Newform data - 6845.2.a.t

Formats: - HTML - YAML - JSON - 2026-09-20T13:57:54.121375

• mf_newforms •

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

  
  {'Nk2': 27380, 'analytic_conductor': 54.65760018356642, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [37, -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': [6845, 1, [5477, 1371], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 36, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-107, 222, 11286, -33380, -275349, 626202, 3077273, -3850128, -17786103, 9613354, 57553122, -7495626, -114107460, -13226472, 148302300, 41071706, -132125676, -52030824, 82892172, 40606014, -37062681, -21572130, 11768817, 8105646, -2585894, -2180916, 364431, 417930, -24759, -55692, -1144, 4902, 399, -256, -33, 6, 1]], [7, [-99836492183, 291282487530, 3841483143672, 5296493073288, -14858403751569, -39215543990304, 1410662645087, 82094476379448, 60383702840223, -59071112932766, -91858275203919, -1539287688528, 56414438934739, 22778430872718, -16367728806891, -13225695341558, 1447136447133, 3827069367024, 504724543143, -646488698034, -199135538037, 62397837342, 34216629417, -2313513048, -3521966551, -197423658, 228710574, 32964178, -9034134, -2136606, 179673, 76242, 120, -1470, -75, 12, 1]], [17, [-18293247735276923, -18481775308628262, 321575566380185406, -173702306443959622, -1117935342418734849, 739244321525242206, 1753288141825256144, -953265559457509062, -1596025747005642363, 582180399409805532, 921229274593509873, -178393460111236692, -347966594692545631, 18855338909005128, 86817584124517638, 4572121387437186, -14306393442235347, -1928070424882554, 1553305731692505, 315868379655858, -110894158355472, -30300123204258, 5105105999601, 1883382564000, -139450550355, -78891501534, 1427212863, 2249813530, 40551045, -43097142, -1842410, 530796, 32070, -3798, -279, 12, 1]]], 'hecke_orbit': 20, 'hecke_orbit_code': 85568392953600701, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '6845.2.a.t', 'level': 6845, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 37], 'level_radical': 185, 'minimal_twist': '185.2.w.a', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 36, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6845.2.a', 'trace_display': [-6, -6, 36, -12], 'traces': [36, -6, -6, 30, 36, -12, -12, -18, 30, -6, 0, -12, -24, 24, -6, 18, -12, -30, -36, 30, 0, -36, -24, -36, 36, 0, -24, -24, -12, -12, -48, -42, -6, 0, -12, 6, 0, -24, 12, -18, 0, -66, -108, -18, 30, 18, -66, -24, 42, -6, -72, 18, -24, 12, 0, 36, -72, -18, -36, -12, -48, -42, -48, 0, -24, 84, 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162, 276, 120, -288, -594, -204, -120, -210, -144, 168, -60, -276, -96, -114, 36, -498, 366, 60, -168, -132, -582, -12, -36, 0, 180, 96, 240, -24, 72, 270, -582, -240, 18, -414, 102, 120, -48, 18, 336, -216, -120, -168, -12, 216, 222, 192, -360, 84, 150, -90, -336, 234, 276, -114, 96, 276, -318, 12, -72, -318, 0, 168, -24, 54, 84, 396, -612, -36, -60, -306, 84, 228, -36, -168, -414, -228, -330, -30, 396, -18, 120, -186, 48, -168, 174, -378, -390, -24, 708, 792, -102, -72, 24, -264, 624, -348, -324, 0, -300, 348, 84, -552, 72, 276, 108, 306, -558, 6, -204, 162, -18, -456, 6, 66, -30, 138, 84, 0, -126, -156, -318, -372, -132, -114, -294, -282, 36, -186, 24, -216, 270, 576, -54, -330, 0, 426, -48, 84, 90, -252, 24, -246, -72, 414, 396, -84, -726, -66, -192, 372, 30, -48, 84, -468, -6, -270, 108, -192, 36, 156, -78, 432, -48, 192, 534, 6, -108, 24, 108, 12, -360, 0, -24, 528, 42, -318, -444, -102, 282, -90, -318, -12, 258, 12, -354, 360, 48, -72, -48, 246, 372, -264, 30, 0, -114, -330, 90, -168, 564, 276, -444, -156, 168, 144, -162, 468, -240, 0, 0, -414, 696, 6, 60, -36, 96, -396, -312, 24, -438, -132, 24, -408, 216, -12, -54, -42, -108, 54, 204, -402, -618, -360, -366, 138, 450, -516, -168, -72, -84, -588, -210, 246, 126, -96, 372, 0, -912, 174, -72, -150, 132, -228, 174, -240, 312, 312, -198, -132, 468, -6, 36, 234, 36, -396, -342, -60, -276, -48, 420, -132, -162, 126, 72, 54, -222, -432, -120, -78, 234, -90, -132, 126, 0, 306, -234, 12, 390, 42, -816, -246, -336, 480, 66, -96, 186, -252, -720, 66, 540, 270, 114, 264, 36, 198, 426, 6, 204, -180, -30, -42, -42, -132, -60, 432, -654, 414, 348, 0, -204, 0, -54, 240, -384, -228, -282, 42, -96, -138, 564, 90, 252, 204, 342, -192, 264, 216, -324, -48, -156, -216, 30, 480, -132, 0, -210, 54, 126, -192, -264, -390, -186, -204, -102, -162, -798, -144, 0, 30, 96, 576, -108, 144, -78, 264, -60, 66, 48, -60, -102, 222, 186, 84, -96, -180, 114, -768, 216, 72, -264, -126, -750, 198, -102, 270, -102, 12, -378, -48, -96, -690, -498, -144, 48, 0, 402, 12, -264, 108, -300, -216, -198, -204, 24, 222, 264, 96, -372, -324, 276, 390, 204, 396, -6, -12, 144, -384, -240, -108, 84, -384, 240, -6, 240, 348, -510, -300, -690, -408, -360, -72, 0, 402, -54, -246, 306, -168, -180, 180, -672, 258, -354, 324, -36, 300, -264, 234, 12, 192, -612, 534, 42, 318, -6, 36, -252, -48, -546, -66, 444, -408, 174, 216, -180, -108, 432, 414, 216, 0, -90, 216, 120, -282, -228, -144, -36, 258, -408, -84, 432, 120, -564, 264, -186, 126, 468, -450, 132, -48, -480, 24, -384, 60, -90, 288, 642, 24, 684, 0, -228, -300, 162, -336, -12, 180, 0, 264, 0, 114, -102, 246, -216, 432, 30, 174, 564, -270, -558, 36, 240, -48, 78, 228, 138, 408, -156, -294, 12, -78, 300, -48, -84, -234, -108, 540, 432, -318, -552, -36, 162, -300, -120, 0, 180, -312, -396, -72, 432, -102, -420, -60, -90, 564, 210, 432, -552, 504, 288, -24, -156, -54, -102, 252, -24, 168, -372, -96, -588, -24, 948, 18, -336, 222, 60, -600, 318, -78, -228, 60, 0, -114, -276, -666, -138, -456, 108, 654, 588, -240, -162, -444, -18, -600, -168, 312, 132, -252, -924, 78, -876, 564, 60, 444, -6, 186, 282, 120, -114, -204, -6, -312, -210, 552, 252, -348, 486, 0, 258, -84, 36, 126, -180, -84, -48, -108, -258, 216, 72, 72, 108, 306, -162, -192, -48, 48, -378, 522, 54, 126, -72, -366, 282, -6, 36, -96, 282, 198, -420, 78, 162, -606, -198, 276, 0, 546, 420, 18, 378, 84, 36, 264, 120, 534, 120, -300, -24, 174, -372, 0, 42, 36, -300, -324, 96, 162, 60, -300, 0, 174, 306, -150, -684, -72, -102, -48, -552, -36, 108, 114, 600, 0, -528, 432, -36], 'weight': 2, 'weight_parity': 1}
• label 6845.2.a.t does not appear in mf_hecke_nf
• mf_newspaces •

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

  
  {'ALdims': [101, 120, 120, 102], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [18, 19, 19, 19], 'ALdims_old': [52, 60, 51, 59], 'Nk2': 27380, 'analytic_conductor': 54.65760018356642, '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': [6845, 1, [5477, 1371], [1, 1]], 'conrey_index': 1, 'cusp_dim': 665, 'dim': 443, 'eis_dim': 75, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7, 17], 'hecke_orbit_code': 33561277, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 5, 5, 6, 6, 7, 7, 7, 7, 14, 14, 18, 18, 18, 18, 36, 36, 45, 45, 63, 63], 'label': '6845.2.a', 'level': 6845, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 37], 'level_radical': 185, 'mf_dim': 740, 'mf_new_dim': 443, 'num_forms': 25, 'plus_dim': 203, 'prim_orbit_index': 1, 'relative_dim': 443, 'sturm_bound': 1406, 'trace_bound': 7, 'trace_display': [-1, 0, 1, -8], 'traces': [443, -1, 0, 441, 1, 12, -8, 3, 451, 1, 0, -4, -6, -4, 4, 433, 14, -1, 0, 7, 4, 12, 0, 24, 443, 22, 0, -12, -6, -8, -12, -5, 8, 10, 0, 477, 0, 20, -12, 9, -2, 36, -4, 12, 5, 28, -12, 56, 415, -1, -4, 22, 18, 8, -4, 0, 4, 18, 32, 0, 14, -32, -68, 433, -6, -32, -20, -14, 12, -4, 4, -13, -2, 0, 0, -36, 24, -76, -32, -1, 475, 14, -44, 8, 10, -56, -24, 20, 14, 13, 16, -64, 28, 8, -12, 44, 18, 27, -12, 441, 26, -12, 0, 6, 8, -58, 44, -40, 6, -16, 0, -88, 22, -64, -12, 6, 50, -36, -32, -48, 451, -74, 28, 32, 1, 16, -72, 3, 44, 18, -68, -48, -36, -56, 4, 26, 38, -12, -8, 28, 16, -56, 16, 373, -10, 58, 0, 0, 42, 12, -4, 72, 38, 8, -8, 4, -26, -20, -16, 49, -4, 11, -36, 22, 24, -32, 48, 180, 481, -34, 4, -60, 22, -24, -8, 24, 28, -38, 56, 43, 22, 4, -40, 36, 0, -40, 48, -132, 12, 40, -48, 36, -6, 10, -8, 357, -26, -20, 16, 3, -80, 6, 88, -92, 26, -96, 0, 22, 16, -56, 44, 22, -32, -48, -12, -8, -4, -102, 36, -68, -4, 0, 0, -68, 451, 66, -20, -52, -2, 24, 52, 22, -10, -82, 4, 28, -52, 128, -32, 12, 2, -101, 60, 2, 33, -68, -72, -208, 0, 1, 36, -64, 40, -36, -24, 465, 14, -132, 0, -46, -14, 80, -68, -128, 2, 20, 32, -88, -58, 16, -88, 66, -40, -22, 0, -124, -94, -76, -36, 28, 42, 60, 36, 96, -44, 4, 16, -133, 485, -18, -60, 18, -10, 156, -44, 0, 24, 38, -44, -4, -92, -104, -80, 0, -18, 82, -68, 252, -52, 8, 16, -140, 2, -22, 8, -92, -110, -136, -96, 15, 52, 108, -80, 485, -6, -60, 8, 150, -48, 16, 100, -180, 0, 44, 32, 52, 54, 73, 4, 6, -80, -48, -88, -60, 56, 50, 12, -96, 26, -4, -76, 92, 106, -100, -40, -118, -120, -24, -80, -39, 363, 198, 64, 96, 38, -4, -100, -160, 18, 0, 24, 36, -42, -116, 4, -12, 16, 48, -8, -68, -132, -20, -16, 40, -40, -142, -12, 270, -50, 56, -48, 15, 68, 106, -24, 216, 22, 60, 64, 433, 62, -36, -52, -54, -63, 140, 0, -60, 10, -26, -4, 136, -36, -56, 40, 106, 48, 96, 48, -56, 62, 108, 32, -18, 14, -24, -16, 24, -24, 68, -68, -144, -106, -80, 44, 130, -132, 88, -92, -36, 355, -60, -124, 0, 18, -68, 0, -224, 18, -1, -64, 10, -80, -8, 16, -300, 2, -166, -28, 56, 2, -232, -56, 30, 8, 114, 76, 62, 68, -60, -36, -88, -104, -72, 0, -168, -22, 12, -24, -80, 0, -226, 112, 389, -38, -168, 32, -146, -76, -87, 8, -92, 44, 48, -44, 20, -60, 100, 44, 7, -180, -8, 32, 4, -18, -12, 36, -180, -70, -40, -108, -133, 88, -82, 8, 300, 48, 0, -64, 50, -2, 10, 76, -8, 4, -24, 56, -192, 367, 54, 120, 68, -4, -84, 44, -284, -36, 246, 48, -68, 10, 64, -136, 50, -2, -276, -76, 54, -82, 12, 48, -88, -244, 6, 0, -48, -126, -116, -72, 120, 96, -14, -4, 76, -6, -184, -16, -184, 18, 8, -104, -144, 188, -108, 0, 257, -2, 125, 48, -54, 76, -116, 16, -102, -10, -74, 84, -296, 24, -76, 4, 0, 6, -56, 16, 42, -132, -32, -44, 24, -26, -184, 100, -192, -59, 16, -40, 196, -104, 42, 32, -182, 58, 84, 12, 56, -38, -376, -96, 24, 112, -12, 40, -68, 443, -154, 184, -254, 0, -44, -100, 104, -248, -166, 20, -4, 154, -292, 64, 57, -162, 28, 20, -60, 8, -104, 16, 79, -48, 22, 260, 28, 22, -56, -84, -30, -114, -292, 76, 16, -2, 176, 12, 28, -92, 0, -44, 264, -44, -48, -24, 180, -86, -30, 0, 447, -2, 16, -52, -42, 108, -76, 140, 112, -2, -124, -92, -268, -44, -20, 16, -6, -120, -124, -28, -208, -28, 102, 56, -12, 14, 72, 0, 64, 40, -94, 64, 132, 90, -60, -72, -106, -100, 104, 76, 220, -44, 8, -20, 75, -132, 23, 176, -110, -6, 60, -72, -144, 487, -86, 24, 192, 14, -8, 88, 196, -36, -138, 20, 0, -80, -120, -80, -132, 38, 154, 4, 64, -68, -8, -72, -340, -188, -44, -8, -332, 22, 204, 152, 84, -190, 148, -56, -108, -30, 204, -36, 136, 118, 56, -148, -266, -206, -216, -12, 6, 0, -106, -60, 24, 68, 64, -48, 321, 78, 56, 60, 98, -264, -68, 128, 132, 64, 174, 40, -60, 18, 32, 64, -5, 70, -170, -236, 96, 8, 92, -288, 142, -98, -67, -20, 128, -88, 0, 8, -260, -44, -418, 164, -50, -50, -264, -276, 12, 8, -276, 92, 16, 198, 88, -132, -74, -2, 72, 4, 88, 48, -12, -124, -236, 517, -90, -72, -124, 7, -148, -128, -106, -92, 10, 0, -124, 158, -164, -60, -276, 26, 32, -60, -124, -68, -184, 88, 40, -26, -30, -188, 212, -184, 48, -60, -154, -238, 12, 0, -140, 70, -180, -132, -124, -50, -5, 124, -28, -72, 220, -160, 0, -228, 122, -236, -4, 260, 8, 12, -272, -32, -118, -120, 477, 132, 144, 104, -166, 30, -104, -4, 108, -30, -68, -108, 44, 84, -86, -68, -342, -36, -92, -140, 80, -16, -158, -136, -292, 0, -192, -8, -14, -14, 96, 92, -130, 116, 24, -36, -282, -62, -252, -4, 48, -102, 16, 112, 168, 136, -108, 52, -108, 84, 20, 104, 64, -38, -90, -24, -4, 32, -396, 8, -176, 535, 0, -176, 62, -54, 212, -192, -145, -228, -26, 88, -184, 72, 128, -12, 50, -78, 52, -16, 223, -122, -260, 20, -100, -26, 12, -56, -636, -8, 20, 128, -96, -52, 160, -96, 72, 102, -152, 0, 9], 'weight': 2, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 1320902
    {'conductor': 37, 'degree': 12, 'multiplicity': 2, 'order': 36, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 36, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '6845.2.a.t', 'source_level': 6845, 'target_char_orbit': 23, 'target_dim': 72, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '185.2.w.a', 'target_level': 185, 'twist_class_label': '185.2.w.a', 'twist_class_level': 185, 'twisting_char_label': '37.i', 'twisting_char_orbit': 9, 'weight': 2}
  • id: 1320903
    {'conductor': 185, 'degree': 12, 'multiplicity': 2, 'order': 36, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 36, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '6845.2.a.t', 'source_level': 6845, 'target_char_orbit': 27, 'target_dim': 72, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '925.2.ba.b', 'target_level': 925, 'twist_class_label': '185.2.w.a', 'twist_class_level': 185, 'twisting_char_label': '185.bc', 'twisting_char_orbit': 29, 'weight': 2}
  • id: 1320904
    {'conductor': 185, 'degree': 12, 'multiplicity': 2, 'order': 36, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 36, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '6845.2.a.t', 'source_level': 6845, 'target_char_orbit': 27, 'target_dim': 72, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '925.2.ba.c', 'target_level': 925, 'twist_class_label': '185.2.w.a', 'twist_class_level': 185, 'twisting_char_label': '185.z', 'twisting_char_orbit': 26, 'weight': 2}
  • id: 1320905
    {'conductor': 185, 'degree': 12, 'multiplicity': 2, 'order': 36, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 36, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '6845.2.a.t', 'source_level': 6845, 'target_char_orbit': 28, 'target_dim': 72, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '925.2.bb.b', 'target_level': 925, 'twist_class_label': '185.2.w.a', 'twist_class_level': 185, 'twisting_char_label': '185.ba', 'twisting_char_orbit': 27, 'weight': 2}
  • id: 1320906
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 36, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '6845.2.a.t', 'source_level': 6845, 'target_char_orbit': 1, 'target_dim': 36, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '6845.2.a.t', 'target_level': 6845, 'twist_class_label': '185.2.w.a', 'twist_class_level': 185, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
  • id: 1320907
    {'conductor': 37, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 36, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '6845.2.a.t', 'source_level': 6845, 'target_char_orbit': 1, 'target_dim': 36, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '6845.2.a.u', 'target_level': 6845, 'twist_class_label': '185.2.w.a', 'twist_class_level': 185, 'twisting_char_label': '37.b', 'twisting_char_orbit': 2, 'weight': 2}
• hecke_orbit_code 85568392953600701 does not appear in mf_hecke_charpolys
• 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': 20, 'label': '6845.2.a.t', 'level': 6845, 'portrait': 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mXbxgQhMoZjzcWbEwJlSYwgyUIWupLhOCDUAmENG2YM66czFrsR3aFglAYsDQSbpw0LK4bj5xSNIGTzHGzfELNp3YiN68ZsXjdm+ybLRZsVV+0IaKo2R45Pcf/TIY/uT3nyWEKmenzHy1Z4+0ssTbWO/cdmOHJac+p8xtkc3AcvWG65Zp6fe88SO9ZPc/r8DOeXmiysaJZWJMu9jO7AMBjB/qMX2Ht85arH959/+dGTZy8+dvr8l2577XfF99z+iecbEn+p219rBl9aWmEQWwLFL9396KGX/Mx//6R890sPveRf/r1Ten5xEwsr0yysNFlYCVlc0SyswOJKxuJKwsJyxtllOLQg2LBhmV/4/gVuvazFiXNznD7f5vQFzbkFy9kLKSfnM873UmbmRrz0uj4vuhJC2SRSEecWG5y5oDm7KBiMIU0NjdDQbmTMTqcY4NjZlG4fdm4KaDfHWCtAhPSHhos2j1lY1mCdFFnuwzgFi2VxJWbbxoDeUCGURZgxU42Ai7aMWB4Ijp3WZEazbkrSaQiiANJUMBhLzi5KzixYzi2lRNEIgpTbru7zkmsEG6aaLCxNceJcxOkLcO5CyrnFlFOLcGjBcvPVF/gP37/E5pkpjp+d4+xCk/mlkAsrksXljKVuwlIvY6lnudCD4yuC5cUuv/Yvx+l73tC4N1z/IyZoXX2vktnPxGlEozn1fEPlOW9/bRn8E5/8NDfffAM/9a//1S9+7E/v+Je//dE7Lt1zfPniQ6f78qXXDrhkqyHNNNZIsBKLACsBiUAghEULSyTh9GKDBw4ortu9yJU7RrQaEGhJGCjCUNNuSlqBZNAP2He0wVceDTl2fkw3Tdh3YsymdYu85aVLXHdpj5uvXOHohZQLA0ErGnH4tGWl2+baSyTLo4w9RxWdluaZY3DZVssozhhlIVonzHZg74kIpTMCmaIDGI4lt145YDiQXHdpRneYcex0h12bFe1WzPLYsnFmwFK/yx/fAY8fyXjyyIidWxe4/oous3Mxb76tx3e9wrJ7c4csmeHIqWkOnQw4cdZw8nzCyfMZh84Lji8nvODyeX7h+3tsmpnhxNk5zi00mV8OWViRLK1krPQSlvsZywPLUh/O9hWL3ZRbrrzAj791Xja1vXj+7PFdvX72wqB1abPdmf3q17/253zowx99viGz5u2vJYN/5GOfYmpqvVpaOvXvjh4/+7P3P3ZEnTwfMz9UnBlYrt15jl/7sXlu2N3i7MIsiystFlcaLK4ELHY1Sz1YWslY6qYs9lIurMCJJYFujnjxNYu8+xUxuza2We5PcX6xyfxiyIUVweKKkwhLPUN3aOiOLYNRyrqphIs2GUAQBZaT5wOEjNi5UbFrq2XrxgHnlsY8caDDTZdZWs0lnj44R6cdE8cB62YNwxFcddGIj94xwxU7UsZjy/ppSZIN6TQinjk6ohm0ueHylCcPx5xbCNm2LmLXFrhoc4xSCScvQBhYhLDs3JQy25H0hhH9QUB3ELDYVSwuw8KKYXEl48JKxtkVWBhlXLStz7tfeYEXX6lpBFOcuTDFhaUGF5Y1C13B8ophueeYe7lvWezD2Z7i7HLKrVec5b0/tsCl29osrEyxuNxkqT+D0ZdljdbGX7z2yq3/4eiJC9ltL3/b8w2dVbe/VgDfv28/jWajeerkyYseevSpdx0/ceY/HTl6imEiWRlYlgaCcwPJ6W7KTZec57/+2ALXX9Lk/NIsC0stlnoNFrsBS13NUhdWeoblXspSL2Wxazm3IjjdtyD6vP1lK7z5VsMlWxrEcYullQbL/ZCVnmKpL+gNBKOxJU4tWQZKWqIAmpFlZsqycS5BByMOnYl56mCESdu88YUxOljmkT3TXLwFvvBgysuujTi/MqShFWmWMDcLaRKgg5SFhRYvvbHLF+7rsGsLPHxgTECLN9xqSMWQpw5lHDnZQMuQTbOa2bagGQnCUKAEpAbixDKKoTewLPcNvYFheWBY6FuGWcbO7QPe/KIV3v6SGEyHheVpzi82WSjIYAWWexkr/ZTlHNxLAzjdVcx3M26+/Bzv/bHzXL2zyfzSLEvdFsu9iKWVkKUeTM1sZWp6879dv+XKP9m2bdvx8Xg0vOyyK55vKJW3vzYAP3niAJs2rg/37T/0g3v3HnzfAw8+JhaW+jJJYTA29IaG7hCWh4JzA8WZXsKtl57nV354gRsvbXBheYYLy22WuxHLvZClnma5J1jpWVb6Gcu9lJW+YalvOd8TnFkxzM4MeN3NPW67MmXnJsVUM6DbaxAFElDEqcQYgbEwGAHCMNsZceCUxdiYLz/cZjxocum2kBdfNyAxy9z16Aw3XBZw4GyflaUpXnTdgK8+ErFpzrLnmOWfvq3LnqMRm+YkX3lU8eKrFIuDLodPzHHD5TF3PTUkHbe47eqQ3TtGDNM+tz+iIBMcOqmZamm0gMHQBdWZsSQpIA06NKz0Le1Owo4tY15y1YDX3ZSyrt3g3OI0C8tNlrru2Cx1BSt9WOmlrPRTVvoZKwPL4kBytie40Et54RXz/OIPz3P9rgbzSzMs91qs9CNW+gHdgaY/VIzGkNqG2bnrWnvRxbt/fNeuSz+0sDAfX3P1Xw+Q/7UAeBwncjwevuXh+794aZqm733gwYeDgkGH44zhOKM/NPRHlu4QVoaS80PJ6ZWU2646zy/98Dw37Q5Z7k4zv9Rhpd9guRey3Nes9BQrA+j1Ld1BSrfv/q2VgWW+L5jvQ5KNuf6yIZvnMvoDy5teNObizYY0k2hpiRO484kGx8832DKb8vShBpgWV25X3HiFIWoMeOTAgPkLba65uM3UzBL3PRlwy2UNFgbLLC1NsXmz5cE9iu97dZ+H9mi2bwy40F9haXGOG68acN/TGXPNGa65tM/5lRUefHaGpm5z8xWWyy8agezzxBHBxrmEc/MJdz0RMEoUUkJmLBdviXndi2J6fcXWWcONl0Ect3L5FrHcD+gOFCt9SbcP3UFGt5/RGzjHZHlgWRxKTnUFK8MxL758nv/4Q0vcdFnEucUZVnpNuv2I7iCkO3Tg7g8lgxH0Bk67v+CGm5MgCH7ynd/1nQdbreZfKKXN842t5z2TORoOSeLR9+/f+9ivnTxxcK7fXaDZcAkZIWx5CVoLCANYhDBIaZFS89D+TfzMBzRve/Ei3/3qRXZtizm7MEUUNmlGIa0ooN3U9JqSzjBguq0ZjDL6w4xNY8NwbOmNIhbnG5w8YYlTw6mzKVFkAUGoLFoKBkOFICAdaF5wsWD3VstF2waMsx5ffEix9+Asr78p4sarlvj9L1pC0eLibQOevE+xbUaxfmpAQzWJk4DzPWg3NNs3CR7fG3Pj5U1eccMFPvy5IWHQ4bUvtATRgK89GPOFB9o8e6TJJVtbXLwlY8NszK71CddenKGUQSsLWFpRxIaZiDgJ6A1Cnj4QuPKEoaI/kvSH0B9Z+gP3u/eGGf2hpTu0LA9hfqA4t2RpTa/wE2+c5+++eMx1u1qcuTDFSr9JbxDRHQT0h5r+UNIfCoYj16AxTiyZEdx7/8PBpo3rf+3+Bx5efNGtN/+fg/7gw61263nF1/MK8DgeIIT9oROH7/+lA0/fOTfsdVFSEQUKa8ChuzJ6hACBRQqLkhYtMyIpeerABh7b3+bA6fO87SV9XnL1iJnOFIsrLdrdBlPDkP5A08tP9nCkGYw1o7FlFBvixJIkljRz9zgNsQakEgRa0AgFMx3BbAc2rzds3zRg/ewKX3oE7n4sQJppXn9TwAuu7HHPswnxaIoXv0CwMhxyfqHNbZcb1s8MaOqIUaqY7yYoI3jB5ZpWZ8yj+xq8/MZpXnR9j0f3KbDT3HR1yD/6jkW++njMVx5qs+d4g4s2KDbPNZnttJjuQDOCQFuUBGNhzxFBlgmSVBCnME5wv+M4Yzg2jMaGwcgwGBv6Q+iOYb4vOd+DsRnxmhsWectLVvje1xrSdIqzC226/Qa9QUhvFOSsrRiMBIORYDi2DEfu341TQ5oajhw7w8c/+cW5xZXkv/ydN75c93qDD3Q6zx/InzeAJ+MFpEj/0YVTd/7S/PE7NrbDIWo6JE4sUhoEApCAQAiFEAIpQUqDkgalQCuLVoZGILgwaPLxO7bztce6vOzaZd7zmmWu3dVn3UyLheUWvWHEYBjkwFbuHgvGiSRJBWnqlnpXu+WCSq2hEUKraZjrJGzbOCClz4FTCX98V4PDJ9rMRE1uuVpz23VdHty/wpfvn+KFlzW4aMuAj94hUCJiqpOw3B9jLCgBG6YGdHshJm3ylped5+NfaLH7XIM3v3BAnCxw11PrSLIGt169kTff0uWyHSt87dEBT55o8cSRkO1zkrkpQSsShIG7CKUAISzGgjGWJM0v1sQx7Cg2jGIYxtAbCZbGgsUeCD3ihiuWec/rlnnZ1RnrpposdVus9Bxr94duJXDAlgzGkuEIBvmFMxobRuOMcWwZpxAnkvkTS/zeH31l42KfX3rHd77Unj63/HtbN838vwPgybn3YvQU9D7yA4NR/N7++X3rQzlkutMkGAmGSiGFQgrpGFtKpBBIIVFSI2WGkiJfng2BskTa0tSCpZFiYWWWT9zZ5oGn+7z4+mXe89plbti9wrqsSZpGDEYN+sOA4VgTJ4oklaSZJDMCY0W5QkShodVIicKYMBhzamHM5x6WHDwZcuTkLMpE7N4SctUuxU1XdlHRPE8d6rBtpsU1l8DmDUssdqe4dpskNZYvPRQxHkhm2ilvuHXEX9yVcPxshysuDTizPOKZwwE7Ns1y/a557nmyx33PCMZxyJW75rhyR8SV23scOrPIwVPw0N4WBw63aWlBpCXtyNIIQEq35lnrLtY0gziFOBP0x4LuSNBNIDYpxo64+bIu73ldl5ddm7FlLmI0mmZhpUGvH9EfhQyGmv5IMRgphmPBYCQZjZ0sGY0z5/HHhlFsGeePowSGseLk4gq/+bGvb7x/7+n3znZ0+nO//ke/v+/kiI//lx/82wvwf/XLv4Xe+GnOHXzd97bU/v8RD47NaNGg1WyDSJCCXFtXj0qBkgKpBEoplBJoZdAqI9CCMDCEgSUKLK0wY6Yh6I0DlrqzfOruKe54YsSm2QHveuUKV+4YMRr2uWaXZcdmxTgJyDJFZqTT/LjVI9AZx85ZjpwVLA8Nn72nxakLs9g4YLah2LpOs3Oz5pJtcM3uLkZe4P1/0WZxcZoXXqm5ZvcKX3tCINKAjbOSditlkIRI65JSSoesjATnFgVX2xavvKnHvY822bo+5IXXzPEPv+MCH/pCj4f2temPAhaWO+za2uSKLQNuvbzH33t5j9OLi3z2noiFQcSxMwGnToUESiClS3QZa8kMJMaSpYbZdQnXXT1gPE64cseYd7xyzMZpxVwnIkkanJlvMBiGDMYBg5FmOC6ALRmOBcOxYDTGAXqc5YDOcnBbRrldOUxcxneUaY6dXmHvp+9ff93lm//Hi27elnz8v1z2sfmj/4UNF//rv30A/yf/6WNsuvHd4vt/Urxza+eZ3333y59pXXtJgDEKY8ZArrGlRSpQUqGkkwpSSpSUaCXQKn/UgkBnhFoQakMjsDQTSyu2TDcyZpuCQSzpxW2OnGzzKx+bA5Mi0pSbrhuwa3NMmoKxBmtdEkcKdyHpIGTf8ZA9Bxu0G5pOKFnfEmxYJ9k4p9m6QbFzS8YVO5fJxAK/8ekpjh2f4YWXB1x5ccYw7XH/UxEzzYB105aZTkyr6aSQMZKVkWKxb1lYyVjpN3npNcs8vGfA3uOKmakGt149ww+/ZYHf/Aw8erBNf2hZ7mnOLU6xeX2LjbMjdq4b8a/eOWCqtcKTR2DfCUkQWJRyQThY938LaQoXb8548bUpWRKQpBHWthjFAWcvhAzHbkUbxaqUb8NYMBoLRrFkOMaBOHbAduA2TpZ44B4lgkEC3ViylAhGmcGMRsS9x2beetOp3/3v58+lOvwHn1g50bTTO37ibw/Af/QXPsK69VPqiTs+/PYDR87//h8+dL7xxN5pfuWfrHDljj5COv0opEXK0GlsGaCkzVnbopUlUJJAi5y5FeNAMo4NUZwxTizNxDBODHFsmUphnBinC1PBKJGMs4gka7D3YJsn9kJmLQ7aThsHEkLlaj46EVyzBaaaMN2WzHYU62Y0G+fgos1jtmxYJrGL/Manpzl0eJobL1Fcsl2ye/sSX38m5dzCNDftksxOGRrhkEhGWCVIM4mwljSLWeo3OLcQcOOVTV5weY97Hm2waVbQanS48XLDT7x9gf/xGcMzpzos9w3LPcX8kmb9TJvZqSazU9NMtRI2tBN23hgTBSmBTlEqQwoXTFjcRZUkivPzmiRVJKkiThTjJH+MJeNEMo4lo1gyjoULUGORg9gd13FsiBOTg9269/KfGyaOvbuJYCmW9OMMM+rzgouX+KV/PM9rrjnTGvbk78vwD0yrs/XTw7O/njU3/4u/+QD/qV/5Y+baDXX49OI79h0+++EHnzzaoNXhiw9IAg3/4YdXuGpHDyUzpLQoadAyRCmb62xNoBSBVgTaEsSSMBDuJASCcaiIEwf0JLHEaeZckdS7Z5BmliwzZAantw0luIUAJUFLCAKItKARCVqRpN1STLcks9OCjXMpOzcP6LSX+fS9MXc9NcfyhSmuu0ixc0vAZTtGZGKZLz3Uoh1oNswqOq0RTx2CZw9rrt1hGYwV11+WcN1uy9kzGfNLIcNRizfe0uMbTw45cErRbkqicIprLzH8hx9Y4M5nhvzFnetZ6Fp2bsxYWtHMTCmm2wGdVkC7aWlEhig0RDpDKye1ZN5aaS0uYWUEqZGkmSBNBUkqiVNBkkjGiXNe4kQQJ5Y4hnGSESc5qHPiGKeOtceJdeBOHLgHiaCXSJYTGIwTZNLnxouX+IUfWeBNt2b0h23SbG9DGvmH47j1DzK2fPL84d/NNl7yw3+zAd7SmVxeWf7uY0dP/daefScbzU6bcWbIhOLP75XEY807XtXlna/uMzuV0Rs0UTJD6QytAgJlCAJFEGsirRgFjmnGgSQOBXEi3MlJFEkexSepJU0r2y/NDFnm3IXM5k5J7pYU7oySTvaEWhCFkkYkaTcFUy3LTMewaW7MhtkeqV3mE9+QfOgL69jYaHDdRYKLtgRcvNWwc8sSn77fsrjY4MrNitkp6LQSzh2VnF+KCHfBOBFsmJbMzMCBI5alruHshQaXXdzg1Tf1+NzdDdZ1IApDlJzh2t2CH3nzeQJ5nj+/Z5ZnTzXY1E3YOJMy3VZ0mopWU9KMNFEIUQBauxVPCpBeHsHgLuzMQJYJ0owc6JBkljiFJMkcKSS5fZo6CzBOYJwUrkxuQaaCUSroJYJuIuklhngUMx11edcbF3jnK/u8/iboDjqM45AkDUi6pxoymvpdGTY1IvwjHM/8zQT47/3BZ0gz8wNfv+/Z/3rs8ImprVOKUWrop4KeDBlLyZceDrj/mQZnlhb4p28fMDuV0ohcxtEFkhlhogmDjDjQhLGTJnHiUumOcYRjopyV0hSSDLLMOQnGuIDLGFv0cObgdgB3gasg0A4gjQhaDUOnmTLTSdkwM2T97DL37o35wy832XdkhounA3Zvhu2bQ7Zvgisu6jJIuzy4Z4qmCtgwq5jpwExnzOx0ShhqhHAX13AcsthNWB5YVvop55dCLtrc4UVXnufLDw3Yd2qKVpQQqBAhptm9TfH3X3uBm684zx9+ucODT8+w0NdsnEqZaaW0GpJmQxEFgiiQBIGLVZQitw8dyi2uh9UYSqCnmclXt9xaTA1pZohTS5pAnNrqnjhXZpQKxqlwrJ0KeikMhykmHbKu2ePHv2uB/9/3DGhFASu9FqM4JE5C4kQTJ5rx8qkpFTV/ozn7gnDvE5/90JUveOvfPIAvr6yglPyhD/3Bp39p/uzJdXNtwSi1hApCCWEKXaEZqDbLI81//ZOAPYeWeMvLB7zyhh6b1o/p9ZoMxxHjOCBMA+JAE4XO3isAniSSOHXLbpLmnnZGbv2RM7fEWCpwuyRlztyglUuYhIGlERqajZROI2V2asyW9V3OrQx432cDvvTwHItLbS7dILhoo2DbxpDtGwW7to7Q4TIfv0tz+ESbyzdJZjuS6XaGlGNOzVsiLZECrBXEiWbnxi4PkdEdKJa6lnOLTS7f3uDvvXKFT34t5Oi5iEAnCBFgbJskldy0a4md39PlS48O+OiX5njkaJtts4L17Yx2I6MRCqJAEAYuVtEKFzhLUdZkWNxFZizOackc4AuQp5mTdA7sEGeu1iUukkepYJhCL5X0UxjGhnQQs319l1fcuMRbXzHgTTcZtGixtNxgnITEccg40cRJwDhWDMeawYXz6zbI4XtfcOvfVYNB9wOt1v+emvL/LQAf9LsEQfAP77r7nl86sH/PxlYEAoFKLFqCEhYlhQvqUkFfNOjGmo9/vcGdT/a48cou3/MaVwW3biZiOIoYjkPiICBOA+JEl4FSmiqSTJKmkiQTpKkkywSZEZXWNoJSlVjH3FKQ63xLoAxhYIjCjGaU0mmOWT/TZ5gM+dpTlj/++jQPPj3DbBhw7TbLljnJpnUhWzdItm+KuWTbEk8eHfLZb2xgWmk2TAum2oKpVsLKIOML9zfohBYhHLCGY81bXjzm8w+4mpiVvuH8kmb7xg5ve0mfB/f22HMgpB2lKCkcyE2LUey0/t9/9QqXbznPx+/sct+zMxxfarJ5SjDdsLRCQ0MbwgC0EijpLmTH5FDUPphcqhlTrXBpDnRHEJBkgiTLgZ05OTJIBf0MF/PEMe3mgHe/fpHvfm2Xmy7P2DQXMBy2WelFOWsHObg141gzTjTDkaI3VFzYu39jKh78pRfcdJtZXOp+cG722w/ybyvALywss7TUpTfMvv+Rux/41TvuuGPd0tIyYSCdPKBItXtBnbQ0pKCnAgaB4mQ34vQDLR54qs8nr+vxjlcPecOLR8zNhMTjiHEaECcBSRKUjkCaKdIsT9hkFcBdGxtYU9WUCWHzoNLVcWhtCIOMKExoRjGd5pCMIV99VPKxO2Z4+sg0Iom4eNayZcayfkaxYS5k83rJ1g0JF23ucmK+x2//RZt03GT7dsFMRzPVhqlWgghiusM2Mx2LEAJrIUklc5EiNSm9JKQ3yFjqKk7NN7n6kg4/+p3LvPePIo7Nt9EqyS8MTZo2GMWSzesibrq0y3WX9Hnm2Cn++OtNvvzIDKdXmrQjRSeEdmAJtSVQoKVL57tSh+pmAGvcRZcZQWYhzYTzzzNBnLkk0TATDDMYppY0TTHJmHWNIW98zTLvek2Pl12bMt3UxEmbpeXIsXZSEJHOAa6IY+fcjGJFkim63WUef+TOjc2G/dUbbrg5HXRP/YHUbRrNb1/W89sK8MFgyNzc1Fu/fvfDv/lnf377VBr3UEqipCXQYKwAUSRy8nS4zO25zNBQgoEKGaSa8+MGf/5Am7ueHnDrV/r8s+/qcdVFXTbOKKZa2rFDGpCmugR5VgDcuB5Na50ksGVACVKY3HY0aJ0ShSmBiukOE+a7Cf/90w2OnJ/l0T0zWBOyrinYuN6yflqwbkqxbiZg0zrJ5nUp2zYMWDezxJceMzzy7AzXbRfMdiSdlmSqZWg3Y0QwJoo0WrnPtxayTDIca4ajhNQIekNDr29Z7AacXZjitiv6vOjqZT7+lQbNRYWWiQOk1aRZSJy4Hs/1Mw1u3t3n5kv7PPSK0xybl/zhl2c4v9zi5EJEqCTtQBAWMkw6cimJvJAqOCZPrSA1kBjBOINRCrGxkKWQJkg1ZuvskOt2uvNxy1UZU01NmrZZ6YWMk5Ak1TkBKae5PVsyTmSZPc4MhIHC2GWO7vvqutkOv7n14puXknj42W8nJr9tAH927352bN+sfucDH7v0qaf3TfW6y7SaAQBKCYJcH0jhivWlsCgBWgq0soSpJcoELSUYasFARwyzgIW4xZcfmebeZ4e0ozH/4E0r7FiXsnPrkNuu6aGFaxETwskVl5V0tdLWesyN89mVcJ65JQWZ8swRycN7NZ97sMMzxzvEaYuOVmxoWubaltmWdT74lGZuWrNuRrB5LmXrhiFbNixx19Nj3v+5jWyZ0WyYgqm2Yqot6LRSmtGYe/crRrEmaDtQWSuIU0lDK264fMgDT824wqdhxnI34MJyxLkLs/zom89x8sICDzy+gUACIsEAaVpoWUl/qJntNJiZavOiywe84roB3/OqefaeMHz+wQYP7m2y/3CbVGjGY8UgUSghEUJMBJ55TsAaUmOxxhCIjOkwpkHCi27ss2vLiO3rE97zhjHNUNFuaOKkxUrPsXWaqpxwVA7i4i5zgMvclnRxUpa5z1dSsbTU5YnH7506e+78pS9+xbvUyeOHsu0X7f7rA/A9e/awedP68KGHHv7BQGX/dTRcYroTOsYilwX54iiKdLwQLpGTWXQGiRIEmSXKLI1M0NI5i2SaYaYZZA16vYxf/fgsNk3YtGHE1ReNWDed8o5XD7loY0ySiFxvS/CYG1F8rkFIwafubPLkoTZCa46dbnHqXItGUzEdCWbalqmGYaoBnaZguqWY6ihmO5p1M7B+JmXTuhHbNnbJ7DKf+sYUw36by7ZbplqKTkvSaRo6jZQgiPnSAw3GA0mw0ZWOFRKl3VS88dYhdz9m6I8l/WFGd6BZ7mnOLrS4aleHd7ysy6PPtDi22EFJAyS5Xg5IMsU4cYmZ/kiz0g/pNFu0m2Ou2j7ihVeMOHF+haNnltFBxhOHNZ/8eguhXOEak/MHrQEMWEsSZ+zclPKuVw9ZP5VxxU7LpnWQpQHjuEOaBiz1AtJEkWR58ihTpIlbSeNUuZgor/NJUlkaAMU9zVx85M5RyODUMlHb/Nennnx0sGnLzg/t378nvvzyq/56APzUqZMsLMxffvLkyfc9+cSjstVQGGMxuSWVGVfAJCTIlDIFrzKBzoOaICsSMoLIWBqZJc0EsbHEmSA2gnEWMDYBiYH5/hRff9JgyfizB93IBqzJ70UWL7fIRFGRKJFKkSYaaTSBlnQi2LXB0g4MrcjQiqAVCdpNSafp5NB0RzI7BeumUzbMjtm6oUfGEv/9Txvc89RGdq+D2VbO3i1Jp5nSasa0W0OazRZRLtOEcMGuMZAkAaOhYDjO6I0V/ZHrWlrpKZbaISfPTfPSq8f8xDvP8Wuf1BxfjhDCYG2CySxJGhAnktHYlbF2hpp2I6TVbNCKWjSihE4z5qbLYsIg4ZbLUt7zmgFapXkSyNTq7YsDZq3LfAohiQIFhIzGmoUl7ep2siLmye+pLGOgJJVkqXRBfyYr2zYT5es0dec4NQKTOavSWEGWWR544GE5HMv3rXQH3xiPR09/O7D5/xjgd33tz5iZUc3DRw6+/fCBg6Ld1GU0XmQOlbGk0iIzixKWVIHK3D3LKs86KP6ecVF8mkf2WWZJjSA1lsRAagSxkaRWkhlNYiKy3Pbyb2WWUoAWwul9BY2mpaEtDZURBRBpaISWZiRohpJWU9JqaAfwtmCmY5ibSlk3M2bjXJ+tGxd4/+cMH/3yJnbMKNZ3DFNtRaelaLeg1czoNBPOLBgOnYlohO6ChqLSTzCKNbs2GzavH9EdhQxHNmdxyXJP02k26LRmeM9rznP4zFl+97Pb0FJjMWQmc8ci1c52i11R1KAhaY00zSigGWWs9FyMEQYunxAEGVq6RgkpXTpf5HdXuiIAkYNcsGLyKkvj4poskxijcgvWvS7Am+bBfZrKerY0E+Xz1Agn53OAZxmllZtmglEMDz3yuLj44t7bd1y089Af/fGnht/z7u96fgG+bkaE/f7Znx71z/60EiPZakrGCajMkqUiL9u0SGnJ8rsy+aO0ZEqgjc1/yTz5kL/OcvsqM/7zqlLOebmiDJR8zQ3kmTwXWGlp0JK8pgUCJQi0db6xFjQiSSOUNCNFs6HoNCWdlmW6nTHTSZmbGrN+dsBFmxZ4cP+Yj9+5ldlGxKaOYaolHLibknbD0G6kdFpjHtwHT+xtcekGm+veKm0+HCtuucJy2UVDHnp6hsHYMhxl9Ic6B3lAq9Gk2Zjh3S9f5In953lgz2awCmMyd1xTS5rYsp5kONa0RpZmQ9EIDVEYEIUZkTZonRFoV2KslMmL2NzKirAIKj1XBeeuhNgUjpQp7FfPis1BnhkH5MLFSk2VKS3+LM2BXAC7PN9e7fqw25dWnPp3RjTCVrvzi0D8vAE8ifsyiUc//+DdH/k/+yunw0YYln+mpCAVDuBSuiRCJi1G5c+VdfKkAHMOdLdsiRLQxuDYOQd5IXuKZIW1Fi/zXltxi1R1kdBRMs9YKryiLZf9i0JFI1I0I0GrKeg0LVOtjOl2ykxnzLrpIVs3LPHAviE//+FNHD85wyXrDTMtmGoq2k1FuwHtRkazkRAGI1ZGFiUVgbJIWX0zd8IlSRoy1UwYpIZBXmc9GGX0BpKVpqLVi2hEHS7enPAffnCFf//7kvv3bMKiMNaQZYY0S/NUurPfhpGkOVY0QkkUWqJQEWlDEDi/X+c1Pkq586JymeLiJO+Wp/ZtTiI2r2XJcsBnpnp0gJX5oyjBXwe0qABdMndBbIY0dWUBaQaHjpwKrWz/5L/4p28Ker3Bv+10Wn/ldP5fGeAmXcba+BdPHbnj/1i8cLwhi6o/7Za6IpmSGuHAroqsmQN3CXJjK3bO/7xII5vSowVrrNNqeQmof2cC4LnszgNLJ1Fck4Szy3TeihZoSRS6AUCNyI1kaEaWdsPQaWVMtRKmOzFzU0O2bljmgb0D/v2H1rPv+Bw755zD0mlK2i3p2LtpaTUyWo2EJIv5yFc6SKUIpHOMSga3xbIe8Pdfv8Ttj8T04ohBDvD+UNHrK1YiTSOMiIIprtiR8p/+0QI/9yHBfU9vwlhJZlxaPUldodk4Nowbrtw1igSNQBCFLrMZaltmbLUySOW8cZnbtiXAq5SnO882d1qMKOWVAzyrkmnuNTnAqensLJecJbBLgFv3e+SFcSazSKXYf/Bo4xOfvfNfvPNtrxXnLnR/ZtP6v1oS6K8M8L37jmCtedFjDz3VHA8zjFEI4QDkGoMFmQRlIJMgM4GRgqxIDysH7JKZc8Cbslaiar8yeSBirc1Zm6LcGTvxvQqAFzUYqvTcRVlH7gAuCQLp6jdCQSNyM09aUUa76cA91Y6ZmRqyYWaFB/cO+PkPzvHMsfVsnxWsa3vSpKFpN1z9SrOR0oxigmDMqYVZAiVQ0uS2XBVkZpkkTRVbZi1pmtBNGnmnjGE4yuiNJM2BohEGhEGDQE9z5faU//QP5/k3vwcPPLuRzEgH8MySpFnO5IZxZGjEklGoSgkWBBDoos1POjIqGkuKOnxRHUOfNKzNM8EmZ/VCHuaArj0vgV+USeQee0lghdz0CM9UQDc4+WhNyoE9jzXPv2j3i4SU/FVvfyWAf+OurxAGtvWxP/5iSDZkbkoT6hxI1jGBFJCJ/JfNO3OKq9tIkVf2eaytCzD7MsSWQLeFHCmeP8d3k6IqonIJJVGCW0mZN0oU8gQaAUShodmwNCOnn1vNhKlWzEx7yPrZFR45MOLnPjDLU8c2sHVGsaFtmG4KOg1Jq6FoNQXNhrs4XKo/5oE9gv4opKHILzK3qhVNCJkRJKmm3VDcdk2PB5+ZYpA4mTIcZwyGil6kiEJFGIS5fp7hqh2GX/7h8/zU78B9ezaSGEliTN4sXfVgjkNJFBrH3kFVR69VcSeXKZWMk3mWdy2QF0khWwA8B3yWZ4r91db40jKPpQog+4Vv5eusIjtr3XfqtBSRGnD/PV8Kr7j+1a0vfPFLgze/6Y3/+wF+5vRxNm3aNvP1r332t+c66ctHI5Mvcfkyp93VLI3TncoPDg1kCm9JA6PE2qztAdqUwK6agsm1d3kyhHPaXfOEKIuMVAnwPOGkHZOFAYSBoRHmBVZRRjOXF53mmOnOkNlOl8cPjvm5D8zyxNGNbJ7RbGgZppvQbgjaTUWrqWiV7J3RiFI6rRF3PRGyvNJgdrZKkxeAMblOTTLFxnWK17ygz10PG9dFExsP5JJGIGkEmkCHaN1ESsNVOyy/9MPn+anfsdy3byOJ0SR5BaAre3VMHiWyrC4MtUTrvAhLCpQujg3l9ysuwkKqiKIqjSohNHk33qMx3mO58lZAru547+VJpvx5fiqxFlZ6CUdO9l/eWXfs9971jrf/2JGjx5Z3Xbzzfy/A+93THB/M/1Rv+eh3B+ICjY4ueyhdw6vAyKqQpwK3V6ZpRfm8kB9ZKUMor+RaIDnJ3DnSi4xcqb1lUUFX6e6iYlArXH2GtgSBayxuhIZGmNFspLQaCe3GmE5rxNz0Co/uH/PTv7Oexw9vYuNMwMZWxnTL5uDO2bshaUaO/RtRSiuKSc2YXhwhlCQoGLzU4CJnurxALAlohyNXLhA3mC1APsoYhI7Bo1ASaE2giw1oLddebHnvj53jX/+W4b69m0iMZpwJ4szkLC5oJIYosISBa+vTedyhlSsRVlJWPa8CRPHoFWaVF6Yf60yAuyQhj5gKcFerMjVw23wFL8ks//niknL2sWXp6DmEPvzdOx98/FCcJP/mfyuD95ZP0J7etvPRb/zudSI9wdy0xdjMY9W8RSpftjJrUSW4hQdm613povwFs9oBEx5TVFlJ66+ZBWv7QWWx3ObFXCoPprS2BMoBO9S2rB5sBFmumxOajTGzUwOm2z0e2JPyM+9fz2OHN7FhWrOhmTHdsHRycDcbzk4swN2MMhphylQ7Zs9Ry52PtgmlJFDFCld5FMVSnmSK1GheeVPCpZf0OXS8yYYWrjs9dp3rg1HOwlqhdd7GJ513fc1O+OUfucC/+R3DN57ZwChpMs4kcWpp5TXcUYADuS5WL1P2tkqVlSucksIDuPBAziq9UoHc1gHurbQVwFe/Lpnd5uaB8S6W8hy7D8sywTP7TqHCh677uZ/8kZ0HDp08dtnu7d9+gA+7pwiimYsvnLrn1yXzb41UF9UMSHN3w5ZfsmBhUQYfpvSuRemGlMtZydjU/x0mXJJVbkmV+q+BWxRNy5Rg0CpnbW0JtSEIDFFgiMKURpjSiGJajTFz0wOWegPufhp++WObefLgetbn4J5pWjpNQbshSq/cOS/GsXfoAN6MxsRZxmjYoKHcRSaFt/RTZAtzDznVTsvrMePYMkyEB3BDGGaEgSYIJFqpsle1yEJev0vwyz+2xK/+Ucp9e9dxemWKUVsyk1k6qaWRTxyIApt7/4WTYkv2LqRKAfDy++Zf2se5x2VOJpbnygP7BJP79efWA3h1/u0aK0JFBIPlAdOnlt7651+6L3v1y17wLw4dPX1098Vbv70AT4YHMEnrhaOVJ96e9p+h3WwRp1meraw8UWsrpi6cj1pddpGc8Z2R8v26FPEBXhxiXxUWJ8GNe6A2dsI1LBfNyq4sNtCGsCyPdeCOwhzcc33ml4b80kdafPb+DVzoz7JhWrKhkYO74XR3Kw8sm5GkFdmcwZ32bkQxEHPH4yFLSci6iFo9NqK+QmWZa36YijSvvnHAA/tieknEdNnYawjHrlY91A7gWlmUDBDSJWiwcOUOya/9sy6ff2DIL35wEycvzDKc0cyEgk5qaKUQJW70cphbuUERaEpRBsHFox+o+xdmWVuEz7RrGAC51PDBaz0wl7rdIznrvV/mPaxj8NgovvHwQWY3bH572O58pNcfHv22Mnia9lCqfVlv/iv/PO49TCMCqVKUsiRZkcIVpUdaAtZ77d6zFav7tp+p5EiRXKixti9L8gNdMEuRbi5cAFXOU7Fo6YCtlQN3oDPCICMMUhphQhQmdJpDtB5w1xMZv/eFKT53z0ZiM8XGKcH6hpMlzgIsfHKV30XO3D57J2g95t5nZxjEmi2t4vtMMngRZLtKu0ageNFVQ1LjAD5MBKPCDYndaLRAFxanyoHoso8ObIL1M4LvflWfTnSaD35hyN3PruNs0mTQkEyllra2DuQ6j0OUzeMSm4O8OIaiqh2XbjuB4lhP7ihYSpWCzT1ScsG0XcXIVYxVTRIza7B2YTWmeW16hubzdz/LjS+4/J//wNtf8thyd3BgZupbj4T7lgC39mkWjv85OpzZOuo9+wqbXSAIWyBSlwlLJamSri0sc5kumxfP2wLgPuiLrNgqrS1qB8d9tmc9eAe3aFqopEmRlStGu1FOviqYO1CuFiMKEsIwoRHEtFojwnDAx76s+ZU/2Mih+TmCqMHmjmAuypiKLO0I2nmHfTNy2c5GnhBy9StZvhI4eXKhm9GPQ0KlCKUtA0y8X6UoL8jyOo44DWgGIzbPDFkedBgmIh+35mKFIMhym0/ldqdyAK8Frq7y8a0v63PL1fP88h+O+OiXNrCYthlEAe1AMqVdDU6kIVSUzRC6SPqUc2hEmQUuEkA1TV4TK5NAXy0xS+lhbB3oJXt74M5X98wWHUau8SJBce7cCl9/YO8rkiTben6xe+DeRw/xkpu+eVnttwR4lmXMXvTSi9P+o+/Plu4hCi0yTZH5iDMpJapoMlDSY+3qwFeBZMHcYgLcXjLB4kpd1/guAluxSZ59kz7A87ETssbcWQ7ylFA7SRKFY6JgyNFzKb/7+Taf+cY6Dp+bZaoVMNeA2SijE9k89V6AW+bglmVSqJFr7yh0F85Ue8yn79UcONakkU/gKtvFqFDur25ZJklSzZU74Ttu6fF7X1xHv6WZStxAnSjO4wZl0Fo69yMfjORAHnhs5FaFi9ZLfub7Bly36yS/87k5Dp+dZjFtMgg0bSVo5UAPpXUXTu4ylatfcVwL+xCnzyuA29U+uQfyUq5Q19V2DUAXcVsF8CpZlOQMPs4EgwzGQvOZu57kRTfsev+73nTzm84tdL+lVPmmAD92LkUpxdcf+MZ2hk/uvmrdaRrRLELIalBPpsikzCvOCg3uPy+AW7C4B3aEd1Cq5zX2hrwYqGDvCtjuMS8aysHtXJOCvTMCnbrOHZ0SRWNCPaaXxbzvEyEf/PxmTi3MYFSTuWnFXGiZDg2tnLlbZfpe5nUquTTJvfMS3KHLXo6TmAMnI/pxxGyUuzhF0qlgwCILa72alEQz1dbs2h6johG9uMMwFDQTN4MkzOVVkEsUXbgeQj1H8KrYMD3gR9864O2vPMsHP9/ldz+1jgvDNkPdoKEVLS1oKkuUN4IH0kkVLavyhiLLOcnksIZcmXRYvPdMjcmr1bvU6WWCSJQgT/NUf2JglAn6RpAYS3f5NOOV+3eL1G5/yU2vOWrtECGafzWAJ8NzzC9ObxC0P/HJLz0e/Mx3B2iVkaq0bGSQ0mCkJDPKY2/pyZKqKs2BuqpUq4LInLGfg7nLQk5RgL2wynz2zqvkVOYArt3YiTBIaIQxYRCzMoq590nJx748xae+sY5R1iEMQ9aFgpnQ0A4trcjSCitwNyJJFEmiXJq4xFDuTOQADwOX+TxyxnL3Iy3iJCBq21UBZnGrUtvuWMWJIgg0r7mlx8e/2mffyTbDhpv3Mg4sYQpBYghik7cAilxGyGq4DxV4MuNKVluRZtPMkH/97gFXXTTmo1/u8PCeaeaHbUYqJAg0DS1oSohkbqMW9mrelFIWrBUzViaA7rO3z+glacEqNp98zGwF7LI3tGidMzA0gsRarMloNgLSwX1BI3r1J7r95RfE45X5vzKD797Zkovn9rxwvf3K9D9765h2IyQzFq0yBzJhHLClIDNZWVJpy55IT3+TB5PkvZkFyMsrvs7gtcIf16PjDm6ZUjZluafT3e57qfxeyBGtE1b6Cfc8LfjwF6f48qPTLK50kM0GnaZiJrBMhYZWYGmFlmZIztqOuZuRpBEqGqGgEZJX6Jkc3IYocPpb6TH7T8KplYZLrOT6tp44qepnXB9kXnVnJHGs2TQluGzHkKeOpwySgHE+4zuMceBTWS5RikQNyInOHN+azTJJkrn68He9Zsgbbl3ia4/1+P0vTfHwnikWei1WZEg/1IRKEEpBJN1YDy3dLnVKVBepEnnZ7wTAJ3om1mTy4vwb6hq90N1ZEVxaQWIhMZBYQZxnOjEZCMPysM1//liLvacfmH7HdzZfeN01l3+RbzI86Jtr8Ph4NNUa/NaG9uNtJVKMzWd3C4MUrmRTmgybF8Qbrx/SsXcxj0SWV7T1JEvB2JWvP0ELNWliawX6TpaYXHMbNw1LZoSFmyET5nspdz2i+cI9HT579zTnu21Eo0HQCZjSMB24Tp5mQC47oBmK/C7zktNcd4eCqGDvAuA6JQxTGmGMtQl3PBpx7EyT9XOCQJpcx4qq0ddDgfWs1SxTDMcBOzcJXnPjgM/cH9NPAoaJoBG4ftUwdZOlqlVKlX41QtZkirsXslHmWVNNMxrzrlcNed0tC/zZN3p8/p4Wdz3Z4fxKi6EIGYYaHSi0EARSEEhJILxRHwhPGtbtw3rYOQFwD8xlIhDKQq3MClJLfncALxtYrHHgtnnHlpRcGGg+f9+J9mtelf3WswdOXQUM/5cBvrRiWBoOvzdd+b2ZDesOY9OALCtS8BIjFcZKlJEYq1zG0uYAN/5BdmaW9Ri7Bm5bHJo6uGsBpQdsd3E5SSJygGudEeqERiNhNM7YdwqOnlb88Vem+eLDU5xfakPQQE8FtJSkE1g62tAMLM0AGoEDdyNwMwldman07iL/c5uD3JQgDwPXnnbotOGpIxEEQb7MWy9FX7Mg6uyVidxNceOcr9015urtffaeajFsCFqpIEosY0Vu7ZmcvQs3pbAgK61S+uy5FWmMyqcPBIzigGZzzA+8ccxbblvm9kf6/MlXWxw93WDvqRbxckQaaUZaI5Wb6qsAnT8WTF7KlolztSbAc/u37OC3FZNnBZipGp8pgG3zckSbApn7CymQCeYPLfPU04+wbv03twqfE+DzS0siTsY/8Tt/sG/m0s0RL7w84ebLE5cl1AKTSOJYufHHKI+xJdZU8sSBWtYAXsgT/0D4+WCHBVsGlO4AFh0oxo1+kBlR5CapplnG2QX4ytc1h042ufPBJqeWmhw63YYoQrU0Da1oa0tbG+ciBG5wfiNw49ociIu7zO8qBzi55s7BHWREgWNvd2HFHJmHPUdbBLJuD5YShaqIqHITcifF5H2NacDVO4dctnHA04dTBmlAJxGMNYSpmwmoPIBLKcoNAgomh3qGuJRBmSz7KJMsYByETDVj/v7rx7zsui6nlrrc8VDI4RMRtz/a4vRCg2wYYKQmCRVCSrdS5F35kjzjCZVs8U5jZRZMsHjxXumbe1G3zYCCsU0OauN6GhODCAxSZdx6VcyLLh3xqqu+tv7Vr/upf/4vv//ge0Vw6Zrh23MC/L988AskaconPjsAs5ldm4dcu2vMK24ecdWuhG1zhksvHqOsJEvyveJzmVIwebVcFuAumFt461k9sCzAXGduT4qojCDKSDLL4ROCpw4rvvJgi6ePhDx7pEl3HDGOIwhC1FRApAQtBS1taHo+cKSLOo2ibNbVhUe5LAlDRRjK/AKwlfYOsnzovtP5jTDBmphzi5KxjdBaEkqL9my2CQIvQZ6VjpNLlsVpgECzYS5GqhH9JGCghXM6kqpgTCtTy0BKUcILCllIEQv5rWXuc4JMleMnBuOQzbMxF21KuOmSMcN4yD84ssLTR0O+8kCDp440OHy8QZIqiBRWKhCSTHrZoOKz18wE+dxVBFlFY3jO1BTzzAvGzvP5iUGTsXtXwra5lCt3Jbzy5hHXXpxy8SYQ4lx7vHTHd8fo9/4vMfgD936eI6f66v/6k8MipsUoFjxxWPPUoSa3P5gwHaRctD3l2itjXn/LmFffEIM1BBqabeu210aAEaSJA3sB7MotWX0whHC/tJCubgRhENKSxJbByDH60ZOSP/pyxCBRPP5sg4MnIi70Q8ZZCDoEFaCmFKEUNBW0lKWhcOPMVF54pBxrh4FwSQ8f3IEkzGVJFEIUkrsmLmUeaEMYpHlGNKHZiDm/lPGV+zqs9CJmpwVaGqqdKtZwHKhW4TIgNJLxWLF+neINt424/eEhx1faDAPpZIqGILUESeFZ5x67zJxdiD/rRJafYaz2PsMBPcwUmVakQT72IQmclRoktMOEl12b8qKrxrztFSP2n5A8sSdgGCs++pUWR84GICSDoSaLVVG+idUFwCcsowLgtbS0KaJORGYRxmJxoG62M4LAIKzh1TeOef0tI665ImHn9pTpANZ3wBrNOI7oDZqMhsfEsZWXqi995WvpG1/3mr8cwLW2XHpR832dsHt9Bq6AWkUYo5gfaOYzw5HFjPueMnziKxkb5lKssdx4ecy7XjtyPXiZZcO04YZrY9qN/EK1LuGxWnG7o1AM51kZCJ54UrPQlTQbkgf3BPzFNxqMEsUoUZw5G2KEJrEBRgSgNSLSaCkJlaAhLY0c2JGyRMpN1gp17vnqirnDoi+zBLfKezRFyd5hYAjDokArK9k7DBOUivn6Y4rP3N9BhdrZbTX9/dwMXnjhWVY4HorRKOAtLx7y2Xu7fPSOafppg3auw4NChydFUsaW3UJCyBJg7qOkp/U9gBvH5Kl2TB5oRao1Os0c0FWGUm6Q/mwj5cVXpNx2RYIVY97xqgGjxI1z+/NvRDy0J6QZCS50FU88HdIdyFwliTXPcJUEcNKk3TDccEPM+pnMdf9khne9dsQNlyVYAxvmDHMzFp1vSGYyRwKZ0aSpJjOWY6fH16+o2fcBP/qXYnBrLwDrpnoLv3tFu3NWmViDVCDyR5mBNhhrGBvDuRXLuWW3zOw/3uIvvu6WGJtZpmcNL7w+ptN0NcETlVOrAE7uOiz3FQ8/FdJdUUgtGRvJ2GrHTEK79iCpQWqklARSODBLSyQNoXRACBWEqprR50AuqoYH7RoBisZjH9yO4fOy2qBg8My7p0Q6wdqYUxdC4nGDaFoS5mlvlVfl1bKYojy/XoxCyayZUcRJwGxHsWN9TChGDNOIYSpoajcEs6ghKRJaSvrlrbL8LPcZeSxkTJU9NSbvmfRGP6RZnjdQ+f5HKUmaoRKXS9AqQ8qU7etNvmIYrrpoRGyHSG1YWRE8/JRmeSBRpWKpB9U+mWNd11a7YXnR9QnTswabOvnaVKBEIWu1i/VyKVdNLHMblDWjAedWzqj7ji1e8d5/9V1TR0/3uhdv7XxzgB8+dh4pl9774L3PvOrg0QUsG0AEgCq+HaWGUv6gHUNqLSuFtlKW7rLhzNfb9at3LWBTX96sEJhiOid5zalQVZAjZW5lFaDO086SfOPWwjf2HnXeSa/It96jBLdr61KEObhDTVli6hg8Z3FtCPPsaBAkRFHCiQuGP7y9DTokkKIKMEt5IlYxuO8uFENCHdjcYJ04CXjPG4b82V1Dnj3XoZ8FtFK3Ka2rArRVJ44qcgJVsFcey7IGRHoFXsXdlLUwWiuCzM1LCXKgK1klzVzdeP5cmHxwUIYWFmEz1rcMf+elBkSWy0xwm/aKNc65F39ZAUaTJfl5t4I0ESRW1p03717hxcnYzTOn2T5z36sWFm54b0Ol/+RbMvi//m+3o5QM7/5Gwqml9RA1cnCtcYaKI+jnnydeZ4EPbDvx+3pnXrhlqCoVzPfIlLJsQVMCAuHSypFw1YJBPqG2GOKpc4YrC4k03hwUB/JQV131FcBlKVui0JYtbWFovME5KUHO3qFOkDLm2FnBfLeB0JpIUpMnZXre63Os+8KiDrzc6YjTgHVTY3ZuHrL37JhhphllEGVuvF2Q5jo8pXSWqsPon6sqkeYm7doyJV5JI4PODJmSKF1sX67yYrViSFC+N2lhzeYgF8VnYyasXFsCvTANKuiUxc7u0U4+5kNTPUPCrjImXLxmjeDGSw0vvHYvpB8JIVtFn6sAvu/IAlII+oTIhsxtKA+DeIVRPht5oJ8sb/2m0kQIt6zmS3nBQgVASlAL50xoacsaj+J5+V5O9lUpKGWDbaiEA3sN3NI9hgXQi+CTcnvCMG+SKCRKoJ0+DcOElITP39vk3HyTYFoR+jUcvoPChCKtFR+JiSBQMRq7CbZvfkmfe58c0U0bDLSmmRriPJ2uZFUQVRScCWGoOodkda6sbx3mM1Wsm0WTGYE2glQJdCbzXexc2UMB9CqZZsoEm5TGS7yZWhKuGkHhDRR6Dklemg1eXsSWJdP1bLf/j7jPceOZGQSgz7KWQqgB/L99+KtMdRov/dif3n3LKQydQJRmvv/PexxdZqVM/kVq9dx8U1FSZsMKj9hPJChAi6Kf0aWM3XyTSuMW45fdoyhHIfjALuegKFw/4loALwLOQnfrQpbYXG/Xa8nDICEMYs6uGB492AQdonN5or0CpfL3m0C4O4FV/XTVyidLTzxJAm68dMy6mSErSy0GqaKlIEjd76IyN7hUJT7AcSAvP6hiw7Ji09iypMIo16wSGEGmJJkyZEqQ5iBPveK1ohxCFiAvQJ0Hu0JYJBYhzaokHR7IJy/04njUyzX8JGBVr7SaGy2gsUaj5dQts1tf99KVM2+6Z3rL29cG+GCckFn7d0apucEkMdORxrvG6hefrQmPynuFGsD9R//fKYJtSTVmoijNLE7YZB1EMTi/kAAqrwEvSj1dc3HRqeJkiSq7VypgF823jr1zza0p9XZhCTrGrsAdlNWJCYKEz30j4t6nO8hIE0rh5m+XFYRVG11V8TeZzazXyztPXJEZxXAUcNs1Q77jZT1+93Md4iyin0kamdsyW8uqWrGUKVLmLO5/1HMxORgt8+52UYI7UxKljGN0KfPREsYrRa5qgIRXyVljcC9J537tCQyJ3EebYD+7FuA9oD/XTdiYUCQ32Kz3d7DJPf6flQDfe/AU62bbb/itj3zt++bPztMJnSMAnjTx0FpWt3hypdgDx/+58rza1VewO/G2xnRlbyX1ck3lLcUlwFXB5OQMTtmGVWPxvBsmUHVwu3EKE8yd92yGeXtboIuGg9S7J8Qk/MkdU2Q2QpXZSz/ArPoaC2ejpsHz3Yht0d5XNIxkRbCpEQS869UDPvL5McsmYZg1GGaCIKVkcSktMhVl0ZmzCydrjySVNSk8kAsyXUwby0GuXaO4ziSZsqjMVTC67LGsAF2weQF04WWexUQW2sPQ2mu6h6XSaapAV6xAVcjqZb3zf3vQWyBoD75vdut33jnqHb+90bmoDvA4jhkM9aWjQW93OujSaYTlZqLlZ5W6yGdnW4s5S3aawHeNvwqgF7UMOdB9xvMfC7b2NWfB5P5sD6VEpcXzirvasJsc2FqJykkp7UDXce8ak23O3FWAqT32joKYRw9KDpxuYFWAkpJQGiep/DoNT4BPxujFvexP9dr7CkclSQN2b024+pI+9+9vkqiQYSpoSDduWqfCyTmRd+GkuQ5Hklfbex+5utHEn2NSuSuu3sWBO29nU9YDd1EL5JpdShavgduW55TyecHcz+2QUwN1gTnhvRa1cK7IpwihGI1jwpnx7mkzvtSY5PZVDH5ufonBYEQ8GtKKXPau9gXKeNFjaeq1Bkx8+CTAy9eTlWieXvWTI0pUoJeeNHEyQLi6GFGB2wWZouwW1yW4ZQ3g/vAf121PCewyW1kyd0aoXWLHdQUlWBI+eUeLhYUmItLOd/cvwskaFP9A+AVIps6qNW/aKJJEs35O8s7X9Hj04BTjrMFAhTQzp8WLclYlycFdrBUm98RzSxcAWWND5497Ew7KGTbueyhTrEi2fO6ALKvn0smhostflOdrEuS+Hp/AhVjtQfiauyTTsldgomc3/7eNsYxGMaPBBdJ0VP5bJcB/58N/hpKShcVlplvuap28kmztA6sTVQL6m+VxJsHtA8A7AJPMXexCXD1WjC19BlfCY/FCrkiUrgM81PkAoKDYOjDPcGpLUKbiTf48q921cp07zx6DT3y5w1iGKKny7GV9JstkBnPyIvcJoq7Dcy2eKdJME2Wad75+xIe/OODJw00SFTCQkjAzuXskkJktB426wE/Ug7sc5HZi3yKfyTMDurQQ3eRflZcEqMxWwzrLGvyc1YUlFV6gWTJ5IVHwWNzWV7LnuBWArhGoZyfWMVj4/ZILZw/QWzmHtZVE0wAnTp5i+7atrZ/9j+/btbJ8gWZYzbIuQe0Pviw/WNQuAsoPrcC8CuAluN1PraW/xQTIi0lV/hy9Qp5Ij7GLILOY2qR1sclrrr3VBLiL9H1QNCYbNzOkbBErejrT/J6ggpgDpzS9OASlc3liJ8pjJy7eSRfF08N20gvPu3GqxI+mHQiu2DbiyQMxmYkYmpBG5mq2da7BlXDTWV1iqVCwhsoDM+UZKDOceT2MLiccuPeKganaUG4iJk01IaCYrpWVF1S9hdDVYNkyvsJj8tUXewX6GrD9nygGP9kidpk4drk7lBjQrU27bn3lP24tLPyTwbp1WxzAT506y/Lyyusv3bnhp555+mnajYJR6l3Q1njLa36mngvcPpgnA0yfxQs3ZbX+9tqlPFZUtaGaBcgpS0i1EkhPlvi7GAeK3At34HYAroYCBb488dlb5X2dYcxiz/B//WmHhWEDEQVOnkhbW1WqwTlr680a0ME1gRRN2iWDO0clTTVTLc2P/70eX3t0ioVxSCw1QykJ8x7KauRDDrii4ie3DYsyWovJwW28EuZqIwGdzxQsgvQC7EqKnMGdJMoK1yT/7KLLytfhRXubn0PxZ5CXAeMac8n9d6pElacgymkNfrEapP2M6U2bfurE8f33JPHoz0oGf/qZPURhyIkTJwiVQaog30qkGolrrMVKf150/Qt8iyqT1QD3QV6+ruaKCy8bKD1pUnTIlMCWDtDlhCYP1FpKdC5JdAnwQnObMqgMtCnBHeii/qLO3oFKCMOYP74j4JlDTZABUkqiojRWVCe56l90v+xzVhN6bD55wkzO5EmmSdOAa3cPeOvLunz4iw2MjhjKkCjfTFflDcNJCajVTC58JveTKl5NjFGgrFsVjBUO3MWUMANZOT+lcG0g8+aLy7ylrRppYWsENumoFHX/a1/8HpMXjF2QazGIP6sysqkRDIcJp0+dIs0C0tRtDKEBGlFIFIU0G5pGJJFSkuTbOqeZpTZD0OatRNJ3U54L3p77Kyr7szgBBQhKJ2VSnsgC8KIKMr8lwGUF8DLRUwDcujnZuRQJVOWWBN5woEpzO/YOtJtatbRi+POvd7iwEkEjd0+EF4w9h0RBiFUsVYJ80rYrLEPjquecm6KZnVJ856sGfPbeEQv9iFhphpnM7UmRuzeilAhSlmFaCWxrq64fU7J51e2uC2dF5c9l/lq6qcDFcfdBLqTw7NzifPmWoc/eYoLoSkA85wpXLzcQqwCe5vckddvCGKuRKkQY93vrY0cPMTMzc/Gjjz32E8P+ItOdiCQFkZrSAcgEGFkNSVSTAecapv1anncF9tVDM/3RCiWocyZXgnJuXtlR7s3+9jtc3HB36uAudjYomFt5zL2KwYtxE9XICa1c5vLIUcH+Yw0MEULqsjm3qh70g+Oq7EB4B6DKGfhMLjx5Ikono2w3yzRYzZU7Y3ZvGbGwt4nNQsfimZMp2nNxfEBVgW6uMYsyWsg1p/CCT9zs9hzofmyjXDukA7s3WqJcaaXwJIpYHWyWhWB+sClWwdtPClbfsyJTf+Zllm81niSCUSIYxppDR84xt/Hyn7ju+lsfP3jw4FEtRUaajjc3Q/MGZZeZagf0hmkZgNiceoXJZwB6y6q/hDwXgfuypPjitbl3ov6eL09KHe51rvjALh8V+Shg3wf37/mW1soHtwfyfL/6IC8NLdhb5a+1TlAq4fP3dzhwoQlhJU+CMps4ccGyelzEWgxVDcbxRmz4u5sVZbSx5pL1MW++bcBDz7bABKSZ0+JBlg/5zOpSqQJWwZSFbSjz4TzenJriucyf53LUyOLujn2WrxhS5KxuqFaOMv6w3kVebcBVWoXeiubLFD9m833x+ji4arBU5rH3OBYMxnDu5DxXXJO8YTgabx7H2VHdiDKiwDDTSdm0LuPUfMhwXIFJ5WajoNprvZ7UWSuyrF48l+5eBXRWB2g+oIWoA7tkcyW8JlwP3Pl8wmrbDlYDW1cDgsoRb9rkIE+dPFEJzVbM/fsUf/b1NsNRCC2NloJA1KXJ5Pf3f881AV6C3JMpdiLhk4M8STXTHc3bXjnii/cOeHBfiG0HDLOIUFBeaKr8fD9d7kX6OcjrgZypLjDl2DyTbqU2HmsXQb0p7EIjvJ0hhBfoOpJavUoXcVZ9PyBRPanVO9USh55dWNtAoRjSaSCOLReWU1b6hlFsGY4NWssuUlhajRU6zRFJ2nTd8x4wZU5Hwtra0lp8q+fC9+QUpHJZKk58eRDqE01LN6WQIkKs8dwBWxZpeukFRMovm7VoXY1Q1vkmTFrVgR6UbO3uSrkAMwxjkjjji/e1ePZ4C4IAIVUOKltuS147sf7K5F/gHrKrcXW27gyUDkHV41rYhXGsueqilDe+pM8TR5uM05BMBgyNIsyY+C6FF84Eg4uClmrfBVVcbAajhJOhFqwUWAXSVnq8XFEl5U4eUjg2Fx7YXW2RcJbhGuS26rg8l17xQT7h/Nh8pdTSVYp2x4bFQUxvNGZlGKP/6S/cjpCK8aiLGGvmWmP8yZ8lyPMntcDS1jWT/03rV+jELzTJ3D5re2xdsXi1A0ElTTyrsGTsAuDV5NRSouTM7Rjblkyty8fqeZAHl1olRGHM08cEt9/bYjAMoR0gRVE56BV/rZXFLH7PicvfactiLc4rC303xU/4eAVYcRLQ6cS88cVjPnvXiCcOR6BDRkYS5lpcGbfBrp80Exl5skU4uvOqOgpgW+tWvlK6SMfmBZCKIN9YB3ZpqkSbMMWEMe9cGi/YNJ4c9WODCYxULF4he9IbnyRYiTvfzcj1z37P6yWX7bibsPsYc1mGfnTvIhaBtinrGwKRZYShx6jFhwr3j4rnvNy+yRf2gsoK5GKVTCnswMpBmWDtPD1fjPgtwC294ZGunSt/rv354BPgzu9BMYU2L/DXKnV3nRAECanN+Nw9Te5+ugkN17YXFvJE1IPL0hn0L+pvosP93szStiubyp1TUAxUKoA+HgW84toBb37pgGeONUjTACsUQ6EJMsrvJLKKxauvsDaT+0PslcoZUjo2d68F0ohSh5d+f8HoxWqbM3jJ3qvirEqP19g71+HV828SuOSA9xVGIEEGbpT1xlnJuvYSrXARo0FvnlIIIcjSDGncthcyzwiWgVPByRMnq6aX1gC4f3HUpIkPcK+tS/qPsgJ6XZ74aXrvnu9YUAHdu+tqE9QC0IEH6sI5cY6Je1QqIQwSHj8q+cQdHSAEGSCEKruIVL6R6mSBWHUSRbme1QFWLoB1He5tHGByG8yofPRDuU+8xlrNu1495Cv3jXj4kJskkBjFIBN5wVcOuixnbQ88vvIGt3qgJnSuI/b8IrQYme/nUwTFhfaWOZs7H6LKOhuPrT0M1Xa68N0UUenwv0wq34eiI8Zqhc4MdPstxonCWNCRch+STha4eBq77uk+F3/7DC2qn/GCC8pfNP8ZgRdtFwdA5ACvrKcC4GV9+ATIq+04iufWG4BfgbvG2t5j0VhbSBWlUoIgJclS7nywyVMHmxAEIF1wGQrrTY71A6u61Vnngzq0rPekbIDwUs+16sLMjaZ2pbSacRxwze4Rr3ihY/Fh5lh8LEJGBnQmqsAvKySBzTu6fO/ZUkwWW2VdSrDKIq1AWVz20wpEXtIqraikSh57VMztnVdTHY/aNoVlwLk6VnNHy/ovVsd2E0F8cTdGEKeuKd0ai1YqB1t+xKs6Zo+VZBX9FoCv8ZOY+HCsB/IKyEz8Ur5VWMiQGtD9+hNBufdOtXuxreluH+DFYw3c3lD80j1RGUp7AM8lSqgTDpwR/P4XO4yTAFpBLk8oW9OUv0uwqA58yd7fTKLYOtDrLoEHdLuWFte0I8n3v3HA5+5us++Uu/gyoxhkylUZZnnyp7B5s9wJm1hJbBVRVbrWk04q1+jSWKx0K6uVwgHceOfMUjJ3lX2u48j4XniBCR8zHg/UkkIewPMFqbpY8lXEmmKb8GLHEenKDj74O7+2qdPS/+XI4WNXFmMVVD6erbLkCmkg63q4jJarfSml93dqXrUQeU1x8TMyt/aKccD5o5I1y2/yXoxM8D1uXViBpUuCJ0e8YfjeXj1VMVW++4NOymaGQMdkMubDf9HiI7fPQBSBaqCUpqUsTWXzcRSUDc6B1xpXZVL9RJSkmgxLLUCtYonKdiziCCFBKr9dzD0X1rBjc8ypC5JHngpJhZs8YISTnHqV/zwBmgpGNbKqVhXvQpwskcbW5Eyt7AAvCVgogclYw/tzPw9gqBqM67Ms63+nuhy830RUv0OWwcymF21ev/1VX9UHDx2f6fV6b5IkNEKdnxRnvZUAlvWAsPYPrnHFicn3yvfFBHOLCYlSLXWThVZ+M2+lv62nv/OKPl+elOD2NqJSdkKSFJWCBXsnBDph/2nJx7/Wws1fcexddu77bXPC+74wAShqzI6oA6h28oxfG1LNFXSBZ57VtBKTKTKVa/FM8+7XDPjMnS32nAxAxlghGWUBmrxepDjWWY6MrEj8VEzu1/o7gNpKg5Nnrq3NNbiTLbJgbes+w5rcHzdO3hixhhKAmiZf5aytAmslZavX3tYtwivMyopKQ8F4nDDd679JiBMzejSOydKkHITj2sBkzeucdD3wl5oC42sAv5InfuRclyX+AahpuIn6aimcHCm7e/zgstxnxpMnsgJ32SWejx7WOh+WX/jdKkXJFJXLk0yl/MU9bfYcqLS3FNJ532UHzcTJ805SrQS44kZfnXjP6w3I9Wq5qtteG+FqU2SVwo8TzVWXjnnLS/sc+nhEnLkBTZnQDIVAZ7l9RxHoFrwnanxci70oYgH3qJQrsitki7A4TS5sleIXrpRDWoERlYXoS1FTPDfUgL8W2FeD3L8QKhy671B548VIQ6wgThKSZIwuZoIUI8xqKXGxWi/7IK19uK/F19Da9StV1MBce5STALe1oLLoySz2WS+mO/kM7utwX3erIogstjiRBi2roflKZQRBwuEziv/56SlGMqCYoFV1zecXVrmPTX1DrIkA5Tlv9eU7dzPKgiKvNsVL3fv1KZnRpFlAlKX8k7f3+dM7Wxw6rUElYDSJCBgKgcqKY+v0eLG/JhMgL7x5W3y5YoVBIK1Lz1tsCXSV24g+m9v8c4x0f6e2Mk/EXBVZTqx03xTc9Z81ogh03Wdm+QqClSSpm06gCykQ5vuZixqwJwA+AV4fzJMArn/x6u9OAnsS5OWmTR6YC2D70sTVgJvytVauq6QCt6nfpfGYPKvfpWPxQMd0Y8PvfnaKU+cjUDq3BmUuT2zN9y6f+7/7WpLsmwHdlyre1op+zYVLtsjyXjZDSEWWarZtGPPDb+3xy78fspK4gMBaydgoZxtmxQi5yWCzAnkF7CoMVXkCypcoVlbsLvMt24u6lXIVtjgmL4G41mq32g/3g/RVAF/jgpDlv10kmxw+rC22tAQd6HzIe+RGl/m23mpwr6W/xaoPn0zulI9yYvleg7mFB+YK8FW7VBmMFXUgypMp0qJ0sZ1JBWgnR+qAV/mQyeJRqwQdJXzqcxHv/+QUYxM4eSJUKU/KpmLvu01agtWx82G9NsStpxIqq9AHfZGytxhjyuxmmcI3bivwhk750Xf02X8s5IN/4bQ4KDIhGRkXcMqs+F5Fts5LU9cyh0V2NWfqEuTu+0jrLvIySBTuZ4Rw9qGx1bm0ZaBbVROa/BwXUq4CbJ0UWetxktFZremFcPmDcSKIU4Geaivikabd0EilsNaz+CaXDM/frjM4q/7OWpnQtRi7FlwWSZPJoLKmu/N+QFXVYbvElKmCzJKtPSaXVXVg/THNfe+ExSX406+1WBoX4HYAD2Q1WcuXJ7VVp7DLqAN+Et+r3ADPIahV9XlbL/qdPmWduJQoozBGk2aa6TDj7a8d8Jl7Wiz0FMgEjCLB6fGy20f4DE6NyUvbErddSfH9lJcUKioNFXUWlzKXKB7wV6/UtrSkS7CXbG49bHlY+mZsTqXpiz+3wHhs6fYtKjDoamSC8zjdt5wIRGqMXZckk6Bea8kp3i+K8Fd7pXZCnlSvq3ERHosXwPYDS2+fTJ3bak56VAFmxdwFa1fsHbRSPvf1Bg8+1cR42ts1NRTypF5vUtZaTCyh/r0E+pokngNrIuFTs8484JdBp5Vu44HcF0+zAG1SXnRtzHfcOuAPPx+CikFIrBCMjUYJgYIq0MyZW9S+YFW+VwaZLkJ1EkXW5ZQUTpPLQrbk57Mo6RCC8r1CqkjqrF7iZZIMa3grcFW9IfxH/2gKSBJIkowkzdBL3YzuwJBlloYW3i9cPyv+W7V/9JtopLUiZb8QflWg6RcsecAu956fZHGPsSs3pdpxrXBLimSOUlmuxXOQS+eeREHCoeOS3/9ch7O90O13Ld2gdyWodmxYY/Wp38U3Ze/JWy3R4zF7fZvFKti0fhFW5vbPcY9u+5NN7Ywf+I4+9zwVceicBJEACoNkJKS3iRTUy2jrF5z/DYtAswB3GXDmgC4GGLmgM7cMZdX0UIG9kjGFTCrAXtuaUHj9pAWdiur7iInjWXuZH3+tYKotmZ1S6EC7IehBINyqvMZJeC7umVw+1mTyGsDtcwSZdhV71yr0SnDXQV4wduF9q2LEmMpyLV4ElMYDdoqSGTq3BcMwYZwZfvuPp7j70abrbZPaaW8pXdeOqOavSM89WRVgTl7oon68xORxtXWJUjoZttjDvZ6yr8poXbuZKRyVzJBKjUo1r7gp5kfe1eXnfztknEqXgTKSNHdVpFfZV1iE9Xkl9VhAlV9OlAGltXl3fc70MqdOIQvrzpXIGiHK41XgwXqa2Yo6btb2xS2lLf0cJFG9cBeANZY4cTpcT7cFJoFO03ngPqP4Ga1JoK/SRRPLRvUlJ/eV96WKN8+jNrkqf66q/efL1wXIhafDc61dTEDV+URUVT4WjJ3lr9OSwYMw5Y6HAz5zd4txHEBTl9q7ZO/igppg8VXM7aG4UilrNx1PHttqvocP7hxQNR1epe6lcVKlAHqaapqtlLe/YsiX7x7ylYeVsw2F61pIhGboE5D1WNSXJ9J7XbZxenUpMn9HgELkCRfr9LcQmFK65B45lc52jC6o9Wt+ExxNypT6IbQFrmuPcZLSHWQEDYMOtRvy3oxcu38Z6HisUhbFr0HjvoSrA3w1sOvBRrV0VR0xtsboalKmqCLJUgFblrIkv+sK5KWL4g1zL7W3dFNil/uWz93TYt+ZhpMm+U4WotDeIp92OyGhVgXM5cnxZd430ScV6eQpOetJFE+qUHW+lwxuTR3oUiFNhjSaZKy5fHPCd7ysz4N7QlZi6QCO0+MxCkm+S1oN3BWoVQmpKvBUOHbGuxilLLR5PjtQ4sAtKstTFrKjeL8AdwF6WckTZy/bNdXBKmCvCtKr4zceZ8Rx5nauELm3HGoL0lKN9Kof6JLFJyRb/Ut4QVetTJI82PSK8KUfXNpa0FbKk4KpyxR9Xar4e9MrD+S1gFJmtccC3IFOMWT8weebvP/THazQzveusXclT+rW4Gqgl0yTn51vqsE9WVIx+KT+Lph8dStbsZOdMQaTSbeVeuZ2ZUiyAKkMP/q2AQdPB7z/M5okzWsMjMQgGAuJMhMlvM+hyZUPJlGAyhVeqRzkYJ1dmF/cbhvUHEvFeZUO3FVFoXtOqdFFtdqXxy0niwl2LWtj8red21Rg1pV8F5u16QIcYeAm9ldzUKokQ5FlK5dUW7+qnjPAhNoV6geTPpP7iZzysQZuD+zKB3mhuSuAV6xd7Vmv8p0KVG4JKpkQhAkHz0o+c2ebfj+AplrN3mXNtyebRJXgqZhn9fPi5HwrDrcluj2g4wPd2w49r/cogS697Rul0+JSapIko9NOedsrB3zxG00OnslZDMfmmREM8+S9ELgRC4X9UYC8PNnCER/5P1EsOFhs7swYj82LDHgB8pK1rTun1gNzpcGrwLJkfFsR5trkMDFfvRxS5SZ8JakhySy60QhIxpowcMxUDWB0tk6pBX2d44N7EtislieCivlqtmDx3EvmiDVYW07KElGxt6xp7YrFpS9LpGNtnTO51injxPDlB9p87bGmGw4uAwfwNdnbuola/gpEvZa9xuQTAea3upVs7lfeeSfPSlHWp7j6D5vrblPT45mQyEwihSIZa157Q8xrXzTkxBcCxkaWWhwEGZqxwAWd5LGSEg6tOaNbKJ0S5end0i7Mf0bmv2yutEoXxYoqfV/IFpEbCc48KWbjFK/zi8F3USZIwl/5CmAXLZZZ/jrJQKgAHYTo1tTO5dEo/mKzof+utVm+I65AZJAJgTBeN/3q+pw1dXcB/Jol6Gnuut6unhdTSotMpfSkij/R1JcntcDS09va27++SMVL6Tp1ZJhy18Mhv/KhaTKrK+dEaoSQ5ZYpBVPXGXxCZq3B3n+JJGZ1HPEdlHrK3pcrBn9MmasXKmWKkSWjZ0YhjSZN3f5CP/2DXfad1Nz1kMSEAgo3XAhiU6htT64UKFVu3l/9F7E5exeavAI6OXidy+KOU1FVKD2gF8AusGB9kqCwL1mVOFyLwY3H3m4SGySZRamAdXPTX7z6iouX1Xd/x0xfJKcPRaH5EZMlILx9Ubwz5AcCteDR24+m1qCg/OCxSrP7lYCVK1IPJHWRxPFckyodb/D9bz0JbpnVNlDSZday6rU8uSj4ld+f5p7H2m5THhnmJbGuXLgpKTeUCqRdXbtdu+cN0OWQnPowoqLmXaqJhmlP11evhVeqMFGu4Jcy+DsqSE/6TQzCFNayfl1KpC0PPhmyPJQTS40sp4gLqsih1qxSu4kSZJPv2hKMoiZlK7Xj7evk/c3ae7YKYMuPWSXdKkJwJQyOvVMDaWoZxoaMiINH53/gzvue2qfbrbGbCDXOiGODxeZ/sdJRSFEO3qztmAWeDKmWlckMpcDW3vOZu3q0NSb33/ODSimKDKYnS3wXRU3YgkUpbP48CzN+/7PT/NnX29iGAqEo9gEVUpa7uBXae1J/r+qYF9WFv2o99RCwapldTeSVTIFaoDnZHGDyBuAy+SMLG1G53RqEQRpFJjRymPH2Vw159nDAez+giaPU05UCawPGeSta4XeLzHraux54WpFnN41X4iuKYLNwUVw6v/ib0lDJkNJJqbtpVuTTEz25UmbU12BxUwbhuazOnDQZx2BSENpdBTpJFEJITGbzuugcaNJNsyqv24kPqaTJhN72vzhQH62bMxD+RFJveKNcW54UmrsILKXvntTe8zV3ldSRZc1JxlceivjQF9qMsnwKviisQZnv6GZr2rvWfOGdEF+Lr5WxXSVVnkOrOMaqgLQ6o2lXldBa6Xni0nNWhC0DTmMMRhoyo4kCww++uc99T4R85TFnFxYBJwgM2oGcYrfpXIuLSpMXBmHppEiBMrlkkZQ7WUtJqd+rYLOe1CmOYwV0T64UFmSpyf0RRaI8aj5RFBd/luVzzrVzfK0B3YxihBAkMiWJDbHKZ0oXM5nXBHV+aia0dR3o+eZS3ry8ms8tPFALW1uaCy1ez176AK8zuCzqulcldTJkHmAqnTAYwy/+3jSHT0VYXe2WjFSl9g4nkzqsTtHLtcBcHn5RPxffRJDbtZZifwmu1ad4U2A9O7F0U4zFSFMWZGVCITKDEBoZGy7ZlvBv/9EK9/1kRG+U/wJGlt8rk24vznL0ssQ1Ked14Dl9o2QFLoSovPH8msnHHeaZSlsDecXWq4FeHNPCBy/Bjx/y1V2VSla5A2YMpBkkMcS5MaLbnTmkVMTjLnG8yDAO8npaNyPGFJGE/4+uSuJ4jO1vYyEnma9yTHzNqORqJq/eMzWQV48+uA1STezI69WbaJ2QZvCbn+rw2N6G87xlwdyaouakxt6isgdX1ZxMsnaJ8KKQSDwnX69ict8iLJ8XA5bsRNDpAdtWDG6NwIicxWXujYv8nuVSxRhuvDLhx79rhV//4xniLEckkJvUZChGxrsQi10+TL66FFlVbJnRVNIFoyr/K0UduCzS+vl5dY0TNXXkgJ6v6Nb6IM8zpzj8FT8rfXDnz5V0Y59l5mpiBjGs3zTF3MwUaZaht176d1F6isHSwySjP2O532YUS0axrDF4jZk9YPtJnJLRJ2VJKU985gaZb0FdbUnnB1iGSefE/bxdxdwylyVaVsxdWYMpupHx1QciPvipDivDAMLK80ZU7B0Iyn1vqlEQdR2+VrBdZXTrU6yq/dUmAF09rCqBqAHdB3YhTXxgF5ZhwfATUiWTCmmNq1dJFVMNww+9Y8Ajz0R8+X4FrTTPpReAFqRGMi6ZMf9GpUb1ngvvF8mXOmsqPFSWYe6q5B64zMttRS5nhCkC1PzPZXXMnEqy5XEsjpXfKQTu72ANK8D5Xso733kTb3zF9Sws9dCZaYFtk2YR55dTDp40DEeqjO4L5yP//UuwV4y7FrjriZzqYsj/TsHOE9LEDyp93b2axbNSf0tPlhR7qBdVglKmSJ2y96jmf35iioMXAldqJjzt7bO351asWXcywdz+Mjn53nPag8WZmqzzqaXnrSdb3OtKlvhBp6gFnKU3Ll17myikinC7AsvEsnsu5Z+8s8fRs5oDpwRW+wJLgAxIjWRU/SZYaQnyScNW2nyGft7ClsuSstsntwcL8VNIliI5aPOhna4oyotniuNjvGkAovh3qtniFf7AH8baaSnanTFn+wntSDHTCkjjAJ1ZQzPI2L+Y8f7PSc6eE9ywO2NuWtMIIcz/ceXtmSkmwF2THZNZSu99dwGYSraUQGcC4KbMWhasLVeBezKwLCxCF1RKmRJGKWdXBL/4gSk+c0cLG3jSRBTsLVaxt6p9p+cojYXacluT3GIC5BM0XmPtCbAX762uSVlDolhbBptWyvy10+OyCDiFxAiFEYY0MwTS8LZXDVkZS37q1xTnlgVEXiRoBRZNaiUji8fuVEkgmXfd53KFmv4WVRKoYNlCYpQ/449Xro5h8XNVrkSUuwwVzdBVnsW5OWHgOtLmphU3XTnk2ssX2bJhTJI5zMqTFxTdcXj2vmdbt584v4umssSxYZw4b9EYf2mon3C/lawqjvJ3PKj72fUdc32Pu66pi/dkLaDMauD2C6hkHkzK3DUpak1iDH9xb5OvPtSqak1kYQ367F3tGlxag7IKMAsmWbPQymNmMQHkEvBraZEJubJqTqHzM1ZtNVhOVTWVs2JN0YNY9W26kRNeKt9KjFWkqUIayetvHfGWlwwIRQZp6ry14m4zbO4tjwyMjSAxkFjh/OYsf7T5/pr5+0XclhX7blrKu8nfr29XaEubr3i/6kGtspTGLRq1TdCEx+BhIGmElv4g4FU37uBl12W3b1ovzu7ckqHe9xu/yY5LXryskcstnX7voDfPzFRIFEq39XW+/UeV2LD5AEyvw8az9eqFUZMFUn7jgjfTxK8t8ZM7k+l4tQZzex3xpe7WKZk0fPbuJv/x/dMcORNVTQzFXWnclFhoSEso8yH5fnms9zv7yZ1i+Ke/rYq7KGT5enLwkZvUJeuJm9ypW/Xak0d++XDl4tQbQ4p9cSSFZvVmAuaMWFxpRfHS3FTGVZcmnDivOHBcOzOhjPKKH3SWoilkWH4l13x/T3utvoarn1kVa4i6PFtL11mPrSv1UI33U97ep2EgsDZlZu5yWq0N/7K3ePSBSy5/Tb5HT5AQakE7Mky1FI1QEejqJPq72VZ1IxO1IjV9vdopqQWSk6+FqevvIqEz4ZpUk50y73UF7JK9g4wjFyQf/HSbfYciaBeMXSV2hHDjhstdGqSvu71kVMHicg1p4p94US2fvlSpM7lveK0mc7err1m7bNZvSC7kCS7pI0U+jVYIhC2kiiXLj3GGylffoitfk4wtV16S8oNv6/HQUyFH56UXZOX/kWCtJkWUcsXmGRgr3Tbk1nNRrBS5Ps9txkJ/5zYgnsUoTeWM2FKPF7JGTMg8Vwtk8ti2mFNf7OmZppbhWCBQLKwIGh1LnLjP0gA3veBqGo0GzRAG3dM0G4Io30uynP1XaNJaXYhf9VddCDWvO9fctYvE19+5O+L73msB3L1XB7eSXmApnO7WOmOxJ/gfH5nizsea0CiCyjxjmUsTKSjrvXXZ7W9LeVIM1vSDnbVe1zW4pdrN7Fvf/OAST5oUCZ+6fMm1rclLUK1nD1oQViJrzRJum20jDKKwEIVECIXAvZ8NDK+6ccw/e0+X//R7kqVh/qFS5EZ8zsxSkRrBSOR/ZvIJWEVBlnCAV47qS9AXRkX5e+QXSAFq/7Guw105riwEuMkvDlPtNJIJizSGNIWxcEcsTRXNqR1s23k1w6ELkyXAtm2bufbaq76s7PKvbNvUpN2wRKHbBTjwBun4c/RUTUP73rUvQ+qFUfX5ehN/VpMgdStQTsiSEtyqYu7CPRkJy29/us0HPtWhlxQ13gV76zKw1KLYftv5sAVT+5WRPptXjLJ6HEbBesJ/XLXgfhOQ+48+4EtNLmpAL/6synBSC0Drk7Fk2d5WDPA0thgcpOlo+JF39PjRt/domhRM5mnxFEwCJsVaS2pzTW6dJk9tXYunhkqL53FBaia1d7Hhrfe+r9NLve5VtnpFVVnxZxmkmSuLHceG/iChP1YcPHL+V7btuPzLs3ObfIBv45Mf/dUBZvHIdEcSha7Lx22OWp+17beJ1fVyMc7BeM8nGoMnflYqX3b4TkmeuPEYW8u1wF1kK1OkSiEwPHso4I++3KKb5JMxC1lSgtyxd+maMKlrPb97AsjPBWrhgb8G9kqgfAuQi1UFKhWYxYR7whqWYRV0VhlPN9OwCDjdo3Lv5XdrFGmi6WjL97y+z1WXjZFZBja/FyC3GZisBPk4DzxjI8rAMzG4gf12LaBTGhbZGkD3368Fm8a6QDRPwad5zUkFbkhSS5waRmNDnAiOnpg/8tM/+4uDDRu3VAAHuPm2N3Hby/4u23ZcihQpxTiJ2t422q/cs899n2DjuoftM7jH4qve91wVleUXQ1YDt/SYWwcZzxwK+PFfmeWpAxE28AupVAlukYO78L0LS3ByG8BJa3BSolSB1gTYoe7Z/qW1Sr22YvJ1Va5ctLFNWoZVfcqq9wqQm6p/07G4IrOKbKy4/tKE9/3UMtfsHkHig7tg85zJjSWxMLYuHZ5kgsRMAlvUmNftGMdqV6VwYTLqfQgTjkyaM7YDNvn+ra56MEmdBh/HKVddeRl//3vfwbve8dby0OriSas9Rxg10bqJEMV+Nn6Jq6ksQU8vV154pbn9xE7lm/sVg5W/LTwdPqm/ywtCGKTwUvAFsEWag9vQs5Lf+kybx5+NyJTKo8IiY1nYg7KUJrWdECZ871UlCB6g/dqTUn8XqXnh3f8S5O1niu3EE+v3aVLtjbNWIZbMa8eNrYJMt+2jcIGlyUtrrRsB52r8cz1urCu3yiw3XjXmH7+tz0//ekAvBQKq3LuhCkKNJpVVsFyk74Nci1tc+xp5MVYRgBpT6e9agInIg06bD/LMvW/j/Uy+2pabBBhbdje5ANzS6bTYvHE9/cFgNcCl0mgdHmw0m4dmplu7lRgSKD+wXCM4nKwrEbYWTFbbO1cOSfEzqvy3CqB7AaUHcCmzXKrk4BYZsrirDB1kDAx88DNtPvHVNuMCzLIa/+DAXkmTMmuJXcXatbkncjVr14JLD8CTRVfV+LZvIU8mQF6wsx9o5pFcrr2tl/ipBuUXIHeBp3QNBwXojUR4wabb91TmlqJzWLLMEgrLO187YM8xzQc/3aGf4A5YLdijAnleFluAHGnLQLLqBMrrSozb4rDs15TVPMOqGMv93bx/oqprkX421JYDPzMDyliSxDAz3abVbB1qNMKDSZqUx7SUKJs2beXssW/cvmVj46M7tk3TDGOiMCMM3S7AtZ0RCk2+qlzVly+5xJjwr9eSKXJVQJlVcqQAt8xQwrcGXZ1JL4YP/Fmb//yBKc4vBGVtd805mQwshefjT3TM++WbBTxlAVoPwX6iZ82Cwb+UNqlAXqsF96RJWVGY42tyf3l/3HItje+NmrB5q1uR8LGFTDHK265Qk2aKzesMP/uPVviHb+vRiVKnC3w9nieCnHxxgWBsYWTJNXkRfFaSJfV0eKm/s/oel742N14Q6nR3IU0qieK0t2WcQneY0WjPgW599DOfv/v2bdu2rmZwgEZDooPw862GeWvaEjcYkzk7tGCpAgTYiYKqgpl9q3Dyz03NI5fS1KRKwdxC1C8GKTLvonABpZvlnSEblj/7fItf+sAUZ5cCN+RGqlKO+IGlym1BLar9dfzs5OTEqtVaXKxiaJhg7Voxyv/6rV5oVdiIqxsf/NkphS8sc1AL4bYXqSSLz+K2tA+Fze9Gla8ximRs2TKb8bM/1GWhq/jo5yQ0CgYXq5kc5UY6C1dYZYybi6JFZR/KvE5F4mYaGptvKEvuh+eViqK4qPPjXRCI9fp5Jbh5hOVxNiAC4kw+HkWNzydp/ZjWTNuLLnsTJw586R5hBg9HEYRBRujt4V7uTKYn28TqrK3WCCqribCTzOzLEf/ncxZXk+DO3ZPIcPCk5g8/1+bM+bACdxlQBrXAUnv3cs6JqHzvGiN74wtWBZaizuS1XP0a2H4uleKn5WsI9xi8yA7682l8Fq/rccmqGSrmuR69FL6394+12qXzY8mW9Rnv+Tt9du+IIS4YO7cRreeu2KxMTiXGOSxxmdrP2dtL5admDaclZ/wsKyzHir1TU7B2vm23yfenL7bwTsBYRbc/fvgP/uQr97znXW+oHWc9eeA3bNqCEJLF832GgxF5e2k9e+cxNng9gGuwefmen70UNk8A+c89cAuD8FlbVJJFyRQVGg6d1vy7981wxyMNaMiJGhNd5b09aaKLlPsq3V0vhfWHhNbsQg+spWxBrAKx/3eY+Pu+S1KguchOFgVV5furCq78n7eem2JrQajJm5JtEXBakW/GmgeY5M/Jz5WxGBRZfj4FkI1SXnPziP/w4yv83PumOXwmdEFnTprlLyat96sI0uKizOtoCjZXokryKOE3I3vSMK8ZN351ar5w4Mc/3uFOM2i0m+zcP3dMswAALYVJREFUdTGm1iT9HADfuPM7kELFw8HHScbLXjA1OXHIB3GhWSekygSwa0GnL1N8YK8Jbo/BA8PR85p//z+n+cSXW8Qi97vxUvGeLVgLLIVXKeg7JPhyxa7J3HXgilrmrWDqfGNp/p/e/LER5SevOfnKSwTllYVCiNwtEbkMqRdlWSHLQLVyVJxEMcZlYoVQYCwNbXnX6wZkBn7uN6c5dj6CIKtAXlQYFgcQ5UCey4xA4jaWygNm4wedtkrjF9Ow8ji1qvcuz0N+0RWHu3JhyQzs3rmFH/m+18dJkvFrP/8tAB5Emwij9k9OzV5ydTw4+qos6ZebUNVrK/LQZ5LVi+cTwPYBXmNwD9iVXejYWnjPizT8sfmAn/6NaT71lRaxzLdeW5XMmfC81xjeI3mOmu9vcvfT8n4sWUv8TLgr/2vIxktpCgcFWwd8LXXv6XF/Gm3ZICH84UHS6fXCIjQ5SSGrc4nNrUP3Z0lqCVTG97xhiFbwM78xw7HzoVvUCy1egLtYQvI/NDiZYgSuXh2LptDYjr1VDvRyd2thSzdSiLJSoGbPepc81hqmp9pcd/Wur1956Y6f7K70Vh3SVQCPGh1OHfpcV+rWPiGDl2udKSmf+2yJktnrUmXVHWqBZVULXpclBcCF8OtNUqTKOL2o+NnfnOZTX24RF/sKFn63lDVwI4QXWE743viOyXPMUPTB67/nOylMAr6i8/8VfNfLZOvJHaikSw3AxXuTMiW36YoAU5SsXgSmsmR2iud54Im1uYQpnGxLikVjeOfrhqSZ4Kd+Y4YzixMXcHFR5t3ziALkMrcQHaizfCVV5HJKVFurKFvtzOb6lm2NPMTERznICcIwyKY7rX0f+qPbu//we9/4rQFe3Ey68uOdjn5hNkpvLKL5Yh9DyupLW4G8WKI9eULB1hTuSs7UngdeAb4Ct5xgbqUMaSD43c92+MSXWsRK5jUmPmvX2VuKYjpVMdt79d7yqx2TNYJLKCsGJ6XK5Bt/Cdt7Nbif601Rgd8vxLLF/0qmzjvbC0+cXHP7g4PyoiyRt7+XHnhhHxbMji1ZE2sR1u0CKzLQZLzrjQP2HdH8ygenSKHa77vmqkz+KtIFjsLdjRClVCxqqKQoCsj845+ztq0fUpMfkyxvrlCN9pPzS70f3zjXWfPz1wT4tt3fwcrJ92W2tdMOLhwiSQRp5nzTgmmqZbgCd1VKbKk0OaUcEbkNWCV/JphbGETpd1fgRgtuv6fBx29vMZaTbD15F5U0obIDy3mCvkzxApznakv7VnKlOBA1ybLG878MuH1XpSZJcoIpkF7PcnpSBS9YLXR5weQTNS3WOMIS5SXss7jEeDtlilyCRMbw3W8Y8NAezZfubZWd9A55hUTJlxqZxyPWEY5FkPzf7X15nFxVne/3nHOXWrqrt3TSSUgn6WwkgUSWMewoi6jg8hTUUYeZ8T1HxYXRpz7AGZ8yCiKK67i9ERfefFQEHovL+BRFQHZZAkhWQhayddKd3qvq3nvO++Pst6qzQEKAN+fzqa5b996qrrr3e3/3+/v+lqMAmkHeHwKhfCKhszeJmfMe2oLDnhcd0U0FwXgq8+8XHjlXbNmTZJ+86DVoNia14OWucyD42M/C9KGFY6O7y+PVIqAtuOHebhm/62zCsd45quKA3dKTzDiaRCsmJAMNOEgA/OLuAj75jTY8tSGWZpm4oXjfqYQqRtBtj+W8Ovk2bK5z7EiDTcANkBxo83q4HaRhYR9DTLLacS4b5tBUtIXrxNo8dTH82+rkOuBDVPkhV4CGtpAqoKS1ca5ys/Uz0Y17MuCovgTX/OMwPsGAX91dklacqR/DRe4DWe6gEGSQ+jdTVp0JVSwihPGN3Dwf3R9F44wLoMoJJpIM82e2jr3z3ON/Vmkt4uuXNT+Wk7r8rDBPPPz4g19/Yttxu5/dac+atrxW83a6tzo0wy7nHh790M6lBLYHbibBfetdRVzyzQqeekaBOx+pzIGbKsttqYnN7XbTCvaWWOVx6yaWO4/hZpZaKy37BLdwAa1ea6ts1hEDfAlgGEveMOW1yS50aIvZj5pl28jTZh/a1sy5NFvBwDMmt9UJFs9OcNWHhnHeqeMqTdDJQGz60Jq5rL8TKsW2zmXSVk2l4NY4sc8qW1E+62xFBVoBzOqawEffNWv3jm33fX35wllissM8qQUHgHLbqciSPRgdXoVidUg1l89M4MbM1mVOuiVMpJn1JjZa6fFxkitcYBwIgFvvLuKyf63gyaddcE/2kHN8miIGAr+AOFdPmnckXefS1Fp6ljzveOZmddDrfJg3Xg2N+DbgdV97gHYCPZopmyofKGOpK9UFrPadU1f0ehPh5OpC5NRInOZORSCDhITJ/ahMzAIIUM9w1NwEV3xwGEIAv/QsebNfSu1GoSy7cjIzWDGGwOfc+lgzEKOGxRSIgwzzuttwyjHLMK2rsjcI7120XTJ/Vm1GV+H9xfKisbGqVPntjGV2Kj7TtsHN0c5Zb1uJkxlaYlNereZNqOTcv7qniEu/UcGTG6Im4NZBHLuOKEBLxUT4BcRokjk4mfX2LgDSFNR5zPoKyr4ZyqTmxrRrzQFdgx2+FJi/MBoLHwDuWnFOfavvRES5oMbCWwuuc1lUqZtgJoclqxMcPTfBVR8exutOHleFEty33DwX8fTyWEw1tQpO2ehl4jzqHJjgwLhaBgTKEcdR82aP9Q+U3o+gr7a3Y71XCz4yMsBLldkPzpp3+vD2tY+VwyBBGCQIaCYdElWf595WtTtgOa6U+qlyQCjlIPDpCtEOJuMQjOA/7ivgE1+r4KkNkWzS09Rya4oiEaxL0DQ1kYUMjUGd5oCeRD1xHUoH1L5USBq2e+MAVBVXJnTD9l5uirtfnnu7UU4n2NOosBDDz7nKTSWCqy5mVPFw7XTCyH+ES95sEmLrKZbOSXD1R4YhBMFv7y0gA5TZdJxM/ZLoq5fLcwcV7WmQn4T6K4x5T4j8zgBBWynEf3nD6cPLF895cHBogGMvY68Ab6l0g9BwF6+NnT+j98g7yPhvwiCgjkzlckAC6GcINEY2HUnQRCwzEJrJsAAVEIzg9w/F+Ng1FazepMFN5YEieeeSmofONdHUhDrURIfe3Sil58yQnLduKJZfmjap9p3bjvzy/gA7z8MdAEM4hb7CmVNTAxhNIpxEh22EqeEkKrQv/UANcgkwn7aoEL7qcwgFWML9PG1BBDhnQJ1jyewEX/noED6UAnc8pECu+YabRy7dSzjSC9ykB8OxjGOi7wjy92eCYiJNccKZJyYDY+n5be2VXcVSaa/Hdq8UhbIIInsC5c45z06wxU/fu7qI0eoICvE4ysVxxFEVYZBIeuLJffkopi1aoDT3IBw0EBABwW8fiPHhq9uwZmME02ZqUsvtgBtKNYHw+5pooCNHSeBYczh6uLu+iSU3VMXhIQ3Opko4yasuTYG9t/VNLLj+ROP9eFY7nx6reXejPGjWc2rm3hQuLfGcUbWP11/FqQzKKESdYGFvgm9+fAhnvrIKlmXK8eTNqQpskpYEsX7WVCaTtaBZDUhrQG0cQTKC7kI/3nLGGN545qyn587qffaeR9YhjkPsbezTzojsL/joFx7DjGntpz7x1ON37t7+a1xwpsDSOQmWzs3AEKCehOBCetlSiJJnmCp6QhzHkpLMWHBGOWgkkBGC2x8o4CNXV7BmcwQRTKJzU9tuTdIWG62MqVCOiC8PmtRY3e/baTpv8sHdRvROM3r3tel3QmXikG1KT7xt+d4o5j1UL+vXuc9mzvc0PVeaNFbK9ZZx+834vdQbezya/uq6sRIR8PP0nUoqYutiqSMseL6TIw4QwkFCgdWbQ3zky234/f0F2Vw/bHbXVVZcV5RAPxN1NSueniYokhqO7JvAUXPreMNJQzjn1Weg0rX8NIjddz2w+rVYsXzeXvEb7AvghC3B4NAo2ivlbd/7aXTXpV9ce+ov/zSKRXNq+Nz7duPcE+qgVMpIOropLVlzC06MesJBY4FNuwPc+2iEz3y3FWs2RhDRZBq3ctMdcNtEKhuOpxCeBW/Gva0lb9I5lgB+Y3trtV1akjPbTTbsj/nIme29qC2NBck64OPmo9iHy7+leuJ0ajVVQXo/qt6TQZfSEJP9pMrgOABwEEYMV4dcBUAdz4TjyNkJvv6xIfzP73Hc/0iMTbsBRPpgOD9C83tQZ9m5bXGBiNRx7onD+Nz7RrBgBgdnbWDtK+5C9KZt4KNYsbx1n4eV7XMPAFd94Qr0Hffaga6uykgqgretXLMdu4dasGMAeO0JYyhFIdIshICTgukUOvhKibIcscCarSGu+F4rvvbTFmzaEapC4b1FKW0xA6Hy6oyoW0Bse7gwx2LbeS4d+uI0MjIpsiYvnDTyd+o0hCRqqhGq91M5FKqDldnHedj9iEeP8kUW3oXlpu26/yd/EXoXY+PsCQ1ZkebZpkEj9zl6wX2PDeo5DgncHQCSAVM6M5x+XB09PRlWrQswMEgs0oSw77MfaA++tvIZx/TKBK78wDCWzYswMsqA+GyQcMnHs+qqu4PSkv2yG/u04Hocf1QfeqZUHty1p3rzlm273/zIyo3YU61gojqMehQiyagT+s4syJ2iYarW0wKwbmuAy7/diht/W0Q1o0DcDNy0KbihrLXUvJurJqYjFRpPcn59vk0EGkDTxAl1jk2Df3kglht5dYRYEBiRSr6w6km+ykfxbAIruxkdHEaG052jvAinimDaaKdsqE8EN+ukFbc83XSl92o07QGgKce0zgzvPncCcQR89l9bsX4rgFgpK7oyyFxt+gjo802AgCKIEsRhBdt2xIjKfSiWjr2ZFpc9yNOB/T62+w3wpX3T8NjqZzde8LoVF699fCUr1wpvmNlDMDLSgwKtgQUpQpaCMHlWpCV3I5VKRYmA9c+G+Mx3WnHj70qogjQBN3Ue6qo2JlYCMsAklfE5i+j19TMgdWTB/AUAa709nOZkk4bsQmc/IvJv3g+QOxqh7dunOamjtAiYWRXQDOzEAT389QbYAGxFvprkgAOESmeSKnALTs3c9FxQgKsCYJP7oiuJ5OXHNc3ggKhyxCHH+WeOA1zgM9+p4OltoQwzm4tD5dwShXZCQShFzAiKEUFLoYL7HivjqHllzDhi7m3TO06/OJnYuikqzd3v47pfFEWP73zzGpz3+tcPHbVw1tEhBk/tLg+jvSWQLSa8wuFcUEc/YoFndob49LdksUINVDXnaeKE5C03LO+OqG3cE1AFdKoDPcJSEcdx9CiKq7JQ5zV16Aex15emIpQ00hKfs+smm3r/fVCU3IXS0Itlkm0UZJK7UW7OTuRojrmghUNL/ExQP4lMoClN8XwTQIcfiXEkVECMy6amR87L0D2F4+EnQwwNKW/apTuGmgRglKI1EOgucExtAdI6Q0dXH+YfeepNO3dsu2nazKUHZDj224Lr0Td7BqZ0z7hqbGhT33D/4NuBHVJSUrIVPNVEetuEZqgLgodXxvj2jWX8/Hcl1AlzULQvcNvOl1TRETMTgzphXrQSfvqrTeDJWe88hYEtdM1r3vpP47pJaEmO7zYbJqizt43aiCtLrXVxo5ELN10252wi90xgdHCbQ66tepMWcHDaUhDrXFKliWuLzlURsGQvHMofBaVAlmaImMDbz5oAOPCtG8p4ZHWMGg/sidHTQKh7FlPnMss4aNiOUuvMn/UtWHbV5s1bDxSuB15fNWPmLDz+6O+HOrrnvqenm9zdUs4QBqlt7eCG6YkM4U+A4Ie/KuPNn+jEz35XQp0onWwyvg0H8LDUxPTyJjb8zqif/tpo7XIWkUzy2gEjaQLuBhAbi2jZ9+Rz8ziI1/htgmwv3I7GBybb7iZbwQ++WV2c5IDr9zH0pg7XM7gJJ7Svkq+sju4kakHr5dRZb1tTZClBmEmQ3/qlQfzt60dRJqlK6vaTsjIhUBPAREpQTQNMpIW7F87vfc8tt/7HUG/vzEMPcAA47pVnY870ZHzhsnPrHe0FFOMqoqiugK6n70sQxBnGBcGPbi3j0m+3on84ROLMjePmcBuQw+HdTs9iCsu73VwTa7mdKCVxIpnUBXpjjrFHM5qA213vAtvDbd7jbALovY18eL5ho3r2LwrSxFLnwvbuheBYZ+5aaqicFehqfPhgF7kLAE72oc5I1JmHBuQMtg8LgxAMWUYRcIHu1hRXXjSCC984ijJNZcW+aQ2XQPAEYykwWBWIym3423eeV989Fo6/+U2vey5QPXCKokdLxwJA8AdE7a9OTPbcWIzCcYSBbKcWBAkClmH9jgC3/LGIK69txZ6RUFltB8DGOqtlOJbcDeHCJlIxBTYdpPF6eLs0xAOvQ01y1ttVu5pZcg9SOYu+T4zvL7pJ8/WiyTZPRSFaC1cJ05qiEE1XNMUwmyW94QRcy8/aWeSQ8+8Ima8NNxtRzd6mNXJKKYTgEJDPHATgVNIVQFIYZTSoriYi+k7A0dmS4V/eN4xCKHDbHSWs68//8ARBuYCzXn3cxCuOnvcAo8/JDgN4HiXgYdQGxsJPlbpe89U/b+yrbt45hkJcQxTXEUQp7l0V4oNXtONT32rH7rFIOpOmKY9fXtbIw10L7oCbqNYPRAZ08krJZLndNAfeZslU+nLyubPvSFr0Eh/wTUB/4EifLKhDPCstRRVbaGxBn6c4OWvuTIXidqr1e6w00pUGS47m2728cpWZaKZQEbJzFueBbNtcZ+goCVzxgWF847JBrFg8AdQTOcFlrYberl340AUt1fe94+SvBmH4qa6OfQd0JhsHpKLkx2cvv0JsZ8ffNV4vsuV9oye2lfpZBoEHVsW45Jvt+MODJWQkkHOguL0CjeOorXVeGlQWXQVXdEDHU02Ir56Yah0qPGXEVNNTh744KokplXICPq5iYq41HZ5X6oiZmpw6CoqjsNC8suK9xuQP58Jr9BHs9CHN1+e35WZ/a3Zx6wvRfC+n2NdRScznOdFfwF74eUdcP7sN8ExzIkgqEwYC83sTLOpNsXojQ/8gAQTHXy2bVb/kwmlXze5d/S+l4skpnsd4zhRFj3+7ZGcdpfYvPPbw/PrVPx+/PMBuetvdrbhnZVHq28x2mDI8wDsiOb4Nh4dDKybWs5ZbnVpKx5LbdnL5jEE0oSy55Crk97MnTtMeTzZxT24TGuGd6hyHEZPREjR+jquAmMQrkuPYrtUmYvJtDVq58D5LZxT62x0Lb6r1hbp7yLsAhWxRAaFBLSUWriLbru8gLyBu5vIMshSnLKvjix8ewv+5I0J7azvfkx1x+aU/Pu6almhH/fni83kDnJQ/gmtvuHmC0FNuntXb9dk/3XsL7n2iIIEdqImfSNDkjFoYWARYpxKwVrmhp4nDu62V83ueNNOY8xSmGd3weLZr5dDohDrv9jn4AVATVx1peojMdxQG3Lr7Kpz3Ckc+NLn5xC9E5o70QvT63AUjAzpcTn6sS9+ok5EInbei4OsoN1BKuHtkhPNFhfMDCTgYZRCCICIEJy6u4cGnQhy56HRx7JJ5N4+M9U8sWPzXzxeezx/gAHDWijmYdcTMtY88Hl70xHp8W5B7KaEUgsUAja31BhQZ1OmRwvH0cvdMYguddC6JDsdbC91M5/a5tw7b5yVAuPs2//f2ZHigznue+cUDJN7yzNvDA99quxYbxALZhOGJBT9cKw5d6K4imsYhlYefq3C7+RzN6w2ghb1o4LyGtOJMEOvMqs8mRAPc5Bg41yY1kqT+sRnNEDACmnKwIMCbzz6b764dc9HG4ePWMr7hYEDz4AC8d9YrcMPv1tanHnv6909Y8mTpn97T8pUf/nIIW/Z0gAUBQnXyEiHb40KFhm0CgwsRCxPDq5EDrvM639vEpyK6bUUjp6VNuCyc9UAj6PW6vQZxcvvvzzD4nkQ10auMPRDyn+vADoEN4jDiWHS4IXUbTjeWVzUL8gI9RIOdKIsvzxVhxKEsCtC6GkfdVtw8KvdwcOiWyAyZKl4GVPkjJdiwtYY/rVuM1q7O//628077PvBoRsgxBwOaBwfgAHD+WQswPvJMVnzT29ZnbNZIePvvWwtBhkooG6tzEIxlwCgIskyfJWFOljmdDq+VrqgjBaIxqJN3jJqHsHOURR35hn3U+vy+eS1crndvt2i6fKDDglkfH7Xe4eAeH1dv0pYUytIS+JY1T10sTyc2EUsFE2VUUsqI1MtpId77dUtCYSy5bvgv7HFwrloZQGJIkghJJqkJpRxZCrS3TcdZp547ksavWf/0lq3ZvFkHB9zA85AJm40oasEfHxW3nXzCqz548d+cN7B4RgvaggSdRYH2mKM1kJl/ptLDrepwh6EjaNC5XTqSb+TjO5d2unECNMiHOp+joYLeJRqaPflnLP9V9z72soPnfO1jez4IpOtfjeNp1jtRTVvX60iB8KKbtihZN9tvlA4BVQmkaIdZly9Z9L+hKU/UbbI5J6glIcbGCxgZK2B0LEQ17UFpyrsGentf/cF5M3fdVt5HCdqBjoNmwQEgiKcAAHbuGrru799yUtASZlfd/Is7usdGhwEA9UGC+ngKJFWAZfJ+CmrJpmchLci1WpJXTshk4HeAS5st5xzNZipLQyhe2HX6SzY4ls/DfHs0xeXk9qZm+Ti09VS7E0j1A1YVAbQa4nBnxWUosQ4nFZJCeKm1gFesbO8C0lrbdhTEz2y0hwa2e3CGgAmUaB0hAwZHKugfLCPjQFuljGlTT+9v6X7V/8iy5LqQ9B1MOEpMHvRPBDB1ShsGBod+cMF5J9Hx4Z1XPvDAg91xSDGzp47l2S5Ua+N46KkYO4ZiIAohW/j74po7jYib291MSWmgJ3SSSh2zn9W9/e3WehtKknu/e0GYQbwnPBekOxF589C3V1tIrOyksMvG0VP/VlMRwNISLom3dTjzsiF0LxVXXrS54kY+zINdSP7tFU0b30fmIsWFBP1DHA8+FWN0gqI6GqNaLaIQAR09x/R3znjVpUnKf1AotB8KKB4agANAZ0cbfn7jrd/v6W7Njls2+8u8tq1z0Zw6lvTVEMVD+NGvQ3z1+nb0j6oSNAcYxjKDWM0bOccRzrJnmXN8HL7lBpyMQfhgzlt1l2l7YX3k+bL77I8D6zPrDC0JOq8tgJVvB9j8bteKQ+/rVuRbh5OrrpfEqCaAbZbPjQLDrHSTy1a0So1l3MRzDggVCMMUu4YyfP36Vvzbr6aCsgqWzwzRNy3F8qW9Aykqn3zkoTt/uOLk55Znsj/joHLw/LjgrW9Epch/vHjhER9evnTaSHdbFVEQors9wN+/YQIrlqg5GXME04DSgNvv+N8MwHpds7l29IfqaGTzSCHx/renlRNfz/W+K9m/dfscYj/XqS/pW/ycNQZyfBs2S7BpaF13qvU5vEm+gvMZLjf3QvVqP8cEhAHH/X8J8YPbKugfKGMiibF1d4ZCa89IqbXnw5u3jv/4UIIbOIQWXI9ZPXWeZC0/K4adaTno+lGMzYU0oajEQGsxc+5t8swRAkfzzisaYhLKoQErGjh3U3mQNN/mB3YMlvwAkPM9nxOQD3C4HNzl3qojindHkYZZ0RO1HYAqO1MVs270Uvc60XQEurSNQhAu91WNPI1So6kJBFwnE85FYM4oERidoBiqMiACxieqmLl0TrV9yvT/Rlnpxu2DVb6/x+G5jkNqwQFg6XHvwNzpm7IZ01tvbKlMezctLK5ykSETsnupvfdL06or5amb2opGUHvh+gbq0gzQZFIwN6+yyZGLHB9/IYehAspSeslYsFYcgE3IUhbYjZS6Vt1Pg9X7O/vxnHV2IpVew08oBYbbZp4W9DDtMEjCceKy2dXZs6a+u9TRfePDz4xlF7//HYf82B1ygANA26yLkNR2ZW29x980xhe/99nh5egfzMD0RC0qR5xRICZ2FoCGXBPsh1rirLeV8X6dpXvRUOpo3MZKN59Y6sU0vIinAbXTh9ADs3UaNWXJT/ntZQ1yYqkPfJpjMhg18Tc5KRSZnrHNBHMo0hRor0zgTWdPGz9++fQLX9F70k07dw5kX/nUu16Q43TIKYoenbMvwvbdVVGYdvozWeGRtXR4Z0dbW/8UhABIiIBSFKgzxYULZOSB6RcNN52GxMn2m4yWUGWliZsCQ/wGm3mL3Sxl5IUeWvuWfRGFt04Prhx0wKcoHELldDu5Kdz+/kbd3FFNTCBeW3M/bVd3xgIEApahVgMGhgMsXbRg6JVH93xg98abf76zjeBLl/3dC3asXjCAAwChMQjDn+b0HrsQ4ssXnn9e/Zp7ntjW9eQWjo5QTR6qLVJOtQBEUwvsWWzkZETqg9p3MHNpqwC8krMcP9FN2A8U3JINH+RLQlgVRb8231nHFKD0bZ3b1wTk9rzYaKbpXa/bTChLLXSylxXaHWVHXwwy5yjLGCgyTGQzUOpYsbunp/tjj68PfrJ07hn4p4v+7uAei32Mw2aM1m3ajTgK3vOTX9z3hZ/cdEf36NAwQBlqqZxIVM9jzohASNVMaVS2LDTzXTrtzWzDHzit0UgTsMt1cCw54IA7z+PlRnk3MRdIYwMemyNOTB65rdB3Ku3VNtY0/9xd5/gY1KVcwt51zPd0p4/x73KAigtAf75ueKS7D9h2b5TZtm9yggMZrAkol9uYWqayhbad1EBNLZIypFmANBUolsqY3ndmf0v3GZcAybWE9BwWnL2gFtwd83u7MDwyfu0H3nEamdZKrrzxltu7128ZwgSPUE2ltQkBA8YG4E1itV3g5cHt8m2/nQKxdwvnGe5zkzEZXRFCgJC9vLHJmDRxax93DZeaEM+46ruOnj8TEFyAaidGTyNIibHa4OouKWAmsiKmY4JWUOxBcec7ZYSAZwxj4wTVdBq6es/sL3acdmmWimuDsOsQo2nycdgADgCV1hLGRse+/6ZzVqSVUvCVa6//Y8eG7bswOpxhtB6gyGRzTX3WjNMJh6ZQ12opK0VJQ/8Tz9F0LK8HajVcDt5s6MQmLcgBlqc2AHUvpL0Zt/eUIOzHdWYyCzUdcgJAWg0S2qLrH6puj9weT0nnKQTnDSF+G/l08l8h24MwliEKUozXOAZHQ0TFHnR0nzPYMf34T6QZflQolA8nxA4vwAGg3FJGrZ5cd/JJxw+s27R13gcWTPnidTfdHv7k9umoVWIU1X6ucpIPn7sqCiUS3LoZlgtuTSFcEAHNradnxdWyce6amm27D3Fe78/Ip+Tm0l9y/6Txcy0Xt613jDtofAeVQ0JVfhtk+J7o6KMGO5GWm5rIJVEdsNxl+SUIEWA0Q6U8hlvvBVB4XXLCkuIn58w7dj1hhV8GQXToAbSPcdgBDgBxFHIhHrnt4xedHW3b9uj4Uxv4t267fzWppikVAbPz7MB3MjXQm3FVt67S1mD6ere2woAFxGRDW0UXXK5v5+842Qc02d8Z+Ysqnz7gmfT8ZzvDRE+UumFpmQA1sQf/beYOqOaflD4pMR6/a821tAgAAU1AWMSPP+Y0sX730g/dtfHUHz66/en6hW+cf9Bx8lzGiwLgAEDIMfj9fY/V21v7rmtpxx2vPolcsGHLns/tfHYHwoiAUYK9daXyioG19fZ6fBPbms0FigcOzTHzQLeJIVaiQwPYFRTMBq2gNJSjkcZF91lr/7lvNklUNfcdNAfP/QTJrVVUktoiCCP6EYBwOW88MRZbKyTuVIayAWeSSkeYtR0BEk/59NKFC3++JOzeDPFQvdD6ysMLpuaH+sUzPnLlTzFaamWdo4Of3rl956dWr93ERscTUEoQMKmkMAoETCBgquk9AwJGzMQQASOOomJVDOtcOgJkQ8szZc/dfO0ctcmrKbq5vVVUXNWEqO+g98v7B7YDAHFbO7vKiquKOM6nez3qqKKrY7snWhsIe1y4VJ+YQMCkmhIwmUPCmEDIOIJAKiZymkiprgiRAaSI1vberLWt6/M986uX1/qDrDD1g4cbOg3jebWNOFTj/ttvwNvPe6u4/OPvuONXt/x7zCheuXnHUFCr1UEEN+AxszRQIFDWmjEJ6IC564lZTynx5EMDVPW/3dC2+1qv8yp5iJuTQuA34dTP+2gb4UqAeYrlgNtGZa2zrf6r5ey5BCtuEqhUApa+P+hoJCHeHce7G1KtkFjpUAgBRikKpXZUpp5emzn/rVd39Jz2z+9994Wis/e/Hm7YNB0vSguux8DgMNI0A6Xkygcfe/rE7/34F3RkrHrilm0DQaXEEAdyhoyQAWFAEKjXTFlvZsDtTzNCHDRri5dxAc6FbJcnbJQvz7MpVQ6bAZ+vb1P1P806KsFt/78zhYkCtel8q7tEE+FQK7/fopytTv0GAZ86CNnuT9Y/yuCN5sryPcL7X4wJab2pUHdAab3DQCAMMmc5RRROIIy6U8JK985e9EZeaF14L4S4lFCGuFDZvxN6GMaLGuDu+NJ3b0UhDlr7B8a+t3LVM28b6d9Kx8cnEIUMcUhQCIEwAILAzokTKHAH2nozNW+OcbKEBXYmkGZCAUMY4KsdPR2e5pxVl45YCqLvFMTxBRoBbuiJ26yIOo2KqPCsqitt6u+m80UyDmQZkGYEaWZBrus4TYMkpgDt0JNABXmCQCAOBeIoQxxmICRFGBUwvaedlyp91xPW/g8Q9ZHp8y443JDYr/GSATgA3LdyA4rFwpTNm7defN89Dx21efueNz/+5Hp0VRhaSwxRQGQbAu1gMklRArU+YNSADkRWsWSZQJpyJKlAknIH5Frvdg4WcfNabB9xf3Iql2vvA+Buj3KzzrfeJgKba2qkQe5mAqYZQZoCSUpQTwmSVAJeT1Cs/1fAoO52CtjMXlQBE4gjjlJcR0txHB1T5kHQKTfP7lv+RHtnz9eSpLYrKi863FDY7/GSArgej6/ehPa2ltn3/3n1V1c+vvrNq556EjwZQakQgqpGjcaKM4IwIAhDJmkMo8ZJEwJIUoF6PUO1nqGWSKBnmaYq/oGyYXRilz3rDTAim1AyZsG9t1nWvBnemA6dW7Bri04ML3Y4uKEpBBknyFKCegpU6wQTdYJ6Xf4+3XyTEnnRR4GsFJT0w4IbAITgCFmCnu4i5i9YgCk9C25u7Vz8j2kyurHYMvdwn/oDHi9JgAPAlq27EEbh/L889fSyen384meeXnvaurVrsHPXECgLlFpAEAUUcUQRRZLKRIF0RIkKeNQSYKzKMTqWYLzGUU8EslSAC6flmAqUWKcPDaoIM9baB7NrudkkAPeXG6cM9GmLsCqKziQUsgwtzQhqCcXYBMHwGMF4laOecHCuP4MiDCiikKAQA3EkEAXSagNAkqSgYQV9ffOxaFHfna0tha91ds9dybN0XVjoPtyn/DmNF40OfqDjiBlTAGCdEGIdgCfuCvn05Ucf+d1HV66a/8ijK9lEtQ5BKaJA8vA4IihEQCGSVkuf1Fpd9mkZ4kC9rgDuWm/DvVV4nkBFAFWehlt97jh+euTqE7yRl8b11CL5ogyaoyzMFFXb6amEkNYZhKNWZ6gnHMOjCWqJDPsElCAMpc8BUASMIo5k8x2ZNRhi4eJl2dSehevSNHnf3AUnbgOw5kBzal5s4yULcD3UCVizZ8/gmizLzqEsmnn8ccfecMsv/1DZsX1rOc2qCAOCYiRQKgCFmKMYSZ4ZhVLnrafAk08D1bpQZVkwVtvM10MACCG7P+uuT1x/B0dLd/NYDer39v3tc746yXbKlZKdVj60hEe0yuJ8XjEmiMMMa7dwPL2NI2TSSschQRxyZBGFEAxhIC/SttYiZszoGZuz4NThepKd3zVl1rOU0o0vdWDr8ZIHuB7t7R0QQmzs7OzavGdodOnrXsNPAPj/embD+nTP7mc6STbQGocpClGKcjFDpZyiUq6iXBrBys0h1uzoREsAxUm1Fu2qGTJXwEu9pm61OTGlYlK6myxppXG4u/l5NTpjz5H1qDAgN7MZ6wtAyXxxVMU9q1Os2tGC1jhEZ1GgHGcoFaSyAsowvadrZNkxCwbmz+8LAkbeO2Xa7PuiuHVICMG1H/NyGC+PyzQ3Nm3eiiAI6J49w4X3XvTPteuv+/zHNz/90N/s2rkhCcjIkS2FsUJn6w4MjY/gm7eGuP3RLlBeQiXiKIbS4oXM5pm7QaWQERM1ZbRRc9fqDWNSpqRGh290Mm1gSiobUpNWlltFaRm1Ml7AhIosWnAzNS13wDKEIUcxSlCM6xBkFL97DPjaTd0YHy5i8cwiutvD6pSO8qrFi/rCM1614rpfXv/5L73zPZ+Ki6VKlWcpb+uYfrhP3UEfL0uAu2Pnjk2gLCAbVt+DQiFgxWLpW8VwaGFSfeSUL/9kG/v57S3o66YYqk9gx54A7VGAciQQMaFkNGtNAxVQChmU9AgLbpYPLCnJ0pMn/cxGCWrY9AMH1MyR72wAhiMKhSo2UKF1yhEEGaKAo1ioIwxGsaWfgaADC3v34NePxvjFQ8dkJx81/+4jpsRrRkfHLhIizV579ilIklT0zZ19uE/RIR0vG4oy2Zg6rRewzCIVYuc/AIWOZ3cee8We9LfR4tk7sr9+deFYEY4cd831e9C/o460AJRjhmIkyXjGJSjjUFKBgCnXzinuFRx+g0xoKu9Pg2Jbo/l0Jz9fpV52i60DJhCHGeIoAyFAmgGMpYjDBIzWEdI6EhHiwQ0LEZPOP8+Ytu3h88/oYGee9Zb6BJ95GcPE4MLetsN9Sl7Q8bIHeH4QMhUABgF8AAB2bvoDGCWnbd01/Jpdtfr5w0O1RUOjE/jTn9chDuoo0Cp2j9Wwe4xgakuIOKQGrICboKXzQJSDaHKmbfgeUFFS1cFVtxs2OSm5xCrdtEh/NiVAHNXQWhrCwFCM8VoF3Z0RKq0EhcoxoKwMEkSrFy3oumFotO3/PrCZ3/nuFacDuOxwH/bDNl72FGV/x/adgyDAObV6Mm/9swP8k1ffyE9Y0DF3xdFTLunfvR5/eZZizaoB0PoAKmWKOCJyijxIhSJgepZjIGAUYUAQhRRRSFGIGQqRjCqOjGfIMiCOKAqxlC510EXKf/IRMoFCJCXLiWqGOORoa0kw+4gC0qgVj68tYl7vQkytbPlCa7xhQ0fveygJeiih4XoAvykUOw/3IX1RjP/vLPhko2dqBwD8Rr/e1d8PFsTtY8Pb7h0ezDBtg0hWHLXso8WQnx2HMuL377fdB5JMoKWFIWREhvuTBNVagjSV/UUgGAqRQHuZg6OKNZsFRMYwtTNEGKg2C7LEBlEYIggi1BICwgQqlSqmdRPw+EyEYYBSzFEuZr9dv2PwK0NpMeycuhy9c15750S1tqfUdvjqHl/M4z8BPsmY0t0NAHsA3AoAz2zaBkKwKsuyaYyC1+oJ/vevV4JmCQpxgIBRTFQnklNOfuVnRoZHz8uyJJFRQ4rWcoDpXSkEG8fOlCDgMaZ3MrSWKaJQcutCHISFYssvNq5/5DOUFkJCBeIowdQpBHH3EjAWIWSglNIdx3Zjw+mnvPwUj0Mx/pOiHMRxx51/AiFk2pYt29uSpC7CgCIICFpKAXo6EnA2jnueZAhFjGntFC0liiAAAspRKMSktX3aEITYseToFYf7p7xsxv8DVo2lrck6ngQAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMjE6NTU6MzkrMDA6MDDzcR2HAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDIxOjU1OjM5KzAwOjAwgiylOwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 63861943
    {'hecke_orbit_code': 85568392953600701, 'n': 1, 'trace_an': 36}
  • id: 63861944
    {'hecke_orbit_code': 85568392953600701, 'n': 2, 'trace_an': -6}
  • id: 63861945
    {'hecke_orbit_code': 85568392953600701, 'n': 3, 'trace_an': -6}
  • id: 63861946
    {'hecke_orbit_code': 85568392953600701, 'n': 4, 'trace_an': 30}
  • id: 63861947
    {'hecke_orbit_code': 85568392953600701, 'n': 5, 'trace_an': 36}
  • id: 63861948
    {'hecke_orbit_code': 85568392953600701, 'n': 6, 'trace_an': -12}
  • id: 63861949
    {'hecke_orbit_code': 85568392953600701, 'n': 7, 'trace_an': -12}
  • id: 63861950
    {'hecke_orbit_code': 85568392953600701, 'n': 8, 'trace_an': -18}
  • id: 63861951
    {'hecke_orbit_code': 85568392953600701, 'n': 9, 'trace_an': 30}
  • id: 63861952
    {'hecke_orbit_code': 85568392953600701, 'n': 10, 'trace_an': -6}
  • id: 63861953
    {'hecke_orbit_code': 85568392953600701, 'n': 11, 'trace_an': 0}
  • id: 63861954
    {'hecke_orbit_code': 85568392953600701, 'n': 12, 'trace_an': -12}
  • id: 63861955
    {'hecke_orbit_code': 85568392953600701, 'n': 13, 'trace_an': -24}
  • id: 63861956
    {'hecke_orbit_code': 85568392953600701, 'n': 14, 'trace_an': 24}
  • id: 63861957
    {'hecke_orbit_code': 85568392953600701, 'n': 15, 'trace_an': -6}
  • id: 63861958
    {'hecke_orbit_code': 85568392953600701, 'n': 16, 'trace_an': 18}
  • id: 63861959
    {'hecke_orbit_code': 85568392953600701, 'n': 17, 'trace_an': -12}
  • id: 63861960
    {'hecke_orbit_code': 85568392953600701, 'n': 18, 'trace_an': -30}
  • id: 63861961
    {'hecke_orbit_code': 85568392953600701, 'n': 19, 'trace_an': -36}
  • id: 63861962
    {'hecke_orbit_code': 85568392953600701, 'n': 20, 'trace_an': 30}
  • id: 63861963
    {'hecke_orbit_code': 85568392953600701, 'n': 21, 'trace_an': 0}
  • id: 63861964
    {'hecke_orbit_code': 85568392953600701, 'n': 22, 'trace_an': -36}
  • id: 63861965
    {'hecke_orbit_code': 85568392953600701, 'n': 23, 'trace_an': -24}
  • id: 63861966
    {'hecke_orbit_code': 85568392953600701, 'n': 24, 'trace_an': -36}
  • id: 63861967
    {'hecke_orbit_code': 85568392953600701, 'n': 25, 'trace_an': 36}
  • id: 63861968
    {'hecke_orbit_code': 85568392953600701, 'n': 26, 'trace_an': 0}
  • id: 63861969
    {'hecke_orbit_code': 85568392953600701, 'n': 27, 'trace_an': -24}
  • id: 63861970
    {'hecke_orbit_code': 85568392953600701, 'n': 28, 'trace_an': -24}
  • id: 63861971
    {'hecke_orbit_code': 85568392953600701, 'n': 29, 'trace_an': -12}
  • id: 63861972
    {'hecke_orbit_code': 85568392953600701, 'n': 30, 'trace_an': -12}
  • id: 63861973
    {'hecke_orbit_code': 85568392953600701, 'n': 31, 'trace_an': -48}
  • id: 63861974
    {'hecke_orbit_code': 85568392953600701, 'n': 32, 'trace_an': -42}
  • id: 63861975
    {'hecke_orbit_code': 85568392953600701, 'n': 33, 'trace_an': -6}
  • id: 63861976
    {'hecke_orbit_code': 85568392953600701, 'n': 34, 'trace_an': 0}
  • id: 63861977
    {'hecke_orbit_code': 85568392953600701, 'n': 35, 'trace_an': -12}
  • id: 63861978
    {'hecke_orbit_code': 85568392953600701, 'n': 36, 'trace_an': 6}
  • id: 63861979
    {'hecke_orbit_code': 85568392953600701, 'n': 37, 'trace_an': 0}
  • id: 63861980
    {'hecke_orbit_code': 85568392953600701, 'n': 38, 'trace_an': -24}
  • id: 63861981
    {'hecke_orbit_code': 85568392953600701, 'n': 39, 'trace_an': 12}
  • id: 63861982
    {'hecke_orbit_code': 85568392953600701, 'n': 40, 'trace_an': -18}
  • id: 63861983
    {'hecke_orbit_code': 85568392953600701, 'n': 41, 'trace_an': 0}
  • id: 63861984
    {'hecke_orbit_code': 85568392953600701, 'n': 42, 'trace_an': -66}
  • id: 63861985
    {'hecke_orbit_code': 85568392953600701, 'n': 43, 'trace_an': -108}
  • id: 63861986
    {'hecke_orbit_code': 85568392953600701, 'n': 44, 'trace_an': -18}
  • id: 63861987
    {'hecke_orbit_code': 85568392953600701, 'n': 45, 'trace_an': 30}
  • id: 63861988
    {'hecke_orbit_code': 85568392953600701, 'n': 46, 'trace_an': 18}
  • id: 63861989
    {'hecke_orbit_code': 85568392953600701, 'n': 47, 'trace_an': -66}
  • id: 63861990
    {'hecke_orbit_code': 85568392953600701, 'n': 48, 'trace_an': -24}
  • id: 63861991
    {'hecke_orbit_code': 85568392953600701, 'n': 49, 'trace_an': 42}
  • id: 63861992
    {'hecke_orbit_code': 85568392953600701, 'n': 50, 'trace_an': -6}
  • id: 63861993
    {'hecke_orbit_code': 85568392953600701, 'n': 51, 'trace_an': -72}
  • id: 63861994
    {'hecke_orbit_code': 85568392953600701, 'n': 52, 'trace_an': 18}
  • id: 63861995
    {'hecke_orbit_code': 85568392953600701, 'n': 53, 'trace_an': -24}
  • id: 63861996
    {'hecke_orbit_code': 85568392953600701, 'n': 54, 'trace_an': 12}
  • id: 63861997
    {'hecke_orbit_code': 85568392953600701, 'n': 55, 'trace_an': 0}
  • id: 63861998
    {'hecke_orbit_code': 85568392953600701, 'n': 56, 'trace_an': 36}
  • id: 63861999
    {'hecke_orbit_code': 85568392953600701, 'n': 57, 'trace_an': -72}
  • id: 63862000
    {'hecke_orbit_code': 85568392953600701, 'n': 58, 'trace_an': -18}
  • id: 63862001
    {'hecke_orbit_code': 85568392953600701, 'n': 59, 'trace_an': -36}
  • id: 63862002
    {'hecke_orbit_code': 85568392953600701, 'n': 60, 'trace_an': -12}
  • id: 63862003
    {'hecke_orbit_code': 85568392953600701, 'n': 61, 'trace_an': -48}
  • id: 63862004
    {'hecke_orbit_code': 85568392953600701, 'n': 62, 'trace_an': -42}
  • id: 63862005
    {'hecke_orbit_code': 85568392953600701, 'n': 63, 'trace_an': -48}
  • id: 63862006
    {'hecke_orbit_code': 85568392953600701, 'n': 64, 'trace_an': 0}
  • id: 63862007
    {'hecke_orbit_code': 85568392953600701, 'n': 65, 'trace_an': -24}
  • id: 63862008
    {'hecke_orbit_code': 85568392953600701, 'n': 66, 'trace_an': 84}
  • id: 63862009
    {'hecke_orbit_code': 85568392953600701, 'n': 67, 'trace_an': 36}
  • id: 63862010
    {'hecke_orbit_code': 85568392953600701, 'n': 68, 'trace_an': -36}
  • id: 63862011
    {'hecke_orbit_code': 85568392953600701, 'n': 69, 'trace_an': -60}
  • id: 63862012
    {'hecke_orbit_code': 85568392953600701, 'n': 70, 'trace_an': 24}
  • id: 63862013
    {'hecke_orbit_code': 85568392953600701, 'n': 71, 'trace_an': -12}
  • id: 63862014
    {'hecke_orbit_code': 85568392953600701, 'n': 72, 'trace_an': -90}
  • id: 63862015
    {'hecke_orbit_code': 85568392953600701, 'n': 73, 'trace_an': -12}
  • id: 63862016
    {'hecke_orbit_code': 85568392953600701, 'n': 74, 'trace_an': 0}
  • id: 63862017
    {'hecke_orbit_code': 85568392953600701, 'n': 75, 'trace_an': -6}
  • id: 63862018
    {'hecke_orbit_code': 85568392953600701, 'n': 76, 'trace_an': 48}
  • id: 63862019
    {'hecke_orbit_code': 85568392953600701, 'n': 77, 'trace_an': -66}
  • id: 63862020
    {'hecke_orbit_code': 85568392953600701, 'n': 78, 'trace_an': 6}
  • id: 63862021
    {'hecke_orbit_code': 85568392953600701, 'n': 79, 'trace_an': -72}
  • id: 63862022
    {'hecke_orbit_code': 85568392953600701, 'n': 80, 'trace_an': 18}
  • id: 63862023
    {'hecke_orbit_code': 85568392953600701, 'n': 81, 'trace_an': 24}
  • id: 63862024
    {'hecke_orbit_code': 85568392953600701, 'n': 82, 'trace_an': -96}
  • id: 63862025
    {'hecke_orbit_code': 85568392953600701, 'n': 83, 'trace_an': -72}
  • id: 63862026
    {'hecke_orbit_code': 85568392953600701, 'n': 84, 'trace_an': -12}
  • id: 63862027
    {'hecke_orbit_code': 85568392953600701, 'n': 85, 'trace_an': -12}
  • id: 63862028
    {'hecke_orbit_code': 85568392953600701, 'n': 86, 'trace_an': 36}
  • id: 63862029
    {'hecke_orbit_code': 85568392953600701, 'n': 87, 'trace_an': -48}
  • id: 63862030
    {'hecke_orbit_code': 85568392953600701, 'n': 88, 'trace_an': -84}
  • id: 63862031
    {'hecke_orbit_code': 85568392953600701, 'n': 89, 'trace_an': 0}
  • id: 63862032
    {'hecke_orbit_code': 85568392953600701, 'n': 90, 'trace_an': -30}
  • id: 63862033
    {'hecke_orbit_code': 85568392953600701, 'n': 91, 'trace_an': -96}
  • id: 63862034
    {'hecke_orbit_code': 85568392953600701, 'n': 92, 'trace_an': -60}
  • id: 63862035
    {'hecke_orbit_code': 85568392953600701, 'n': 93, 'trace_an': 60}
  • id: 63862036
    {'hecke_orbit_code': 85568392953600701, 'n': 94, 'trace_an': -12}
  • id: 63862037
    {'hecke_orbit_code': 85568392953600701, 'n': 95, 'trace_an': -36}
  • id: 63862038
    {'hecke_orbit_code': 85568392953600701, 'n': 96, 'trace_an': 24}
  • id: 63862039
    {'hecke_orbit_code': 85568392953600701, 'n': 97, 'trace_an': 0}
  • id: 63862040
    {'hecke_orbit_code': 85568392953600701, 'n': 98, 'trace_an': -72}
  • id: 63862041
    {'hecke_orbit_code': 85568392953600701, 'n': 99, 'trace_an': 24}
  • id: 63862042
    {'hecke_orbit_code': 85568392953600701, 'n': 100, 'trace_an': 30}