  • id: 72101142
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  • id: 72101143
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  • id: 72101144
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  • id: 72101145
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  • id: 72101146
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  • id: 72101147
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  • id: 72101148
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  • id: 72101149
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  • id: 72101150
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  • id: 72101151
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  • id: 72101152
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  • id: 72101153
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  • id: 72101154
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  • id: 72101155
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  • id: 72101156
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  • id: 72101157
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  • id: 72101158
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  • id: 72101159
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  • id: 72101160
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  • id: 72101161
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  • id: 72101162
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  • id: 72101163
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  • id: 72101164
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  • id: 72101166
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  • id: 72101167
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  • id: 72101169
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  • id: 72101170
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  • id: 72101172
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  • id: 72101175
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  • id: 72101191
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  • id: 72101192
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  • id: 72101193
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  • id: 72101200
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  • id: 72101201
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  • id: 72101394
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  • id: 72101490
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  • id: 72101962
    {'hecke_orbit_code': 4503599694479393, 'n': 963, 'trace_an': 5076}
  • id: 72101963
    {'hecke_orbit_code': 4503599694479393, 'n': 964, 'trace_an': 4046}
  • id: 72101964
    {'hecke_orbit_code': 4503599694479393, 'n': 965, 'trace_an': 15848}
  • id: 72101965
    {'hecke_orbit_code': 4503599694479393, 'n': 966, 'trace_an': 14196}
  • id: 72101966
    {'hecke_orbit_code': 4503599694479393, 'n': 967, 'trace_an': 1114}
  • id: 72101967
    {'hecke_orbit_code': 4503599694479393, 'n': 968, 'trace_an': 1815}
  • id: 72101968
    {'hecke_orbit_code': 4503599694479393, 'n': 969, 'trace_an': 13320}
  • id: 72101969
    {'hecke_orbit_code': 4503599694479393, 'n': 970, 'trace_an': 56}
  • id: 72101970
    {'hecke_orbit_code': 4503599694479393, 'n': 971, 'trace_an': -1688}
  • id: 72101971
    {'hecke_orbit_code': 4503599694479393, 'n': 972, 'trace_an': 1701}
  • id: 72101972
    {'hecke_orbit_code': 4503599694479393, 'n': 973, 'trace_an': -71240}
  • id: 72101973
    {'hecke_orbit_code': 4503599694479393, 'n': 974, 'trace_an': -524}
  • id: 72101974
    {'hecke_orbit_code': 4503599694479393, 'n': 975, 'trace_an': -10464}
  • id: 72101975
    {'hecke_orbit_code': 4503599694479393, 'n': 976, 'trace_an': 5412}
  • id: 72101976
    {'hecke_orbit_code': 4503599694479393, 'n': 977, 'trace_an': -41826}
  • id: 72101977
    {'hecke_orbit_code': 4503599694479393, 'n': 978, 'trace_an': 11604}
  • id: 72101978
    {'hecke_orbit_code': 4503599694479393, 'n': 979, 'trace_an': 6270}
  • id: 72101979
    {'hecke_orbit_code': 4503599694479393, 'n': 980, 'trace_an': 9324}
  • id: 72101980
    {'hecke_orbit_code': 4503599694479393, 'n': 981, 'trace_an': -2880}
  • id: 72101981
    {'hecke_orbit_code': 4503599694479393, 'n': 982, 'trace_an': 15028}
  • id: 72101982
    {'hecke_orbit_code': 4503599694479393, 'n': 983, 'trace_an': 978}
  • id: 72101983
    {'hecke_orbit_code': 4503599694479393, 'n': 984, 'trace_an': -18990}
  • id: 72101984
    {'hecke_orbit_code': 4503599694479393, 'n': 985, 'trace_an': -1496}
  • id: 72101985
    {'hecke_orbit_code': 4503599694479393, 'n': 986, 'trace_an': 6660}
  • id: 72101986
    {'hecke_orbit_code': 4503599694479393, 'n': 987, 'trace_an': -39468}
  • id: 72101987
    {'hecke_orbit_code': 4503599694479393, 'n': 988, 'trace_an': -13440}
  • id: 72101988
    {'hecke_orbit_code': 4503599694479393, 'n': 989, 'trace_an': -74256}
  • id: 72101989
    {'hecke_orbit_code': 4503599694479393, 'n': 990, 'trace_an': 396}
  • id: 72101990
    {'hecke_orbit_code': 4503599694479393, 'n': 991, 'trace_an': 47272}
  • id: 72101991
    {'hecke_orbit_code': 4503599694479393, 'n': 992, 'trace_an': 1288}
  • id: 72101992
    {'hecke_orbit_code': 4503599694479393, 'n': 993, 'trace_an': 8124}
  • id: 72101993
    {'hecke_orbit_code': 4503599694479393, 'n': 994, 'trace_an': 19812}
  • id: 72101994
    {'hecke_orbit_code': 4503599694479393, 'n': 995, 'trace_an': -8400}
  • id: 72101995
    {'hecke_orbit_code': 4503599694479393, 'n': 996, 'trace_an': -2772}
  • id: 72101996
    {'hecke_orbit_code': 4503599694479393, 'n': 997, 'trace_an': 51104}
  • id: 72101997
    {'hecke_orbit_code': 4503599694479393, 'n': 998, 'trace_an': -9020}
  • id: 72101998
    {'hecke_orbit_code': 4503599694479393, 'n': 999, 'trace_an': 1782}
  • id: 72101999
    {'hecke_orbit_code': 4503599694479393, 'n': 1000, 'trace_an': 14040}