Newform data - 256.8.a.b

Formats: - HTML - YAML - JSON - 2026-03-04T23:12:36.270838

• 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': 16384, 'analytic_conductor': 79.97056652393518, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [256, 1, [255, 5], [1, 1]], 'cm_discs': [-4], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [0, 1]], [5, [556, 1]], [7, [0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588480, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, -4]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': False, 'label': '256.8.a.b', 'level': 256, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '128.8.b.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-556q^{5}-3^{7}q^{9}+13108q^{13}+40094q^{17}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.1.d1', 'self_twist_discs': [-4], 'self_twist_type': 1, 'space_label': '256.8.a', 'trace_display': [0, 0, -556, 0], 'trace_hash': 1643088813465118933, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.069', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.208', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.238', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [1, 0, 0, 0, -556, 0, 0, 0, -2187, 0, 0, 0, 13108, 0, 0, 0, 40094, 0, 0, 0, 0, 0, 0, 0, 231011, 0, 0, 0, -120844, 0, 0, 0, 0, 0, 0, 0, -248316, 0, 0, 0, -9530, 0, 0, 0, 1215972, 0, 0, 0, -823543, 0, 0, 0, -2015212, 0, 0, 0, 0, 0, 0, 0, -532572, 0, 0, 0, -7288048, 0, 0, 0, 0, 0, 0, 0, 3917418, 0, 0, 0, 0, 0, 0, 0, 4782969, 0, 0, 0, -22292264, 0, 0, 0, 9246170, 0, 0, 0, 0, 0, 0, 0, 17567406, 0, 0, 0, 15869860, 0, 0, 0, 0, 0, 0, 0, -12232060, 0, 0, 0, -29124718, 0, 0, 0, -28667196, 0, 0, 0, -19487171, 0, 0, 0, -85004616, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -46031194, 0, 0, 0, 0, 0, 0, 0, 67189264, 0, 0, 0, -34200860, 0, 0, 0, -87685578, 0, 0, 0, -33603036, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 109071147, 0, 0, 0, -119383372, 0, 0, 0, 0, 0, 0, 0, 64668260, 0, 0, 0, 138063696, 0, 0, 0, 0, 0, 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0, 1809738927168, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1168728238594, 0, 0, 0, -1385938510380, 0, 0, 0, 4058264027466, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1076287921284, 0, 0, 0, 1363683339818, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2693886350816, 0, 0, 0, 0, 0, 0, 0, -1445389951798, 0, 0, 0, 1393528135124, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1012090665852, 0, 0, 0, 0, 0, 0, 0, 5075411160, 0, 0, 0, 0, 0, 0, 0, 1379528888024, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1244132069110, 0, 0, 0, 3666112228460, 0, 0, 0, 1387452198690, 0, 0, 0, -1371249280840, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 21372459856, 0, 0, 0, 940301395700, 0, 0, 0, 0, 0, 0, 0, 1673344125844, 0, 0, 0, -2469944162672, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1117344167480, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1221839228702, 0, 0, 0, 1659613736116, 0, 0, 0, -2618254886481, 0, 0, 0, -1325791753352, 0, 0, 0, -1719044276674, 0, 0, 0, 0, 0, 0, 0, 1565338568406, 0, 0, 0, 101243657300, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1166292930458, 0, 0, 0, 1376647242084, 0, 0, 0, 0, 0, 0, 0, 1893082948532, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1152519761246, 0, 0, 0, 0, 0, 0, 0, 69455097440, 0, 0, 0, -1347280125384, 0, 0, 0, 0, 0, 0, 0, 1892542868564, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2002896876354, 0, 0, 0, 156034245092, 0, 0, 0, 0, 0, 0, 0, -972757568088, 0, 0, 0, 125537538640, 0, 0, 0, 0, 0, 0, 0, -816574244298, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2825740412660, 0, 0, 0, 1320320780230, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2030588118068, 0, 0, 0, -647592639984, 0, 0, 0, -1963212009420, 0, 0, 0, -1763874937202, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1819495713674, 0, 0, 0, 0, 0, 0, 0, 4374276915344, 0, 0, 0, -1516712548300, 0, 0, 0, 0, 0, 0, 0, 2207954743316, 0, 0, 0, 2115373237502, 0, 0, 0, 0, 0, 0, 0, 2886368265107, 0, 0, 0, -2122915610664, 0, 0, 0, 1149175163214, 0, 0, 0, 0, 0, 0, 0, -6728130229898, 0, 0, 0, 0, 0, 0, 0, 33147694898, 0, 0, 0, 2410625000404, 0, 0, 0, 0, 0, 0, 0, 3806473096504, 0, 0, 0, 0, 0, 0, 0, -125484015132, 0, 0, 0, 1318329959754, 0, 0, 0, -2068248366700, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4373098567818, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1474646292904, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2394058444126, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2562454688060, 0, 0, 0, 0, 0, 0, 0, -2658576510684, 0, 0, 0, 0, 0, 0, 0, -6622437615156, 0, 0, 0, -1917777361840, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4786556916968, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -34058280922, 0, 0, 0, 1967381903444, 0, 0, 0, 0, 0, 0, 0, -3940442733208, 0, 0, 0, 2485239443866, 0, 0, 0, 0, 0, 0, 0, -3812981453552, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 438595942596, 0, 0, 0, -37332993540, 0, 0, 0, -1187687730204, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1], [0], [0], [0], [-556], [0], [0], [0], [-2187], [0], [0], [0], [13108], [0], [0], [0], [40094], [0], [0], [0], [0], [0], [0], [0], [231011], [0], [0], [0], [-120844], [0], [0], [0], [0], [0], [0], [0], [-248316], [0], [0], [0], [-9530], [0], [0], [0], [1215972], [0], [0], [0], [-823543], [0], [0], [0], [-2015212], [0], [0], [0], [0], [0], [0], [0], [-532572], [0], [0], [0], [-7288048], [0], [0], [0], [0], [0], [0], [0], [3917418], [0], [0], [0], [0], [0], [0], [0], [4782969], [0], [0], [0], [-22292264], [0], [0], [0], [9246170], [0], [0], [0], [0], [0], [0], [0], [17567406], [0], [0], [0]], 'ap': [[0], [0], [-556], [0], [0], [13108], [40094], [0], [0], [-120844], [0], [-248316], [-9530], [0], [0], [-2015212], [0], [-532572], [0], [0], [3917418], [0], [0], [9246170], [17567406], [15869860], [0], [0], [-12232060], [-29124718], [0], [0], [-46031194], [0], [-34200860], [0], [-33603036], [0], [0], [-119383372], [0], [64668260], [0], [105243278], [-188430284], [0], [0], [0], [0], [-290889644], [-290324918], [0], [-108961410], [0], [-230304254], [0], [633716740], [0], [462775796], [-634408870], [0], [-629468332], [0], [0], [-525457322], [57377236], [0], [605043954], [0], [-508393836], [-1649633182], [0], [0], [-1713754188], [0], [0], [1273410340], [2098740324], [884816798], [-2389678026], [0], [-2619877708], [0], [1345964222], [0], [0], [-2711110514], [-1022414106], [1039846660], [0], [0], [0], [0], [0], [0], [0], [-38439676], [2384517542], [0], [-225786940], [0], [-7867404524], [0], [-6846174634], [0], [-2652241534], [0], [7087127218], [0], [-10549612070], [0], [6302809332], [-2167787254], [0], [0], [-5923097650], [0], [0], [11790194372], [0], [14805122628], [-15418194578], [15565832516], [0], [0], [4351438052], [9487569124], [0], [0], [-10551146252], [0], [0], [0], [-16478135804], [19986080278], [25220563150], [2747228132], [0], [-26949265564], [28456825030], [0], [-13272634508], [0], [0], [-20079798460], [0], [36179264052], [-21151648394], [0], [0], [39545174244], [-26984994350], [0], [0], [0], [0], [0], [14341488494], [-50348175734], [-37277794940], [0], [5276527958], [0], [0], [36318515806], [0], [0], [60899966724], [19352534910], [-53472553948], [0], [52825165620], [0], [43125794538], [0], [-66121131430], [0], [-63620245340], [0], [76788369780], [0], [0], [-35498450732], [-80962645846], [0], [-85666813276], [4051769956], [0], [-23883331194], [0], [-9776304318], [0], [0], [59051617588], [0], [-50003581238], [71950989650], [-123984164348], [123409906754], [0], [-50632733644], [0], [-31726429996], [10077184290], [0], [-86417897036], [0], [0], [335536810], [0], [30357434014], [95904062852], [0], [0], [0], [137848067270], [0], [-120061308578], [0], [-70792648972], [-190456444012], [0], [-194262924850], [0], [0], [29432983380], [17854635418], [0], [0], [0], [-199191008092], [0], [0], [247567522090], [0], [0], [199311316446], [-74924937212], [0], [0], [0], [0], [0], [53378378964], [-277312237262], [0], [0], [0], [0], [0], [-242261210956], [-57164867198], [0], [167209925226], [226443976228], [0], [-337051456540], [0], [349682539076], [94418651414], [0], [0], [331548334916], [11122490772], [-312885893906], [0], [-292154386876], [403052452858], [0], [424958988868], [-272350695180], [0], [-442667003238], [0], [432661835346], [0], [0], [327085035396], [239828344490], [0], [0], [0], [0], [-435646543980], [0], [0], [-120175831842], [426008881396], [0], [-189032113054], [581887087652], [0], [-171116963782], [0], [-321283946172], [-653420556860], [0], [535490415748], [0], [0], [-231861402778], [162968822644], [0], [0], [0], [727822033326], [0], [-230211808844], [0], [-706291128732], [0], [480568557316], [821696429038], [0], [0], [277289515530], [0], [0], [543820480962], [-435701801294], [0], [-901754085514], [-659622577132], [0], [163721313542], [-699742811010], [0], [0], [0], [-299088376492], [885421116692], [76452668564], [0], [0], [0], [0], [-1111097798220], [-426362501918], [-829239379830], [0], [-1078364028252], [-330154971626], [-1176770276060], [0], [-206025656188], [0], [737115921268], [0], [0], [924767041796], [0], [32062323174], [1021019247988], [0], [-1087277111004], [369266995738], [0], [0], [-1168728238594], [0], [1076287921284], [1363683339818], [0], [0], [0], [-1445389951798], [1393528135124], [0], [1244132069110], [0], [0], [0], [940301395700], [0], [1673344125844], [0], [0], [-1221839228702], [-1719044276674], [1565338568406], [101243657300], [-1166292930458], [0], [-1152519761246], [0], [0], [0], [1892542868564], [0], [0], [2002896876354], [156034245092], [0], [0], [0], [-816574244298], [0], [1320320780230], [0], [2030588118068], [-1963212009420], [-1763874937202], [0], [-1819495713674], [-1516712548300], [0], [2207954743316], [2115373237502], [0], [0], [33147694898], [2410625000404], [0], [0], [1318329959754], [-2068248366700], [0], [0], [2394058444126], [0], [-2562454688060], [-2658576510684], [0], [0], [-34058280922], [1967381903444], [0], [2485239443866], [0], [0]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599761588480, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '256.8.a.b', 'level': 256, 'maxp': 2999, 'weight': 8}
• 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': [28, 26], 'ALdims_eis_new': [2, 2], 'ALdims_eis_old': [10, 10], 'ALdims_old': [80, 78], 'Nk2': 16384, 'analytic_conductor': 79.97056652393518, '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': [256, 1, [255, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 212, 'dim': 54, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [3, 5, 7], 'hecke_orbit_code': 134217984, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 6, 6], 'label': '256.8.a', 'level': 256, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 236, 'mf_new_dim': 58, 'num_forms': 18, 'plus_dim': 28, 'prim_orbit_index': 1, 'relative_dim': 54, 'sturm_bound': 256, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': [54, 0, 0, 0, 0, 0, 0, 0, 36454, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 718754, 0, 0, 0, 0, 0, 0, 0, 8744, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 6985446, 0, 0, 0, 0, 0, 0, 0, -6213128, 0, 0, 0, 0, 0, 0, 0, -2541280, 0, 0, 0, 0, 0, 0, 0, 302356, 0, 0, 0, 0, 0, 0, 0, 20203502, 0, 0, 0, 0, 0, 0, 0, 9562100, 0, 0, 0, 0, 0, 0, 0, 30397212, 0, 0, 0, 0, 0, 0, 0, 2972928, 0, 0, 0, 0, 0, 0, 0, -46286260, 0, 0, 0, 0, 0, 0, 0, 81144150, 0, 0, 0, 0, 0, 0, 0, 55570984, 0, 0, 0, 0, 0, 0, 0, 111414212, 0, 0, 0, 0, 0, 0, 0, -68029920, 0, 0, 0, 0, 0, 0, 0, 141165468, 0, 0, 0, 0, 0, 0, 0, 89968896, 0, 0, 0, 0, 0, 0, 0, 351270866, 0, 0, 0, 0, 0, 0, 0, 616051816, 0, 0, 0, 0, 0, 0, 0, -155546208, 0, 0, 0, 0, 0, 0, 0, -66131748, 0, 0, 0, 0, 0, 0, 0, -678728648, 0, 0, 0, 0, 0, 0, 0, 81111528, 0, 0, 0, 0, 0, 0, 0, 199406592, 0, 0, 0, 0, 0, 0, 0, -918421838, 0, 0, 0, 0, 0, 0, 0, -719348012, 0, 0, 0, 0, 0, 0, 0, -807858756, 0, 0, 0, 0, 0, 0, 0, -668231304, 0, 0, 0, 0, 0, 0, 0, -765543188, 0, 0, 0, 0, 0, 0, 0, 803096608, 0, 0, 0, 0, 0, 0, 0, 72982784, 0, 0, 0, 0, 0, 0, 0, -1316064268, 0, 0, 0, 0, 0, 0, 0, 1968338562, 0, 0, 0, 0, 0, 0, 0, -843714320, 0, 0, 0, 0, 0, 0, 0, 2032572576, 0, 0, 0, 0, 0, 0, 0, 1102519396, 0, 0, 0, 0, 0, 0, 0, 136488360, 0, 0, 0, 0, 0, 0, 0, -2245759488, 0, 0, 0, 0, 0, 0, 0, -3941976436, 0, 0, 0, 0, 0, 0, 0, 5201544960, 0, 0, 0, 0, 0, 0, 0, -6251125588, 0, 0, 0, 0, 0, 0, 0, 2251889990, 0, 0, 0, 0, 0, 0, 0, -1553430876, 0, 0, 0, 0, 0, 0, 0, -3173262304, 0, 0, 0, 0, 0, 0, 0, -9401145600, 0, 0, 0, 0, 0, 0, 0, -630795464, 0, 0, 0, 0, 0, 0, 0, 10662567932, 0, 0, 0, 0, 0, 0, 0, -4281256028, 0, 0, 0, 0, 0, 0, 0, 2251785640, 0, 0, 0, 0, 0, 0, 0, -3249054860, 0, 0, 0, 0, 0, 0, 0, 13894296124, 0, 0, 0, 0, 0, 0, 0, 12038542998, 0, 0, 0, 0, 0, 0, 0, 15060363484, 0, 0, 0, 0, 0, 0, 0, 2381855940, 0, 0, 0, 0, 0, 0, 0, 16407276544, 0, 0, 0, 0, 0, 0, 0, -6117590664, 0, 0, 0, 0, 0, 0, 0, -8172915808, 0, 0, 0, 0, 0, 0, 0, 516575032, 0, 0, 0, 0, 0, 0, 0, -16329522432, 0, 0, 0, 0, 0, 0, 0, 4409006240, 0, 0, 0, 0, 0, 0, 0, -10416240176, 0, 0, 0, 0, 0, 0, 0, 2409614276, 0, 0, 0, 0, 0, 0, 0, -16034649274, 0, 0, 0, 0, 0, 0, 0, 32961164792, 0, 0, 0, 0, 0, 0, 0, 9524507296, 0, 0, 0, 0, 0, 0, 0, -17675476480, 0, 0, 0, 0, 0, 0, 0, 27907767120, 0, 0, 0, 0, 0, 0, 0, 5775506660, 0, 0, 0, 0, 0, 0, 0, -15781799956, 0, 0, 0, 0, 0, 0, 0, -5512367456, 0, 0, 0, 0, 0, 0, 0, 20589905548, 0, 0, 0, 0, 0, 0, 0, -47782549516, 0, 0, 0, 0, 0, 0, 0, -21014020864, 0, 0, 0, 0, 0, 0, 0, 47845134164, 0, 0, 0, 0, 0, 0, 0, -20374122682, 0, 0, 0, 0, 0, 0, 0, -30927828616, 0, 0, 0, 0, 0, 0, 0, -58481959588, 0, 0, 0, 0, 0, 0, 0, -18683810760, 0, 0, 0, 0, 0, 0, 0, -9357637772, 0, 0, 0, 0, 0, 0, 0, 57212343552, 0, 0, 0, 0, 0, 0, 0, -37688525156, 0, 0, 0, 0, 0, 0, 0, -134368348104, 0, 0, 0, 0, 0, 0, 0, 51570218528, 0, 0, 0, 0, 0, 0, 0, 62870002152, 0, 0, 0, 0, 0, 0, 0, 68624704000, 0, 0, 0, 0, 0, 0, 0, 22460488704, 0, 0, 0, 0, 0, 0, 0, 47165886208, 0, 0, 0, 0, 0, 0, 0, -113934188882, 0, 0, 0, 0, 0, 0, 0, -7098136920, 0, 0, 0, 0, 0, 0, 0, 130199724448, 0, 0, 0, 0, 0, 0, 0, -60643878040, 0, 0, 0, 0, 0, 0, 0, -64028015900, 0, 0, 0, 0, 0, 0, 0, -47076889252, 0, 0, 0, 0, 0, 0, 0, -67696220928, 0, 0, 0, 0, 0, 0, 0, -54770327904, 0, 0, 0, 0, 0, 0, 0, 144888387232, 0, 0, 0, 0, 0, 0, 0, 74221612372, 0, 0, 0, 0, 0, 0, 0, -63214731260, 0, 0, 0, 0, 0, 0, 0, 99442590440, 0, 0, 0, 0, 0, 0, 0, 60533151736, 0, 0, 0, 0, 0, 0, 0, 111755356636, 0, 0, 0, 0, 0, 0, 0, 37000654130, 0, 0, 0, 0, 0, 0, 0, -64494789528, 0, 0, 0, 0, 0, 0, 0, -81673777244, 0, 0, 0, 0, 0, 0, 0, -3125619936, 0, 0, 0, 0, 0, 0, 0, 195749166012, 0, 0, 0, 0, 0, 0, 0, -65683073588, 0, 0, 0, 0, 0, 0, 0, -164321177600, 0, 0, 0, 0, 0, 0, 0, -288063958272, 0, 0, 0, 0, 0, 0, 0, -59265235040, 0, 0, 0, 0, 0, 0, 0, -61135979160, 0, 0, 0, 0, 0, 0, 0, 102036845944, 0, 0, 0, 0, 0, 0, 0, 159995379356, 0, 0, 0, 0, 0, 0, 0, -258016318636, 0, 0, 0, 0, 0, 0, 0, 202663669248, 0, 0, 0, 0, 0, 0, 0, 314241158372, 0, 0, 0, 0, 0, 0, 0, 315340568822, 0, 0, 0, 0, 0, 0, 0, 187264315120, 0, 0, 0, 0, 0, 0, 0, 225807084412, 0, 0, 0, 0, 0, 0, 0, -103694664672, 0, 0, 0, 0, 0, 0, 0, -219676484824, 0, 0, 0, 0, 0, 0, 0], 'weight': 8, '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: 205274
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '256.8.a.b', 'source_level': 256, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '128.8.b.b', 'target_level': 128, 'twist_class_label': '128.8.b.b', 'twist_class_level': 128, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 205275
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '256.8.a.b', 'source_level': 256, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '128.8.b.b', 'target_level': 128, 'twist_class_label': '128.8.b.b', 'twist_class_level': 128, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 205276
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '256.8.a.b', 'source_level': 256, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '256.8.a.b', 'target_level': 256, 'twist_class_label': '128.8.b.b', 'twist_class_level': 128, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 205277
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -4, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '256.8.a.b', 'source_level': 256, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '256.8.a.b', 'target_level': 256, 'twist_class_label': '128.8.b.b', 'twist_class_level': 128, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 205278
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '256.8.a.b', 'source_level': 256, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '256.8.a.c', 'target_level': 256, 'twist_class_label': '128.8.b.b', 'twist_class_level': 128, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 205279
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '256.8.a.b', 'source_level': 256, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '256.8.a.c', 'target_level': 256, 'twist_class_label': '128.8.b.b', 'twist_class_level': 128, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 597025
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 2}
  • id: 597026
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 3}
  • id: 597027
    {'charpoly_factorization': [[[556, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 5}
  • id: 597028
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 7}
  • id: 597029
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 11}
  • id: 597030
    {'charpoly_factorization': [[[-13108, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 13}
  • id: 597031
    {'charpoly_factorization': [[[-40094, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 17}
  • id: 597032
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 19}
  • id: 597033
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 23}
  • id: 597034
    {'charpoly_factorization': [[[120844, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 29}
  • id: 597035
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 31}
  • id: 597036
    {'charpoly_factorization': [[[248316, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 37}
  • id: 597037
    {'charpoly_factorization': [[[9530, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 41}
  • id: 597038
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 43}
  • id: 597039
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 47}
  • id: 597040
    {'charpoly_factorization': [[[2015212, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 53}
  • id: 597041
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 59}
  • id: 597042
    {'charpoly_factorization': [[[532572, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 61}
  • id: 597043
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 67}
  • id: 597044
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 71}
  • id: 597045
    {'charpoly_factorization': [[[-3917418, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 73}
  • id: 597046
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 79}
  • id: 597047
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 83}
  • id: 597048
    {'charpoly_factorization': [[[-9246170, 1], 1]], 'hecke_orbit_code': 4503599761588480, 'p': 89}
  • id: 597049
    {'charpoly_factorization': [[[-17567406, 1], 1]], 'hecke_orbit_code': 4503599761588480, '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': '256.8.a.b', 'level': 256, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEjgmcTa0hAAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P15vGTnVd+Nfp9hDzWdOmOfnrvV3eqW1JpnWbJsyZZHjA22MWAwQ4BcAnnfcG8Iww15ST4Qg0NeAgkkYEYHbDC2MRjPki1LlqypNXSr1fM8nD7zOTXv6XnuH3vvql2n25BwzWsgqY+2qup0S6dq799ez2/91m+tR/C/H9+wx8c+9ThSiukDR8/WbWLtxgkH15HsO9Xi/hvHxd3XVRcfez5h48TSxG3XXrAvHd2E70qmJzpUK4kw8upVsLMTG18NsAFYAbpCiG/2V/sH+9Df7A/wD+Vx/PQlgKuMSaYtwnS6IR//xJ9z9caLbN+whK9cTp7/RLRsb/35bnv5W7Sw0YVLLtPjgqjTo7UauxcuLPzuuQsCkfT+ybmRdjgzu8CGCTjbCxmpJk4vPv1Xv/6Hh3/+lfOfFP/p3/7QL89eOPVnfvzSvvbqEWXxQAippDMLnCpVN36zT8k/iMf/Dg1f53Ho+DxW+KOOPXV/Z3k/SsjownL9J1o9+ZAUljCKef75F6mWVti1scFKS3FurgQmII5ixmqWI+dc9l6VMDMvGRuJqVU8TsxoEhMxWRVcXIy4fofh2DnJ+IjBdV18X3NqXrLSht3rYq7eOsaea2/E4qAVdEL9xcOner+a2MR54L7r2bV902PYYEXIdd/sU/b38vG/AZ49VlcXAN5YLgc7T51qmX/76x81733TyFXtYN1Pt5snqPgup89dotlcJIw0yx1JYl18x1LzLHPNmGMzPTaO+9RLCiUiJkdcrt6i6PRAyIAL85peCBcXBQqXbhCxc4tleqyNRFIph6yfanHkzDhLKyUqfoKnIzo9Q6OtCOOY0bFJKtWNKB2w9+qreOnI4i/dtfvSqc1Xv0+Goi43TOgTwOfr9Ylv9in9e/H4Xx7gJ488ipLcP7tg3nDg+NK7rtk+v6fXcvndPz/K3devsDDvcHahw6YJRdmDybrhwrKHkhYpDBtGE87O+VTKln0nAjqBwHdhcRWumtSUSx7TkzH3X9/klVMj7DssOHQ25p69CRsnDJWKYMv0CgsrCt+DbmB54cgE1ZLk5JzL+rEeUoCrEi4tKUYqMZKEjesiFhardK3htTdVOLt8HV7FcN+N9SMzS5MfawfyC0Lw2Nvf8ppv9in+pj7+lwN4u9WgXPbGTp+f//f/4Xc+77aWX05++FtLty4ujd324c/MMT11hgdvqvDIc3W6ZpWHbtV89SWfHZu7tLsOM8uKIBJ4OubazQnrxgKWWpKXTo4QxYKrN/aYaylu2NHl2GmHZk8TBnDHtW2Oni9TK4UcvqC5a7ckjAKaPc1LZyQ3b0totBx2bgoJI8mBU4LFls/6UdizpYWrJWEEl5YdWkHMrg0OX3nJ8uBtbYJunc8+3eE1t61y444tPHNkI4u91r73PLj4/N4dO5Q7/q5Quet/1pre8thY9Zt9Cf4fffyjB/jK0im01uLZZx+n3VXK80d/c+NEb/fz+y/e9/BTF9T5hXm+66EG09URHnm2ygunO/z4O5dpNqb5/LOGLZs6TFdLzC3HbJiC/ScUkQWBYtNYwq27Wyy3BO2ez6FTmr07mjiuS6sjkUKwZ7Nh/3HDQrNEJ2px046QdneE5abgpWOS3VtjjBCsdgwlz3LjNsnBU5puGLHSVNx6tWV6PEKJmDhxeOGky+Ypy/yiYmKsybZ1Fb74jEMjXOHH3qF4/mCdzzwTsGVrkx98o6LZWs/F1S1JeWTTV/fu9I42Wo1/dmnRJq974I2MjIxYYwy1yj9ereEf5Tc7cPgiCC2lafg/93M/Gfybf/P+fxlFyffOzT0XnTjfuubtd7t+r+Ew5guOtTUvHBN87+vbXL+zysySz8P7PL79vlVu2jHOl1502bm5w3S9ypmZmDv2hBw571KvRIDk4JkyG8YMSyuaJ19JePI43LDVcu1myXJL8NVDkgf2RtQripVWlfOXNKtNi3JC3vemFc7O1lhtCW7Z3eOGnQs4jDK7OMn5Bbh2m6EbSk7PeoyWNYcvSHZvhlZLsnvrIts3+HzpOZczS13eeb9hbnGUw2egGcbcvDNEmjqHTkQcPHlYnV09+ZrvfMPyXY3W5B1bNt9k4zhygyD4v5fOfvgPrb1kiWMjnM3f7Ev3DX/8o4rg1loAubSyWn/2xZN3T43ywcbi4fill0+M73t5qXbyUkCoVvjF7wsg2cBLx8q8dCzi2GyXN9zT4N5rKuw/WuexAyH18Tbf9irJy0eqfPVgl2t2xGwaK4HtIrTAkZoTlzRTtYRGYKn6AWfnE145n1BVozx0e5uV1SrPHLLs3S7YtSUhiQXnFhySxLBrk+C6qyKeeUWw3O7w+tskpcoMR89UOXNplLInaHUcJkZiTl5ycXWAkgprNJunl7luq+LxF0fZdyri7fc3WFep8/gLPi+e7nDXTSu85XaXE2cneemoYf/JiK5q8ws/OIsy6zk3O0Ir2cTk9I6Vm/dua22YjH/EKe96SnvjqybBuM4/Hlj8o4ng3dYq7cbytrMXjm1COB/72tMPj1y7/mIlDHrMz49QcqDiSk5dHOXJw7O84+5VNjccGm1Ns+vxsS9VGK82ueFqTS+s8MRByyef7PDO+xr4fpUXjjtsGG8zXnM5P6dpdhM6nS6VdQ6R0YxVFBtGJa/e2+XF4zFaCjw3xivH7DulqFQdNk2EBDFsHIebdy/Q6GiCeJTIaF4+I9l/bCue8vHcBF0P6AYwUuuyHWi2Xc7PJ4zXO0yOVPnCMy4vnwt5x2vabKrXeHK/z4HTPa7dscJ3vTbh2JlRTl4QXJiPudRIeOtrmmyfqnD4dJnVpmZ26SJffPL06Oe+VB39nm8p/9n0Vt3ohqfetWl6x4XZ2caZ6emRb/Yl/YY8/lHcqj/3Hz+Co+SNb71/25+9dGD/zlOn96l1tQYP3CY5PTPB+VmfM5cs52dDjs8kXOr2+KnvXOLuq+vsOzzBkTPw4vGIickVbt4VsnvjKEfPlHn2SEKp0mDvNkPFrXD8vEY6PUquwHcNY2XBpSWHpYZC64RqKcJzFZ4bcm5eoWXAtds0zx8tcc/1q9TrTX7702Umyx6vuhZeOOZy7VVdpHA4M6/xlIPvG0b9BEfDYsPh4pJipNKh5ILrKlypOXHRUi63uGYbVJ0RnjvkcuRCl91XLXPzDpisTfLCEY+jZyP2nUy49fpFfvo9HZZW1nPsXI2zM4Jzl0IuLsYcnU144NaAzesUt954Z7Jhw7XHt6wL/+n6bQ/MAEf/oVdR/8FG8IWFBkq5uxbmD97WuvTH4Se/uv7f/tcP7du9MNvk3ErEd7+hCUKwYaJEt6fo9FyCwKEbWNozJT7zTIV7rlvi5t0KGMVah5dOjPIHR9u884Emd18TMVGvsO/wKF98psf6iR57tgqmRjQnZxw6vYh2BxptgdaWjRMJKImUId2O5NKKD6bE1EjIzo0dnjzgERDzbfdGJGGZExckk6OajeMCY2IWVjTNXkA3cmm1XTZPBIzXeigl0VoQRZqTF2BytMNdN8RsGNUcOzvCE0dgZrnFbTe0+M7XJJyfmebFox5Hz8a8eCohEi3eekePXneCC3Nl5pYkCysRy82YC8sS3C6l8hJvul1y/Owzqr30wp6ludsffeqVxx/buaXya0GnvT+KouPV+ug3+5L/rR7qm/0B/jYPaw9RLsfbVhcP/98H9h/+188fuviebnN5+tDxgDCSzK96PHzAY9NUi1ddFxFFLlGiMVZhrUBjODfrcmbRsG19k+lRKHs+vqNRaF46qZhd7VGrhVy33bB7k0er7XNhQeDqiMgqZlYcZhYMzVCgtWZdPWZuxXDmkstoVSLQTI1FLLcs12/rIWWZS0tlrt7oceysx/lFy7XbAuaWJVHs0A0VuzdHCGFpdSTr6jGTYwFTYyGOhEZH4Xlw9SbBykqVLz1f4vhMj7GxBq+9tctduz1OnpvipaMur5yKObUQUq03+ME3trlu6whnL9U5N+sws5AwtxRxbklwbMHyrfcu8JPfESDsOFFSQtiYLz81w8LCkW1x7LznzHyyNXJHn/ref/Jjq7//3/7TN/vS/08//kGtP9YcAuFNrizO/5+f/vyB6zEX39FeOstzx6qMVjXdjuHifMhCA04vC8YnG/zMdyxy59UVTs+Mc262zIV5xcx8wrnZiFMLBl1u88772rz1Dpdzs+McPu1x4oLh8LmIRPbYPBVyz/WGrVOSc7MVzs9JlpuGXmyQEkarMDkSs9zUNNuK0VqIFprRWoLvRTxz2OOqacPkaMylxRKOMlxcMkyNWq5aH/L0YQ/XVYxXQamIiQqstAVLbcFUzTBWi5ASglCx3NScndOcW4jZOt3j7utjNk1qSMocOV3m5AXLobMJZ5cC3viqFb79voCSGuXMpVHOzGhm5hNmFiPOLViOLVhuv26Bn3p3k+n6KBfm6yws+5yfc2h1Q6qlkKdeibn15m1smZ76ZGXyjpcn1m34tTDsLbzuzm3fbCj8Dz/+wQD8zz7+l0RxqVYtzf/25rH933HoaChPXmhy13UJpy5OcGlR0eokLDVCllYTLq3A8QXB9NQKP/feZW7fVeXspXHOz5WYWdDMLCRcXIg4csGg/S5vvLvJ6282lPQIF+arnJlxOHkBLiwlOLrLSDVhvqnodGKSOEYg8PwSm6ccdq0PqY9EXFoSNNqanRsisBAaODvn0+paaiVB2RVIYjwvoVZOaHZczs5DYFyMtezZENLqJMwsakarDldtiNmyrk2lHCCkJQwFjU6JhYbLaFngSIeZeZcTFwVnZmPOLcV4pQ4P3tbmLXeAJ+scPVvj3JziUh65FywnFi23XrfAz713hQ2jdc7OjHFpqcTCssPCqqTVSf/u6fkeN+2C5WYVURkz735o90d3bhr7kUY7aN55z1u/2ZD4H3r8vQf4pflVrOXfP7bv6KuefeoTcrrs3HPm0in94O2GijuCFJKVlsfcssNSA5YbCcuNiKXVhNlVOLkkmJxY5d9+7xK3X13m/NwYM/MVZhY1c0uW2cWYCwsJ862Y+liPV13f5s494MoSnvKYW/a5tKiZXRZ0Aohjg+8aKn7C6EiMAc7OxjTbsHWdQ6UUYK0A4dLuGrZMByytarApFVltQxCDxbLcCNk45dDqKoSyCBNQ8x22rO+x2hGcndEkRjNek1R9gedAHAs6gWR2WXJpyTK3EuN5PXBi7rq2zT3XCSZrJZZWapyf85hZhLnFmLnlmIvLcHLJcuu1i/y7711hul7j3OwYs0slFlZcFhuS5dWElWbEwkrCaseAUDilFvffkCDF9njPzpWnv+UtD738tWc7P3bdTd9ijUnM9FTtmw2Tr/v4e8vBf+2Dn+CNb3uv25j9I+fF/Zf+3x/51HOvm6qf2XbPtR355Mtl5hpN3nxXSBg7GCtSUFkJSEAghEULiythZqnEsyck1+9YZs/mHmUfHC1xHYXraiolSdmRdNoOR8/4PPKCy9n5gGYccfR8wLrxZd76qhWu39ni1j0NzizGLHYEZa/HqRlLo1lh71WS1V7C4TOKalnzylnYtcHSCxN6iYvWEaNVOHLeQ+kER8ZoB7qB5PY9HbodyfU7E5rdhLMzVbZPKyrlkNXAMlXvsNJu8tFH4aXTCQdO99i6YYkbdjcZHQt5010tvv3Vlh3TVZKozumLI5y84HB+1nBhPuLCfMLJecG51Ygbr17g335vi3X1Oudnx5hbKrOw6rLUkKw0EhqtiNVWQrNrafYEpxbhu9+4wMbRCn/2pVCOjyxurdgLe+ebG753anrbho3rxx458fKH+fXf/Pg3GzJXfPy9jOCf+PNP8G2v2ah+5cOn/o2vDv+zCXeu9vQBzzs+1+XbH1wgiSOmJ1rcd53H3PI4y40Kyw2f5YbDclOz0oKVRsJKM2a5FbPYgPMrAl3qcfd1y3zHq0O2T1VYbdeYXy6xsOyy2BAsNwxLDcNKy9DsGpqBpdOLGa9FbFlnAIHnWC7MOwjpsXVKsX2DZcNUh7mVgP3Hq9yyy1IurXDwxBjVSkgYOoyPGro9uGZLjw8/Wmf35pggsEyMSKKkS9X3eOVMj5JT4aarYw6cCplbctk47rF9PWyZDlEq4sIiuI5FCMvWdTGjVUmr69HuODQ7DstNxfIqLDUMy42ExUbCbAOWeglbNrb5jvsXuXuPxndqXFqssbjis7iqWW4KVhqG1VbESithtW1ZbsOllmK2GfLgjReZGHVJYs077y1x7MwIL54SPPiq6eTeGzf84qMHX/Pvrt28P3nw9d/6zYbOZY+/VwD/0pOHELJUEtHJLcuzx9/9ytH5X/jc105zx/Uh12yq8LknNS+cTbjUDLh++xIf+OEVbryqzPzKKEurZVaaPstNh5WmZqUJjZZhtRWz0opZblrmGoKZtgXR5h33NnjT7Yar1vuEYZmVhs9q26XRUqy0Ba2OoBdYwtiSJKCkxXOg5FnqNcvUWIR2epy8FPLyCQ8TV3jDHSHaWeX5wyNsWw+fezbm3r0e840uvlbEScTYKMSRg3ZilpbKvOrmJp97qsr29bDveIBDmYduN8Siy8snE05f8NHSZd2oZrQiKHkC1xUoAbGBMLL0Qmh1LKttQ6tjWO0YltqWbpKwdVOHN93Z4B33hGCqLK2OML9cYikPBg1YbSU02jGrObg7cKmpWGjG3Hr1HO//kQWu3eIwtzTBgWPr+OzTCbu3L3PzDsXMynVYZ92/vueOq/7suuu3nIva3a5bveGbDaX+4+8NwM+dPc7mLevdzz7yyvcfOX7gN8fU82Jl2ZVPv2I5dqnHa29pcuL0CGfnFRdbikutkNt3LvDLP7TEzTt9FlfrLK1WWGl6rLZcVlqa1Zag0bI02gmrrZhG27DStsy3BJcahtF6h9fd2uKuPTFb1ylqJYdmy8dzJKAIY4kxAmOh0wOEYbTa4/hFi7EhD++rEHRK7Nzocvf1HSKzyuMv1Llpl8Px2TaNlRp3Xt/hS897rBuzHD5r+bG3Nzl8xmPdmOSRFxR3X6NY7jQ5dX6Mm64OefzlLnFQ5q5rXXZs7tGN23zxeQWJ4OQFTa2s0QI6XYmxgsRYohiQBu0aGm1LpRqxeX3APdd0eN0tMeMVn7nlEZZWS6w003Oz0hQ02tBoxTTaMY12QqNjWe5IZluCxVbMHbvn+cUfWuSGqzwWVkZZXKlybs7j6PlVXnuz4NjZCZ7cL0l0bP5f37nXbtly/T87v3LzH1TdC+GePVd/syEF/D0BuLWB7Ha7b/3kX3x+p7XxB/7rh7/s3HRNhwduGuHYmSr7j0UsrCZgLUEMq13JfEcy04i565p53v9DC9yyw2W1OcLCSpVG22e15bLa1jRaikYHWm1LsxPTbCe0u4ZGx7LQFiy0IUoCbtjVZXosod2xvPHOgG3ThjiRaGkJI3hsv8+5eZ/1ozEHT/pgyuzZpLh5t8HzOzx/vMPCYoXrtlWo1Vd46oDDbbt8ljqrrKzUmJ62PHtY8d2vbfPcYc2mKYfFdoOV5TFuvqbDUwcTxkp1rtvZZr7R4NlDdUq6wq27LVdv6YFss/+0YGosYm4h4vH9Dr1IISUkxrJtfcjr7gxptRUbRg0374IwLLPcKLPc8FhtOzQ7ikZb0mxDs5PQbCe0OgnNjmG1Y1nuSi42BY1uwN1XL/Dv/skKt+5Kb45Gq0yj7RGECmMF88suLx2DozNt7r1lmZu3OwTqoajkl/7VrXe9+YR2S58eqynzzcbWN72S2el0abeD7z1z6qlfleErY/MLHa7dMsKLhzXWJOxab9kw4eAoS7tn6AQWMEhhkVLz3LF1/Mzvat5+9zLvee0y2zeGzC7V8NwSJc+l7DlUSppWSVLtOoxUNJ1eQrubsC4wdANLq+exvOBz4bwljA0XZ2M8zwICV1m0FHS6CoFD3NHcuE2wY4Nly8YOQdLi888pjpwY5fW3eNx8zQof+rzFFWW2bexw4CnFxrpiotbBVyXCyGG+BRVfs2md4KUjITdfXeLVNy3yh5/p4jpVHrzD4ngdvvxsyOeeqXDodImrNpTZtj5hcjRk+0TE3m0JShm0soCl7HlM1j3CyKHVcTl43KHd03S6inZP0u5Cu2dpd9Lv3uomtLuWZtey2oWFjmJuxVIeafDjb1jgW+8OuOGqCpcWazTaPq1OyvXbPUWrq5lbkgRRjwdv7XDz1RUOHq9z8MQLTmV04lc7anz5wXvu/IlOp/uH5XLpf12At1odrOWffP6Rp9//V1/64tirrp3h2qvqJKaKFGWaDcu8r3BdS7WcRislLUqY9FkmuFJy4PgkLx6rcHxmnrff0+aea3vUqzWWG2UqTZ9a16Xd0bSyi93taTqBphdYeqEhjCxRZImT9AhjF2tAKoGjBb4rqFcFo1WYnjBsWtdhYrTBF56Hr77oIM0Ir7/F4cY9LZ48FBH2atx9o6DR7TK/VOGuqw0T9Q4l7dGLFQvNCGUEN16tKVcDXjjqc9/NI9x5Q4sXjiqwI9xyrcsPvmWZL70U8shzFQ6f89kyqZgeKzFaLTNShZIHjrYoCcbC4dOCJBFEsSCMIYhIv2OQ0A0MvcDQ6Rk6gaHdhWYAC23JfAsC0+OBm5Z56z0NvutBQxzXmF2s0Gz7tLou7a5Du6todxWtriSIYKLuMFIa5eVjDodPWw6ejZjsHuPWufmxi6f5Dzv3vEqHQed3Xa/8vx7AT51bYWHV/ODSxSfff+DFx6fOnO5x9qLPdz+0yp5tCq3KrDQFcSKIE0vJ1wgBUhiUBKUsWlkcZSg5gsVOiT99dBNffrHJvXtXee8Dq+zd3ma8XmZptUyr69HpOhmwVXqEgiCSRLEgjtOlPnXcpjeS1uC7UC4ZxqoRG6c6xLQ5fjHio4/7nDpfoe6VuO1azV3XN3n2WIOHn65xxy6fLes7fPhRgRIetWrEajvAWFACJmsdmi0XE5d4673z/OnnyuyY83nTHR3CaInHXx4nSnxuv3aKN93WZNfmBl9+ocOB82X2n3bZNCYZqwnKnsB10ptQChDCYiwYY4ni7GaNLEGU3si9ELohtHqClUCw3AKhe9y0e5X3vm6Ve69NGK+VWGmWabRKadTuObS7g5WgE0i6PbJgIDhy2mW1FXNyJmbTpibf81CEDUM++4WvTF1zMXn/m994j7V26feEGP9fA+C/8dv/nXe+vsbMzCPvazZbH4g7L03sWB/R3l3iheOSzz9j+Jff0aTVddFK0+kJeqFACImSGikTlBLZ8mxwlMXTlpIWrPQUS41RPvZYhWcOtrn7hlXe++AqN+1oMJ6UiGOPTs+n3XXoBpowUkSxJE4kiREYKxBYpLB4rqHsx3huiOsEXFwK+Mw+yYkLLqcvjKKMx471LtdsV9yyp4nyFnj5ZJWN9TLXXQXTkyssN2vs3SiJjeULz3kEHUm9EvPQ7T0+/XjEudkqu3c6XFrt8coph83rRrlh+wJPHmjx1CuCIHTZs32MPZs99mxqcfLSMicuwnNHyhw/VaGsBZ6WVDyL74CUaVJlbXqzxgmEMYSJoB0Imj1BM4LQxBjb49ZdTd77uib37k1YP+bR642w1PBptT3aPZdOV9PuKTo9RTcQdHuSbpD2jfbChCA0dHsJy03DbMvwPW+LUcko+46VeeHoEk+88pWpc5fmP1By3fg//daff+j2q1e578Hv/8cL8P/ywT+luXiET35p53e9dOTkr5eco/Vvu6/Dnm2jCBzKvo+QgiDoUnJjRioCpUBrgVICrVT2bNAqwdECVxtcx+I5lrKbUPcFrcBhpTnKJ75a49H9PdaNdnj3/Q32bO7R67a5brtl87QiiBySRJEYic3BLQ2OTjg7Zzk9K1jtGj71ZJmLi6PY0GHUV2wY12yd1ly1Ea7b0cTIRT746QrLyyPcsUdz3Y4GX94vELHD1KikUo7pRC7SSrASpV0aPcHcsuBaW+b+W1p87YUSGyZc7rhujB94yyJ/8LkWzx2t0O45LK1W2b6hxO71HW6/usW33ddiZnmZTz3psdTxOHvJ4eJFF0cJpJQIBMZaEgORsSSxYXQ84vprOwRBxJ7NAe+8P2BqRDFW9Ygin0sLPp2uSydIV7luH9gyBXcg6AWkK0GQZCtCQrdn6YaGigNHTkxw1GpOXow4NQexnuP6i2cnXnvz1l+/avqa6NjJYx/Z9+RHuO1V3/WPC+CtwCIkqqyDqU9+8k9efeDIzO8sz8+Xnzxf45Wzlp/+rkWu32UYrY2QJJJe4KG1peQnAEgpUVKilUCr7FkLHJ3gaoHrGHzHUoos5dAy4ieMlgSdUNIKK5y+UOGXPzIGJkbEMbdc32H7dEgcg7EGa9MijhQCqQTacTl6zuXwCZ+Kr6m6komyYHJcMjWm2TCp2Lo+YffWVRKxxH/+ZI2z5+rccbXDnm0J3bjF0y971EsO4yOWejWkXEqpkDGSRk+x3LYsNRIa7RKvum6VfYc7HDmnqNd8br+2zg+9dYnf+At44USFdtey2tLMLdeYnigzNdpj63iPf/muDrVygwOn4eh5ieNYlLIIYQCb/mMhjmHbdMLde2OSyCGKPawt0wsdZhddukG6ovVC1adv3VDQCwS9MI3aQZhF7cAQhIZeZAhCSzcwxAmUNbx8zBCbkDOLlupIi//vd62ycbTOwROr9crIhd+pjOyOb3vdxo/97Af+yP77f/U9/3gAHrQWULq8YaZ17oXx8vHa1tFlL95SoeyEvHh6jA/8ieAn37PIri0RzY5PHKfUQYqULiilMr4tcXTKOV1HETiSIDR4YUIQWUqRIYgMYWipxRBEhiCGMBb0IkmQeESJz5ETFfYfgcRaUmin3NiR4KrU81H14Lr1UCvBSEUyWlWM1zVTY7BlOmD95CqRXeY/f3KEk6dGuPkqxVWbJDs2rfCVV2Lmlka4ZbtktGbw3S6e9LBKECcSYS1xErLS9plbcrh5T4kbr27x5As+60YFZb/KzVcbfvwdS/z6XxheuVhltW1YbSkWVjQT9QqjtRKjtRFq5YjJSsTWm0M8J8bRMUolSJEmE5b0pooixfyCJooVUawII0UQZc+hJIgkQSjphZIgFGmCGgqC0BKE6XkNwoQwzDh9lP68F6bemigWrHRhqQeTEy3+1XsabBqd5KVjdc7MWI4+dba8fnP8oV/45cSURnd98t//5keTn/1n3/EPH+CPf+UjHD3ypIp6C686efpc7an9p713vdawbkxxwPeQUvDlV0b5hT/u8cGfWMZ1q3S6PkGo0VqjpMVRFkcrHG1xQonriPQiOILAVYRRCvQosoRxkqoiceFI0qQoSQyJIeXbhj64hQAlQUtwHPC0wPcEZU9SKStGypLREcHUWMzW6Q7Vyiqf/FrI4y+PsbpY4/otiq3rHXZt7pGIVb7wXJmKo5kcVVTLPV4+Sdpxv9nSCRQ37Iq4fodl9lLCwopLt1fmDbe1eOJAl+MXFZWSxHNr7L3K8O/et8Rjr3T59GMTLDUtW6cSVhqaek0xUnGolh0qJYvvGTzX4OkErVKqJWV6DawlLVgZQWxkmrjHgiiWhLEgiiRBlCovYSQII0sYQhAlhJEhLASOICoe0IvSm6ETC1ZCSSR6/Pr3zrJjapLHX6hz9IzlwOmYHiF3jh/yseKP/FB839Z1lY//4R//UfJ97/27jeR/5wA/e96TYdx9z8nzc//tK89d9E5cquP4c/zAQ7O4zgRb1mmmplf49HMGx2nhO6CEwdEuTuTg6ARHa5xI42lFz0kjTeBIQlcQRiK9OJEiiiGMZKogxAPZL04MSZKqC4nNlJJMLRFCZPJjSntcLfBcie9JKiVBrWypVw3rxgImR1vEdpWPPSH5g8+NM+X7XL9FsGW9w7YNhq3rV/jk05blZZ8904rRGlTLEXNnJPMrHu52CCLB5IikXofjpy0rTcPsos+ubT6vvaXFZ77qM14Fz3VRss7eHYIfftM8jpznr54c5dBFn3XNiKl6zEhFUS0pyiVJydN4LngOaJ0qTFKAFAWQk97YiYEkEcQJGdAhSixhDFGUpEEhMoT5c2Qy2TFXZTIJMhZ0I0E7EjRiQaOXMFpqsX6sx0cflRw6bphdiZnrBLzvzUt8272aw2de9gOb/E69vEdP1Kp/Qhpn/mEC/F//+ic5smjet9k7/R8PH71Y63Y042XJI/tGWW03+P6HZrjzBsldNy8z31BEScj0WAvXMTTbPk7o4mgHRzu4YULoaNwwpSZhlJbS04gj0kiURaU4hiiBJEmVBGPShMsYm3feZ+BOAZ4mrgJHpwDxPSj7hmoppl6Nmax3mRhd5WtHQv7o4RJHT9fZNuKwYxo2TbtsWge7tzTpxE2ePVyjpBwmRxX1KtSrAaMjMa6rESK9ubqBy3IzYrVjabRj5ldctkxXuXPPPA8/1+HoxRplL8JRLkKMsGOj4nseXOTW3fP80cNVnj1YZ6mtmarF1MsxZV9S8hWeI/AcieOkuYpSZPJhinJLOnnAGPpAjxOTrW6ZtBgb4iQFdxxBGNvBEaWqTC9Og0onEjRjQSuGXjfGRB2qIx1eOG753c8HCNtiy3TIP3/3KnftUqw2q4zXBEfOzNbOXHL/8w+8a4PbvPShP6itf98/PIBbuwjIf/LxT/7l+1XnxPhrbhxh84RgZiHk5CWfLz/ncHa+ybp6D8UIB04Jfua/Orzt1R3uv6nFuomQVrNEN/BwnRjPdQhCjeem8l4O8CiShHG67EZxpmknZNIfWeSWGMsA3GmRMovcoFVaMHEdi+8aSn5M1Y8ZrQWsn2gy1+jwm59y+MK+MZZXKuycFGyZEmycctk0Jdi+oYd2V/nTxzWnzle4ep1ktCoZqSRIGXBxweJpiRRgrSCMNFunmjxHQrOjWGla5pZLXL3J59vub/DxL7ucmfNwdIQQDsZWiGLJLdtX2PqdTb7wQocPf2GM589U2DgqmKgkVPwE3xV4jsB10lxFK9LEWYq+J8OS3mTGkiotSQr4HORxklK6FOwQJqnXJcyLR7GgG0MrlrRi6IaGpBOwaaLJq29e5R33t7hms+H9P7yIsU0mapo9m33ml8Y4eaHChXnNiXMh55fPjG/duuEDN9/5LnX07Lf/7u6tfzcTt/5OAL643KLTcX7go5/50vt7i89O3bO7S9n1kdKn5Hm4OqQ8DyfPjPF029KLDJaYV06FfPXlNjfvafGdD3Z40x0Nxuse3Z5HN3DxHIcwdggj3U+U4lgRJZI4lkSJII4lSSJIjBhwbSPosxJLVjBKi0UqKxa5jsFzE0peTLUUMFFv0426fPlly0e/MsKzB+uMug57N1rWj0nWjbtsmJRsWhdy1cYVDpzp8qknJhlRmskRQa0iqJUjGp2Ezz3tU3UtQqTA6gaat94d8NlnUk9Mo22YX9Fsmqry9nvaPHukxeHjLhUvRkmRgtyU6YUp1/+e1za4ev08f/pYk6cO1Tm3UmK6JhjxLWXX4GuD64BWAiXTGzmN5JDbj0xG1YwZrHCxyQs4ECcQJYIoyYCdCHqxoBML2glpzhOGVEod3v76Zb7zwSY3706YHlNEoc+uDYpu4LDcqHJ2ps6ZmRJnLwkuzoUcn4m5sCJ4Zv8LU3fdOPr+9VvfZHrd5u/7pW9848Q3FOBBd5l9h3s0O8n3vrz/6V959onHx/ef6rHaCrhr9xw37BqlUqoicAiikDgxVFzJSqBpxZpu4nGh6TPzTIVnXm7z8etbvPO1XR66u8dY3SUMPILYIYwcolgTZUCPE0WcZAWbZABwY7PIbQaeMiFsllSmPg6tDa6T4LkRJS+kWuqS0OVLL0g+8midg6dHEJHHtlHL+rploq6YHHOZnpBsmIzYMt3k/EKL3/p0hTgosWmToF7V1CpQK0cIJ6TZrVCvWoQQWAtRLBnzFLGJaUUurU7CSlNxcaHEtVdV+ZFvWeUDf+JxdqGCVlF2Y2ji2KcXSqbHPW7Z2eT6q9q8cvYiH/1KiYefrzPTKFHxFFUXKo7F1RZHgZZpOV+IYXedAaxJb7rECBILcSJS/TwRhElaJOomgm4C3dgSxzEmChj3u7zhgVXe/UCLe/dGjJQ0YVxhZdUjiBzC0KHd81lplri06HNmRnDifMiJSwbj9njoniYP7JU8/vhTU1t3l3/lvntvi609/d+XlseZGP/GzWT5hgK80+lyy+7y21488NxvHD/yqdpktUdZlvivn3T48vYVfva7Zrl2R5deWOf4BYmnLVXXIBH4StBJBB3l0Ykd5gOfv3qmwuMHO9z+SJt//u0trtnSZKquqJU1YeQSxg5xPAB5kgPcSIyVWJtSAttPKLNSv7JpsUjHeG6Mo0Ka3YiFZsSvfdLn9PwoLxyuY43LeEkwNWGZGBGM1xTjdYd145Lp8ZiNkx3G6yt84UXD84fqXL9JMFqVVMuSWtlQKYUIJ8DzNFqlv99aSBJJN9B0exGxEbS6hlbbstx0mF2qcdfuNndeu8qfPuJTWlZoGaWAtJo4cQkjSTdwmKj73Lqjza072zz36hnOLkj+6OE686tlLix5uEpScQRuTsNkmnj2A3lOVUgjeWwFsYHICIIEejGExkISQxwhVcCG0S7Xb02vx23XJNRKmjiu0Gh5BJFLFGvCKKWT3Z5LGCqwlvPzAQcuRHilLj/93Utcu7nEqfPjvHi0w9NHPjcO8jf27r1zJQg6n/pGYvIbBvDW8lEqoxvUp//yozu//PTR2v4jPTaMukzULFfFihNnJvjRX+vxxjtWabcFZ+ZGqLjgaUCkWb8XC8pK0FWCjvboJg5LYYmHnx/ha4e6VLyA73tjg03jMds2dLnruhZapC1iQqR0Ja1KykEbW/YQWIS0KJFq5pYYZMwrpyX7jmg+82yVV85VCeMyVa2YLFnGKpbRsk118JpmbEQzXhdMj8VsmOyyfnKFxw8GfPAzU6yvayZrUKsoahVBtRxT8gK+dkzRCzVOJQWVtYIwlvhacdPVXZ55uZ4an7oJq02HxVWPucVRfuRNc1xYXOKZlyZxJCAiDBD3ASRpdzWjVZ96rcKdV3d49fUdvvM1Cxw5b/jssz7PHilx7FSFWGiCQNGJFEpIhBBrEs+sJmANsbFYY3BEwogb4hNx581ttq/vsWki4r0PBZRcSaXkEIZlGi03W0l1FnAUYawIozRXssC2DV1uubbJ1TvaPHQb+E6di3MjLK767NliGa2ucOHE47VLM0s73/Wud6lnnj+S3Hnrnr8/AH/i6WM8c2SrO+I8/f1jI63/uHfzEhVZpRcIukGCVjFV37LU8nn4yRKusoyUTDr3WlukBC1FBnKLrwTlRBAY6CUO3cShk/i0Wgm/8qej2Dhi3WSPa7f0GB+Jeedru2yZCokikfFtCYXITcY/pTQIKfjEYyUOnKwgtObsTJmLc2X8kmLEE9QrlppvqPlQLQlGyopaVTFa1YzXYaIes268x8apJold5RNP1Oi2K+zaZKmVFdWypFoyVP0Yxwn5wjM+QUfiTKXdojlFqZQUb7i9y1dfNLQDSbub0OxoVlua2aUy12yv8s57m7zwSpmzy1WUNECU8WWHKFEEUVqYafc0jbZLtVSmUgq4ZlOPO3b3OD/f4MylVbSTsP+U5uNfKSOUSsEt5PBFtAYwYC1RmLB1Xcy7X9tlopawe6tl3TgksUMQVoljh5WmQxwpokRneZAiitKVNIoHHh9jU0PbndeU0Cq13J5v+CytOiw3JZ0ATp4f4+zsCnfc0fyPBw58rXPHLXv+YOnSwXB8/d6/HwB3zElGy5euPnT81G8eP/oF+aa7JOsn1nF+zmO54VAuKcp+TK0U0w0ssclkjCyTjw3oxOIkECuBl1h8k7rVQmMJE0FgJEEiCY1DZGChXeMrBwyWhL98NkKIJL1INr1IkIklqRaIEAohJFIp4kgjjcbRkqoH2yctFcdQ9gxlD8qeoFKSVEspHRqpSkZrMD4SMzkasGGyRcIKv/bnPk++PMWOcRgtZ9G7LKmWYsqlkEq5S6lUxlMSJTMOTkoHosih100DQCtQtHuGVtekLXMVlwtzI7zq2oAff9ccv/pxzblVDyEM1kaYxBLFDmEk6QWpjbXa1VR8l3LJp+yV8b2Iainkll0hrhNx266Y9z7QQas4KwIZhLDDpDyjdMZIhJB4jgJceoFmaUWnvp0kz3myI5aDHCjOjkQSZbmQsYIeilbHIU4EnZ5itaWyCQgxK82EC4uWc8s9Rka/LLdMq9+8OBs/Ecfdg98IbP7/DfDf/r0/4+AJUep2Xn7H4eOviFdOGbZvbnDLDkO1NMbMYpmS7+A5Dp4raXVigshk+nRWdChk70me0SdZVp//mRGD90YQGklsJYnRRMYjyW6W4qNfpRSghUgrlQr8ksXXFl8leE5Kk3zXUvIEJVdSLknKvk4BXhHUq4axWsx4PWBqrM2GqSU++BnDhx9ex+a6YqJqqFUU1bKiUoZyKZ1TeGnJcPKSh++m9lvInX6CXqjZPm2YnujR7Ll0ezaL4pLVlqZa8qmW67z3gXlOXZrldz61ES01FkNiEmJjiWJNECq6YWqK6viSck9T8hxKXkKjleYYrpOkBTMnQcu0UULKtJwvsiO1rghAZCAXNEzmsjRpXpMkEmMksRnkO6mdOU/wBUmSqVmZQzNP+KM4rT43O4LlhmVpJWJ+NeHisuV8w3DLNcu8+Z4m5y5+TWzdGr7jjpv2nDyw75PdG257xzcX4DdeU3UXFld/+ssHl376ay9F8vxyjV/6SIk339niPa+9xNTYCCfPjyGFB2ikhG4vyZp5c1CnenXSB/ww2POf9cvsmVMu1XJFP1Eqcm4gq+SliZWWBi3JPC3gKIGjbaoba4HvSXxXUvIUJV9RLUmqZctIJaFejRmrBUyMdtiybolnjwX86WMbGPU91lUNtbJIwV2SVHxDxY+plgOePQr7j5TZOWkz3jsom3cDxW27Lbu2dHnuYJ1OYOn2EtpdnYHcoeyXKPl1vuO+ZfYfm+eZw9NgFcYk6TmKLXFk+36SbqAp9ywlX+G7Bs918NwETxu0TnB0ajFWKm0YkTL1+iAsggGfGyTnaQQ2uSJlcvm1IMVmwI5N6t0fvCcDfCY1RoJOL+2RnV+OODcbc3TWokpdvu8tK7zljoCN4x51P5DzzYV/8/gzIy6y/ItA+E0DeKcTyDhq//wr+/7LT+ycuuR2dpWZnHU5PQ8f+WKZk7MN3npnk21TMNmdYLXl4UUKa1M+nBcWUvCmDbQmof86yStuNo/2FpNV4vJihbWWQuV9aMXNS9V5QUfJrGKpKJi20uqf5yp8T1HyBOWSoFqy1MoJI5WYejVgfKTLhskVnjna5ef/cB3nLtS5asJQL0OtpKiUFBUfKn5CyY9wnR6NnkVJhaMsUg4+WWLSCBfFLrVSRCc2dDKfdaeX0OpIGiVFueXhe1W2TUf8u+9v8H99SPL04XVYFMYaksQQJzFhbAgjRS9UdD1JKVD4rsRzbTrtVhscJ9X7tbIpwFUKcJXRFCHscINuVtq3WRCxmZclyQCfmMFzkpCpV/Sjdty3A6SFtzAS9ELoRYalZsJSGHLLdU3efFeP+65TBME6XjpS4/SMy3OHLrgTG9S/+tf/4oedXjf4137J+1uX8//WAD9+vsGFxe4vHnn5S//nhRPn/ErNsnNzFSlhpBQzt+pw8NA4J8+GXH9Vwi3bDVECSgkcRyJEWkrXJo3keZQ2xvapi+lrtGCNTbvIMwto8WANwDPanSWWKUVRMvOWK7KyvMDREs9NBwD5XjqSoeRZKr6hWk6olSNGqiFjtS4bJld55kiH/+sPJjh6boytY6nCUi1JKmWZRu+SpewnlP2IKAn540eqSKVwpEWJgUxobL6sO3zP61f44vMhrdCjkwG83VW02oqGp/FdD8+psXtzzC/84BI/9weCpw6uw1hJYtKyehSnRrMgNAR+anf1PIHvCDw3rWy62vYrtloZpEq18bS3tQDwQckTyIIIaS0hVVuyRD4HczZ1wPSLa1nkNvmNnK7OYZzSTq0EU2OaB+9ucMMOqHqjnJ0pM7/sMbesOXUhITIdgtYp/7l9X/wXD73+tcLahZ8RYvL/WYA3Fk5hjL3zy4+9UJpf9Niz1WW8Klg37uDqNNFaVze0ez7NFTh5QVEpWaRIgSWFwKgseic2UwcGEdqYQftVCnSR+ihyUOcnfs3nygGeezDySl4evbXOfScSx5Gpf8MV+F4686TsJVRKKbhrlZB6rctkvcGzRzr8/O+P8crZCTaNCsYrBWriayp+6l8p+TElL8RxAi4ujeIogZImk+UGSWaSSOJYsX7UEscRzchPO2WCtEum1ZOUOgrfdXAdH0ePsGdTzC/8wAI/+3vwzKEpEiNTgCeWKE6ySG4IPIMfSnqu6lMwxwFHpxQt9alYtCSjKSCy5ytgPKUrZEUhRL84ZLLiUF4tTpJB0chkeVSfYibpautoyfYNDuPlMZaWLee6ikZbsdoSLDcN7V7M5skSOzcnzJ5/qXT82M47xVrF5+8a4BdP/Ql+ebZ85vCj7o3buiyM+oyUBa6TsG5M4buaakXS6RniOF2eHS2RMnXuSSmyRlmRglsVwVykIbYPdJvTkfz11/lsUgxMVIPfJbKytcwaJXJ6Ar4Dnmso+ZaSl/LncimiVg6pV7pMjDZ4/niPn/vdUV4+O8mGumKyYhgpCaq+pOwryiVByU9vjrTUH/LMYUG75+Irspss5eB5E0KaeGkqvuKu61o8+0qNTpTSlG6Q0OkqWp7CcxWu42b8uc41mw2/9EPz/NRvw1OHp4iMJDIma5Ye9GAGrsRzTRq9nYGPXqv8IKMpAxonsyrvlUCeF4VsDvAM8ElfeWF45S0ICMVrKKUlCAVnZjykTH0unZ6l3Y1ptWN6gWEh0QSBy1K7w8ef+Kz73e99qPyrf/TZzk98z5v/7gF+6Mh5Ym9T/eChD/3W8sL8fdNTTXZvLZMYl26gaXV1OqahK+l0FUGcfnlBKr3mPYMmPylKXDlqFwBt+sAeNAWTce/+xRBi8DuE6JuMVB/gGT3SaSRzHdJOIDczWHkJpYxeVEsBI9Uuo9UmL50I+LnfHWX/mSmm65rJsmGkBBVfUCmpTALNo3eC78VUyz0e3++y2vAZHR2UyXPAGJMnX4qpccUDN7Z5fJ9Ju2hCUwC5xHckvqNxtIvWJaQ0XLPZ8v4fmuenftvy1NEpIqOJMgdgantNI7kXyb670NUSrTMTlhQonZ8b+p8vvwlzqiJyVxqDgtDawxSejSk891feQdCyFgSCMISWSP9OGKXftd1NZdJWDzqhISbGL/fYuFnd1108+3v/4r3v+qc/+Obzq/WJ/7mNsv7nI3h8jqh96aeeeX7+PX/8eUVtxOX+G1d58x2GzaMevaDMUsOn0XJpdTXdXmqqT5cvMXQy+mYfKzJVRPR/NgD314ncGdLzilyfe8vcQTfg3bljUKu0sORoi+OkjcW+a/DdhJIfU/YjKn5AtdxjbKTBC8cCfvq3J3jp1Dqm6g5T5YSRss3AnUVvX1Ly0ujvezFlLyQ2Aa3QQyiJk0fwPgcX2TKeGcQih4rbS+0Coc9oDvJeQsdV2ZYoMvXE63wDWsvebZYP/NM5fvK/GZ46so7IaIJEECYmi+ICPzJ4jsV10t5VneUdWqUWYSVldn6yrvz8uWDM6t+YxVxnDbj7QagQmIbBzfCf2QG4e6Gh3bM0OrDQErRiw+hIjzfc1eDBGyIcQi42zr7nqedePGmS6Gf/TiP4xYszTK9bv/WjH/uN6x15ktt3wBOH6vzGX5T57LMN3n1/m1ff0GH31hKXFkZYWPFpuZpuoAijVErK+Zop8DjTX7aLJ0wUIsWgKmmLa2YetYtJZb7cZh06KkumtM46gzITUu4e9J0k480RJT9gtNZhpNLimcMxP/PBCV48tY7JEc1kKWHEt1QzcJf8VE7MwV3yEnw3plYJOXzG8tgLFVwpcZTJkriBRpEnzlGiiI3m/lsidl7V5uS5EpNl6IU2PYKETi+LwlqhtZPNg0m16+u2wi/98CI/+9uGJ16ZpBeV0mJYbClnHm7PIQW5zlcv0+9tlSrpr3BKigLARQHkXMZXBiC3wwDvOxQHK68pvs+iepyNteiFllYX5puC8yuWDdNtvuWmBu++v8POaYfF5Uke31/i5OxJrFO6/n3f/aNbZ2Zmz27YMP2NB/gzBy4x165tO/rUc//pxUPh246f7KFw2DxmqbgOF+Ymef8f1/jabav88FtabJ9MmBJ1hCynYNOSOE5lo6GlrBjN7SCBKS6Jl0WQNLZkEXwNuIVFqlwWTMGgVRa1tcXVBscxeI7Bc2N8N8b3Qsp+wNhIh5VWh68ehF/6yDQHTkwwkYG7XrJUS4KKL/paeaq8mDR6uynAS15AmCT0uj6+Sm8yKcSQky8vpKSJpk65vA7SJt5IFABucN0E19E4jkynCkinD3AE3LBd8Ev/dIVf+ZOYp46MM9Oo0atI6omlGlv8bOKA59hM+8+VFNuP3jlVyQHe/7zZhy7ivM8Qs4ti+9eqYL8tUMr+9TWWxKbJZp4vdHow1xQ04oi9u1b5kbc0efAmSbs7xtmZKqstj/F6wkily7py822HDz2VXHPtnn9h7dkzQmz9xgK8ps7iSf+OS43D7xhzznDV+glWm0k6qqFimKgZltseB49O8ZNnS/zAm1Z50209yr5LkqSyYCTSBKfPv7OijTV5wWaYihQBnp/iIivML0I67iGP3nYwAas/HCi1xTraZGMmkj64PTcD91ibhZUu7//jMp96epLF9iiTI5JJPwO3n/LucpZYljxJ2bNZBE+5t++FQMijL7msRC7jHkN+bMTwCpUkafNDzdO89uYOzxwNaUUeI1nHei80uEHqVXd1CnCtLEo6CJkWaLCwZ7PkV/95k88+0+UXf38dFxZH6dY1dVdQjQ3lGLwoHb3sqnSgkZMnmlL0k+D8uZioF29MIfq9Iv3rA2soZAHYxfwpySlLknZbhbGlHQjaseUN96zwww918fUYx8+lA1SbHU27l25fvtIo8+QLZ7lz9fA7grj8x91u98w3NIK3Wl0qFX/X408+8X8cPf4se3d2aLY1F+c1K01Nq2todxMmagnru3B2scbpC4rGNUnasa4Mrk0jQ14gGKYnqQTYl6HWRu0iLclOdB5Z8nJzrgKoHODKomUKbK1ScDs6wXUSXCfGdyM8N6Ja6qJ1h8f3J/ze52p85skpQlNjqiaY8FNakkqAuU6uskNkkbsYvSO0DvjaoTqdULO+nH+etRE8SzSNJIoVvqO485ousUkB3o1E2rWed64HJk0OdTYbJpP3RFZctwgm6oL3vKZN1Zvh9z/X5auHxpmNSnR8SS22VLRNQa6zPETZLC+xGcjzcygG3nEJkkEUX7ujYJ+q5CMqWMvNC91DhZpGKg2n/4/RsmXnVJU4GuXwhRKtjqLVU7Q66UjoRithZjFhsZ0wdvI57rltx/9x0533vxgF3eOO9zfPPfwbAX702DnOHvsStVptw+KlE69+5Jkub763w+07DY4epVpON19q9xS9rLP9qo2wacphaTWi5KaDMrUySCn6NCQxYphrkxUThoBdkB6K8pWwa6hJXpVLK6TpaDeTeb4zcKvUi+E5Ea4b4Tsh5XIP1+3wkYc1v/zfpzi5MIbj+UxXBWNeQs2zVDyoZB32JS+tdvpZQSj1ryTZSpDSk8VmQjt0cZXClbafYFL4Krm9IMk8G2HsUHJ6TNe7rHaqdCORjVtLcwXHSTKZT2Vyp0oBPpS4ps7Ht93b5rZrF/ilP+rx4S9MshxX6HgOFUdS06kHx9PgKvrNEDov+mQrn+xTlUEBqBhUhslKEegMrcBDSagZcPIc9L5jqbuC8+drPBo4GJN29OczFFvdmOWG4cSc4cZrQ/ZsTHjuxZOvPnxabWi1GsebK+epjf71qsrfCHBjDCPr7tl29NihDz75/H7GaxJfJ9RrLdZPeLiOS62s6fTS0QNJkmbmtbJJzTnW9Llw3tlNRlFyRcHm+mqfkog11CQHtx1Ek6z6JosAlxYlDXIocicZyGNcnVISzw3wnC5n5mJ+57MV/uKJcU7NjVIrO4z5MOolVD2bld5zcMsM3LJfFPIz7u256Y1TqwR88mua42dL+NkErn67GAOU98c42MycFGv2bIW33Nbi9z4/TrusqWWzR7wwyxuUQWuZja2jAHKnEFLTVWHLhORnvrvD9dsv8NufGePU7AjLcYmOo6koQTkDuitteuNkKlN/9cvPay4fkvLzQaXTXq6T54Ept07Y4VzKZFW5fqGOQZ60uJJOyNJKpAlomE7LavcsS01Y7hqiSNDuSkT0AvfcsfuD27ff88ZOp/E3UpW/FuAziwHrx10ef2rfplNnjuyIeyE71rvsWF9Cqy7j9TauE9Mu57P+UgeZEOBqg5e52JQanBBjc5us6KsjNo/WBRnQZheMPGLnIBcDYItsMJCUOcBNpprk0TvB0XHauaNjPC/A1QGtJOQ3P+by+5+d5uJSHaNKjI0oxlzLiGsoZ5G73C/fy8ynklGTTDvvg9tNq5dBFHL8gkc79Bj1MhUnLzrlqkRehbUFT0qkqVU02zeFKK9HK6zSdQWlyBLkANdJVqhRqY4tcwvwlZJXxeRIhx95W4d33D/L73+2ye98YpzFboWu9vG1oqwFpcx/72bdPkqKrLpJthraK0dyrkBX1ioscFku1Qd6toeSsUAAxiS0uia1bxiI4rTg1Qokq4EgSiSnzyuuGhf4bsKRIwd3KCU3XbXr7jPWthGi8rcD+PLSPFFYm4wMH3vh4Jedd9ynqPiSdWMdyn6HktelVnEJQo9ONy30RInEZiDPHWtC2jwf6oN5WP4rPF/xk9iCHGj7wB6iJzJzyakkBbhO0CrBdSJ8N8R1Qhq9kK8dkHzk4RqfeGKcXlLFdV3GXUHdNVRcS9mzlN0BuH1P4nkSL6MmaWEoUyYygLtOWvk8fcny1efLhJGDV7GXJZj9VbHPwVMrahgpHEfzwG0t/vRLbY5eqND109EMgWNxY3AigxMalJKpbi0FUsjBcB8GK2JiJLGRlD3NunqXn/yODtdsCfjww1X2HR5hoVuhp1wcR+NrQUmClw9YyuVVmdoq+oY1UTj/WSRfa84qRvR+0KJAVQo3QjoqDwIJ3dD2AR8l2ci9AJqxpZck6Y2wBA8/b/H9hLHJLzm333nDx6Jo6cag11j4W0fwq7dOyv2vHLnjC488PvLFZzzOznd5051dxJkYQYKJE3ZsCti1scnEqIsULu2uRxgrjEl7IvPUu/8Fyd+LNZF7OIIPGX/SHp00kvdLyqZv90x5t0WrJAW4Svp0ROuIRjviyYOCP/x8jYdfGGG5UUWWfKolRd2x1FxD2bGUXUvJJYvaaeQueRLfVfiuwHfJHHomA7fBc1L+rXTAsQtwseGnhZWM3w4XTgY3edoHmYI8NpIw1KyrCXZt7vLyuZhO5BBkM77dkBR8Kp+smxdqQK7xafSTd5N7s1N/+Lsf6PLQ7St8+cUWH/pCjX2Hayy1yjSkS9vVuErgSoEnSXs4ZbpLnRKDm1SJzPZ7hQh+mX9lbSQvrNRr/45BEhvoJelWMVZF1LyAG7a12bWpRxyJDKqKt9wVsmu95sTBL4+0t5XuGJ/a+3n+muFBfy3A5+dnPVeJ/3bmzExlXbXE2XNl/v0hSzeb+ReHhm2bO1y7pc3dezs8dOsqOzYootCjG7okicokwWIDsOjTD1tUTPr/Kpy5IWpiKRr0U1piMs5tUDJJB+LnaoaMWGjFPP685nNPVvnUV0eYb1YQvo9TdahpGHHSTp6SQ0Y7oOSK7JCZ5TTj3a7Ay6N3DnAd47oxvhtibcSjL3icvVRiYkzgSJPxWDFo9C1EOztkN01HLGxdJ3jg5g5/8XRIO3LoRgLfsbhxGsWDyBZWKdXXqxFyiKakhxw0KphUby95Ae9+TZfX3bbEXz7R4rNPlnn8QJX5RpmucOm6Gu0otBA4UuBIiSNsRrUsClGghsPy4RWC+ZAKZnKgk7sSU2dibCEwgm5oiJOA6zc1efC2JvdcF7JnM+zYqOj2XKJI0Ak0y80RllcUvXiuMjIt/1s8N3MN0P2fBvhSIyGOe9/VOvNk/dvubXHsnM/J84bF1YRWT9AOBZ1IstKq8+i+Oo+8FPDxx1f57tcs8633NVg/5tLseNl4YtXP9OlfgCLQL/cEDiWUBWALYTI50CAygGud4OoI34/oBQlHL8KZGcVHHxnh8/tqzK9UwPHRNYeyklQdS1UbSo6l5KTZvO+C76QzCVObqSwcIvtzm4Hc9EHuOml72skZw8unPXCcbJm3hRK9GEJBMfHKmwLiJB3nvHd7wLWb2hy5WKbrC8qxwIssgSKT9kwWvXM1JZcgB1ylr7NnUqQxKps+4NALHUqlgPe9IeCtd63yxefb/NmXypyZ8TlysUy46hF7mp7WSJVO9VWAzp7zSN6nLgyS/8sefTVF9FUVwwDYaXeWIe6GbJ5o8I77V/iOVwfs2uSiZI2VZokjp1162fTbVsdhfkVz/Dy8cibi3ckLjI789VLh1wV4s9kQURT++JeePFAvqzaR8Fk/6eLoiE6QZEPQLeuqlnYACx2PQ6fW8W9OlDk9O8O//M4mE9WYXugSG4Xtj3IYBnfxTu/DO8/U+5wvLWqklMRkuzwkeF46STVOEmaX4JGvaE5eKPHYsyUurpQ4OVMBz0OVNb5WVLSlok2qIjjp4HzfSce1pSDOD5kdKgM4GefOwO0keE4avdMbK+T0Ahw+U8aRw/Jgn6Iw8IP3FYZcSTFZX2PscO3WLrumOhw8FdOJHaqRINDgxulMQFUAuJQCIeVQJCcHUt/0JPrJbN5HGSUOgeNSK4V8z+sD7r2+ycWVJo8+53LqvMcXXygzs+STdB2M1ESuQkiZrhRZV74kq3hCn7awZgEuWpqHonjWwW9NAlHIhtEG//LdS7zvTZYoGmVuqcZK06fd0/QCnc0oV7S7kvllgZRNNm3ooeOXJh6890f/j177wgf8yqYrpm9fF+CHX/oCcZIwd7HLQqNOtSzYMCaYGHOohiobq5vQy2ZEj5QMVVdwcqnC7/zlFOtqIf/8PR1KfkIYa+xl4xxEQWPKeZkd6NxDkbtARVSC4yVEieXUecHLpxSPPFvm4GmXQ6dLNAOPIPTAcVE1B08JygrK2lAq6MCezn0auW029YV7GS1xXYXryuwGsAPu7SRpZdFJeb7vRlgTMrcsCayH1hJXWnRBZlsTwPsgT+xwv2MYOwg0k2MhUvVoRw4dLVKlIxoYxrQyQxVImYvUAPmwI0QWVAatZflgJCdR/fETncBlejRky7qIW64K6IZdvu90g4NnXB55xufl0z6nzvlEsQJPYaUCIUlkoRpULOavAfhQdctC2rlvwCYQx1R0l+//liW+71tCuq1Jzs+OMb9SptF26PQk3VASBINRzmFsWT/usrsqWZij8tmHX3yPlOoD/1MR/FOf+xzLnaY6ceKQuO2ahJWmS5RItLIYI4hiRRCR9QKm1bZON0GqhIurltllxZkLDpFMKHtdBBprVRrB+8nk2rEFKaDJ5pc42oIwCJnqop1eGtHPXJD8ycMenUjx0iGfE+c9FtsuQeKCdkE5qJrClYKSgrKy+Ip0nJnKjEcqjdquI9KiRxHcjsTNaInngueSqSZpydzRBteJs4poRMkPmV9JeOSpKo2Wx+iIQGdafG76EldYvq3NGgj6XFwSBIqJccVDd/X44r4u5xoVuo5MaYoGJ7Y4Ua5ZZxq7TFK5kOKsE9n/Hcbqwu9Ige4mikQrYicd+xBFTiqlOhEVN+LevTF3XhPw9lf3OHZesv+wQzdUfPiRMqdnHRCSTleThCq3b2J1vvSukYyGAJ5rpAZIa/aeCtm+OWR03NBY0VxaKnNu1qfVFQRhOng/jCxhZIji1Hbb7gjiRLPSjnho9Dlx7Z7r1f59n4xvvEKD8hUBHicWz6v+5nS9ccMNOxfpBWVW2x69TOtOxxWnk137e9wkmg3TPcYn5mlet0p1LOaZAy533BhS9iKsiQCBsGLoxi6eiXw4T6Mj2H9As9SUlHzJs4cdPv2ETy9S9CLFpVkXIzSRdTDCAa0RnkZLiasEvrT4GbA9ZfGUTT3gOtN89SByu3lfZh/cKuvRFP3o7ToG180NWkk/ertuhFIhX3lR8RdPV1GuTuW2If799SN4roUPutEVvZ7DW+/u8qmvNfnwoyO0Y59KxsOdnIdHAwk27xYSQvYBlv4qWeD6BYCb9HrFOo3kjlbEWqPjJAW6SlAqHaQ/6sfcvTvmrt0RVgS88zUdelE6zu2vnvB47rBLyRMsNhX7D7o0OzJjSYKvT8pTkFubNojcfmNAY1ny5w8LVhuW46cFzXaCyQeBxpYoNoXptunOzitdwUpgWL8pvOGu2yu/ibA/8j8UwYNuB9cv1X7+1z66+9kXO+qLz4V8z+tb3HCVy2qzSqubzskIIkUUi6zknlbtJupdtm1oMrFxkQ9+yuXH/0Od63Yk1GsWk1xZ4R661TPVYbWt2PeyS7OhkFqmM1GsTiOT0KRzgTVIjZQSR4oUzNLiSYMrUyC4Clw1mNGXglwMGh502giQNx4XwZ1G+MxW6+QRPCkcMZ6OsDbk4qJLGPh4IxI3K3urzJU3VMXMO3oYlNcHIJckRhFGDqNVxeaJEFf06MYe3VhQ0ukQzNxDkhe0lCzaW2X/d6W/Q2bFH1MYgm+ynskBNYrjJKsbqGz/o5goTlBRWkvQKkHKmE0TJlsxDNds6RHaLlIbGg3Bvpc1qx2J6jOW4aS6CHKBwJh07vp1OxJ+7UNVfu7XJ6hOjbFjwrCuFqDlII+IksGw/dVAsNA23HB1gx95sMmWqYraPL28O67+YG1pOWiOj3l/PcDPzcyilfrACLOv0T3NoXPT/OJ8i+97wwL37e2wY5NPs+0TRE5/qiuA78aMVLuM10N6q5KTJ10uzHmcOq8RQzrZ2ju7WBrLLo4QmHzLBTLPqVCDJEfKTMrKQZ2VnSXZxq25blx41lknvSLbeo8+uNO2LoWbgdvV9C2maQTPorg2uFl11HEiPC/i/KLhj75YAe3iSDFIMPv0RFwWwYv6cD4kNAVbOlgnjBze+1CXv3y8y6G5Ku3EoRynm9KmLkA76MRReU2gkOyJQY6TUiFZMHjlh+l7YbRWOEk6L8XJgK7koGiW+saz18Jkg4MStLAImzBRNrz5VQZEktFMQOT7Z+Rp5tprb5HKEEawY0eEXzcsNFPwNzppK6EQmfMwkfQiWO5ZJsY6vOWeZb7v9ZYRf5QT50t88bH2ax54/bkPxEn8o39jBP/1P/wrrJXujvFTvO1ew9Mvuzx9dISf/i2Xt7/6Ej/6thU2TykqwiFJNJ4rkMJibUJiehw5H/FHX6zwe39Vp2c9KKnCmDBx+Rftu3hygA8nL0LKfguaEuCItKzsidQt6Mj0vZZknoqsezw3EmkKc1DIdmYbdNUPAC77tMVzbb+lzXVNYXBOjJNFb1dHSBlydlaw0PQRWuNJhuiJLH6tNZe7aDQr8uM4UYSxw3gtYOt0lyOzAd1E00vASwROYnHijIfH9JWlQQldDXUq9IspVg7myfR/nyBJDDoxJEqidL59ucrMaglSmWylMANpNgO5yH836ZQskfnUBbYP9Dyvujym57lWwg++tUdsFvjQ5y3nFkY43fCQiUw9Ra4lNgZHhezY1ObH3rbMt71Kce7SRp4+WOeJAxG7th/nVbd+2I2vwBIuA/ilmWVA0F7qsX1dSKWaUK9qZLPEf39kE0++0uANtzapuoZyOeLBOwPKnuXFw5r9RxwefbnG/pMVUNl+GnmWLa4A7gzgomDJRAgkgxJxOpUKHGFxRAbajALkr/s/y4L9wApKv8HWVSIF+xC4Zfrs5kDPk88M3Hn3jzZ9iuLolJ+6bkRMxGe/VmJuoYQzonCLHo6igrL2Ww95M8SaJFDRC9IJtm+6p83XDvRoxj4drSnFhjArpys5METlhjMhDIPOoTzRLLQJWjAmm6liIVHp79RGECuBTmS2i13q5YkzoA+KaaZfYJPSFApv2WtZBHcm82YSb//KF14LkW6R4joRP/HOgNffOstXDqyw76jPwUMevg/339VjxE+oeoYHbo7YNp1S5ZU2dIJVNq4TbJ2SnDm9ijF/A8AvnPhLfN9/1dPPPH3bxQup4Xz75jlevFBHC4fJmsulpQk++OlxkjhGeTGfeCrEU5YTFzVLizqt85ZS3VQgsy8pCl9wGOb9YoEAlT8Li4a+1KaykrESeZfO4HXum9BS9EchFIHdn4OiSPsRrwTwPOHMebfOaYnN+Pawl9x1IlwnZLZheOFECbSLzuiJLhiUcmYm1iA8reYVXHf9vlTZ18SjyOHmnQHj9S6NlTKdWFFW4MTpd1GJTY+oCHBSkPd/kVzj1BRZb2Q6pcooQ2IEjhEkSpIoQ6IEcQbyonktt0PIHOQFUOeWCYHJQE5mac5rGMPRe9C5n/6dMPJQyrB7U8zeHTFzix1OXQxwlOCa7QbPkUSRS6dXYXFFI4WkE67w3DGXemmCx553eOXC6G233vXqV/3exx568gff9borA/zZQwJH2zc/eTC6abo2R3lE89nnXOaWHMb9BE+DKUFkBbFxCBKXCxcqJAZQlrEJ0bdIiqGjeAcPRzSZ3eU50AfgsP0IvtbCqXNvROYBz62eaXNx3qmS0hLV714ZADtvvk2jd8a5NX2+nUuCacQegNvpuxMjBBGfecLjawerSE/jSpHO3+47CAdtdAPH39pqZtbd1I/iaaKZGEW353DXdV3ecm+L3/lMlTDxaCcSP7EEMdnKVXT9mYzOmTU31NeL5GC0zIYtiT64EyVRyqQRXcpstERueTYFgBeALYdtFAOaki/SBffJGqm8WAVtZTe8koKrN6X5wdxiOq02rcimgoajDdNjhtff2ePhfQ20jLhrb+mm3Ztbb47j8MkrRvDFhQvUapWHPvO5L3/34aMtnmjUCaxgYUlT9wWVukFlHyTvzIiNIK5kz/mwzKxDPi/NrlmZh8CdL2E5AGQBFJKB56E42iCP3OkWJPl7sghOvw1rKIpn3TCOGgZ3Ok5hTeTOejbdrL3N0XnDQVw4IkIi/uzRGon1UP3qZTHBHPQ15srGEAdnTbuekel0qCRPNjUCh3e/tsMffzZg1UR0E59uInBi+lFcSouMRd90lsqFa71HsiBNigLIBYnOhi6pDOTaokxKVxJlUUnqYEyrx7JvTR5IlEV358DG3G9KKQB9rZ5S9MfnU22TbOpXkk+t7c9BlGl9iHSQUtl3ueuaHtvWQRD6JEmHpaXud++96XWPnbtw6YtbNq0fBngUBXS7aqcjGzvWj7RRtkwQGjZuKfY+FjwUWdtRumGRyZ7T3QGiJFcHCgWsHN2Wobt4EOHsUNSTa16v5Zw56IuzPZQSAy6eOe6Ght1kwNZKDJSUvhyYdtynjck2i9yDBFMXorfnhLxwQnJ8xscqByUlrjTotT6NAgFfq6Lkx3B/6qDokySKKHbYsSHi2qvaPH2sRKRcurHAl+AkFh2LjL5lXThxxsORKV0Y+pWiEMVFgRrlQ3pydSX1u6TgztrZlC2AO/cC2cwmkEdy+quHEMP8ezBrZW3EG1690nmNaRtfFKUzxqNsvmH++awttCrKKkpCEEpOz/TYqZs7rku6O5Mk+OJlEbzTXgbTZaUR42ifXZtd4kxgT5LheRdJNmYtzgfNZPsmBqEliNNpRfmo47U+4CJN6UfxAg8vLuuq7/keyG4DyiLS7nkxAHeaZIp+t7jug1sOAbw4/CfttqcP7H61sh+5E1ydFnbSrqAIS8THHy2ztFRCeDrV3Ys34VoPSjFgFbtczHBUHdKmjSKKNBNjknc90OKFEzWCxKejXEpJysVzO6uSZODO1wqTaeK5MTejKmv4uMnmPa6dRJUYiTL5imT7r1OAy+x7mn7bXN7lL4QcNEcMgXwA8EFhc2CXzm0EUSwJomw78VD1t4eM48GQz6H+zgTCKNXJJQqSiJn5ZcKwdzlFWTj/UZSUbKh1eOCOiG4gWWk6NDsi/Z/EgzFc6ay5tNIUZls8d3qGjgQZZBc5AZWduCsuTIUErP9cBHQxig+NFxtEbFmM4EoUonhOVyRKDwPc1dkAICffOjCrcGqL0y/Fm+x1MnRolXbuHDoLH3u4SiBdlFRZ9XL4RlxbwVyr/hctpcM8PFuqE0WcaLxE867X9/jDz3c4cKpEpBw6UuImJlOPBDKxhfNk0/aygjyXg9yu2beoGMkTA7ovIVp0ko+VMCkV6vdt5nNZRP+Gjtfw8YGP6EoNEoM6tmV4ylcQKro9RaurafcEvUD2AZwP8cynoMWxJYjSZvfVlqHVi3nu1Cv4j17A2gFF0wAnTl1kx/YN5R/7ud/c3mu8wL17V5gYqbC5NMJKy6PbSweYx3kXSkK6JXScRu1uTyFljLFxSk+sxWaJo5Hiigjv39lroveVKYroA2ftOGRZiNh5kplPbdI63+Q1495qDbjz8r2TNyabdGZIv0Us7+mMsyNCOSHHL2paoQtKZ/TErrHHrr1xhxE+PNBojRaedeMMCj+aiiPYvbHHgeMhifHoGhc/ST3bOuPgSqRl7bSwlEdKA33Pj+mf/H6FM7OF6P5g0/RnykAiU8CrbHcKaQYTAvLpWkne3d8XAAbJpZAWmfPvwvVee5dbm20vHqcRvBMoGm3JSgs6vXQEXRxng1mzwJrOj09Nfqsdg3AiRie7vPWuJnfcOLH9mtt/qtz5lR/pVGrrU4Cvrsxy9Fjj9bfvnvqpj/1lid85UeLGXT2+7b6YiRFBzx+e1m+yMblxki4hna5EKU27G5M7AmVWq5Fr0D2cYNKfV7iWnvTL3GIQrVPaMjzAU2UDPfseaVUAtRrexdhRZFp4Cu4UwIOhQE6RnhSjt8r6Ot2Q5Zbhv/x5laWuj/CclJ5IO7SqDAbnXNmRMQR0smkCeRN2P4Knikoca2plzT/7thZffqHGUuASSk1XStysh3Iw8iGL4EU/vTD9QpvFZOA2WOQaZUVkEdz2k/Qc7EqKLIKnlCjpqyj0acqAhw/aCUWBf+eDisQahBft04IUU0sNWFiO6PTSbcXjxA5oSZ9BpA0gBsvb74vYe5XPcsNltbfzp06fOvZkFHX+sh/B4/YhOqHLhtp53ngHdCOf0ZoLBFTLIdXycEEiPyE2ey0EzC71OHLOoRvK/ryOvIC5FtSsiW4DFUUMQC7XUpThwTR9YEuBVIPxY6oAai0lOqMkug/wnHObflLpaNMHt6Nz/8Vw9HZUhOuGfPRRh1dOlkA6SCnxcmtsQdrs7xGffcmv6yYsRPP+ThUFmhIbmW3y5LB3R4e33dvkDz/vY7RHV7p4UvSLPkoKIpGPQL48kotiJC/w36InxihQNl0VjBUpuPMpYQaS/vwUMQB44TkFt8gqmgXKuQbggyqn6DMWKdIRHJVyxJHzMLeoUMKskTbtwGac1Y/KnuSlw3VOX9AsLIdsPnWeHVdJgjAcUJReLIhRRITs2bnA+vESxghKXoznRtkW1IPlxBjRX5ocldDuBXzuBcWx2UmqOvURFOeBDFf0ROHLiytG70FiKQbRvB8h/yaAywHAVcFDrTNfikOfijhqoJY4heFAA86dRm9Hp1OrVhqGv/pKlcWGB36mnohCMvZ1KArFhoACAb+ibJdLhkZiklxN0YzWFN/ymg6f+lqPpbZHqDTdRGbypMjUGzFoxpZFppsC29pB14/pR/O8KVig8wROZa9l9l5Couif9yLIhRSF7vt8iGce4PLV3FIcAzfItbJGFlLzmO/EjI+2uGFPmw9+eop2x0ep9NZUmfkqTiDJEmUpLCXHcmHVYAipl5rsvjZkfEzS7aXfXp8+fYyxsbFtzz337I9/+itzXFyBd7x6iZt3hvQSQ6+bfsicI1ZL4Diw2hIImaB0wgc/U+VDX5xkzHMoVw15r/GQ4YjCxWdgQqIPbHFlipIXToaAPTz7u9jhkg53Zxjc+c4GeeRWhch9WQTPx00MRk5olVYuT58RHDvrY/AQUvebcwfuwWL+IAqqRo70YS/KIJKLAj0RfSWj326WaLCaPVtDdqzvsXSkhE3cNIonKU3RBRVnkNwVjV65D1sO7E82i+Z2oJMbKfpKRTG3USa9lkaSce/8ugyCUR/cRqT8W4r+55D9az1YXdLAlRWKSH0u1RK87w0BUl3kdz49glUaKRWrLYnjwEjJkBjbTySlBYPlpl0B33JXgJYXmazf8uPX3POal06dOnFGJ0lC0O1NG2seOn5+lWdPjHLkfI2JkXSrbZsYMAnWJCSxZev6GF22nD6nEWjQDscvVSkph5pbLKPnhRhxWXTOdfXcOjw0tH6InoiCMiEYJJsDQKcRnGwUcFEHLx7ZltaqCO4CyLP96p3MGppHb5W91zpCqYjPPl3l+GIJ3AE9cQrS5eWUazi5vBJNMZclnHlFc5iLh6HmqomQN93V4blDZTAOcZJycSfJqrvJMFUarJLFIkQGcmsLFKVAV2T2OreryvxIz32SrRhSZFHdMACqyGlmgaowyKXy90IUaE52o8dGoo2k03PwnBrf9do29+1dRDsxVliOn9P4Jcv29QkmZrC6JZo4chgfkWyYEDz2/EUSEz4UR71pa+MzOjFpl02rKzGR5saNisRoWsse7YB0jFhiCZN0P8vDCzZtpUzSMQOukoz5lhE3HbvgOzbbKqMg5+URuL9kD2gIYvDztQlaDmhxBWD3o7kShSbcAriz+YSDbTu4HNh6MCCoP+JNmwzkcUpPVESpHPL0UcVffqVCt+dCWaOlwBHD1GTt5y/mGlcEOGv49xrJsKiLR7FmpKp5+/09Pv+1Ds8edbEVh27i4Qr6N5oSRQqY890c3AOQF7ecSpPP7AZTaTRPZMrHTSFq50m9yZJLaUSBf4tCopsFKSNSCpIDPBlc13z8RzrxLE16084kF2MFFd9h21SIoyOUStg+kWnuKtfNNWGk6QUu3cCl1XI40gRH9qj6qbtVYNDdXoxSMRjDrg0uJc+l0zM02jGNjqXVs3TDtIsjNinBh9zNB1omqdymctltUCLvg7JwwWWBnoi1kXvN6z4VEQNQS1XYvUGJ/i7J/RWjD/LcNmvRejBCWWebMGk1DHSnH63TQ6k0wXTdkChM+PxTZQ6dK4PjIKTKQJXNDSkkl0IOR/HLEuycLeRRk2wya6GSmYJc9rl4LheGoeaaLTFvuKfN/jMlgtglkQ5do3AT1nyWXAtnTQRPn+2az4LKbzaDUQKVD2eSAqsyKpDx8f6KKkGawixDM1g1+iPrhvKqQeKbr9JG5psf2P4ojTiRBKGm2fH6hi+Z/XdJf9ydohdoWl2HlZbDalPS6QmscdiwUyCIwMbo5XOfYFVqajR5870RQSiZXXI5M6Nwl0Ncx9AL0oqlMUU1tVAyzyKmziiCVGJo2ZaXAXrAy9f+eT+xHEowBzsQDKhJQSrsR+z88wwmp/YpSha504ht+5Fa958Hr50sudQqwnNDDp4VfPFrZTpdFyoOUuTOQQry4BWqmIXvWdSTci9Kii6xZpD8moJPwYAVRg7Vasgb7g741OM99p/yQLv0jMTNuLgyoJKBjyePnOSJXlIE+wDY1qYrX5+6yDSa56tKnuQbm4JdmkGhTZiimpJdS1Pk2/l1HrxPbwaIBUip0vY0ZQljgROqbDyGHYBb2L7yY4wgitJO+9WWw6UlwdlLMXMrMa1ewv6Z5xirH0k7lV48dB6tBCvthNlGwG1XN9mzrUo3GKHTVRiT8te8TFrspywmgf27uPAl+xGNgVw2UE3W7s5QoCP9pHJtBE/5drGaqbKVIncUpu1c2WtdnA++BtzZ4eRTaDODv1ZxeugIx4mIbcJnnizx1YMl8DXItKHZKVh4h6yxxaP45utw8MumPplBM3Ji87kmA6AHPYdX7+3wpld1eOWsTxw7WKHoCo2T0P9MIlkTMfu31uWRvDjEXqlMMpRpNE/fC6QRfR7e1/vziJ5f/yyCf93Axpog1+fjBe6eWQEGQaNYLBrkLXEiCCJJqyuZWzYcuRAwPdnmvr2WXuwQJT2Ea9DHzq5DSkG3F7HS7vBEO+GW3V1a3R5RrHCyamBxdolgmF+KNeAloyEU31/pvyFf0sWaE7IG2ENUpVimLxzZjgUDoBcOPdgENQe0UwB1rpykikn6rFSE60S8dEbysUergAvSQQjV7yJS2Uaqxapr8XzksMr9hEPhwQ4rKn1PSNFCm6Ste+kUWtUv31urefdruzzyVI99J9NJApFRdBKRGb4y0CVZ1C4w7iLzJvOloxgGehrYs5vQYmS2n0+eFOfcW2bRXKTP/RXXFJQcOQB3f35LHxfpZxjUR4qreuH/Ufxv1tQPHMdSrSRs22i4fVeZelmCLIHwwBr0m+/rIIQgSSJIAtqB4Sv7E06djRivCMp+xnXXXLjhDzq4djazDvYdhGseRZlwrUTY3x0tT0L6q4IYMloNgTxrTRtsNmX7S5uWw+AeitqF57yxNqcqSsU4TkyUxDz2bImXT2TaqEyTS1cMuoqGrAVSDNOTIUANQ8sWXvQbIAoekSF3YSIxKlNUEk0QOly3o8er70ijeDdJo3ggXHoGdCL6dEAmA+UiI7GFzzLYte4y6VKCVRZpBcqSJoI2m4ogQFoxoCpDcmERoCl9GZyPonX2CuekiBcrBpXPYmAkpVt5UKv4hruuazM+0+KLz4/S6GhGqgmeG2KMRT95LEQKQS+I6PYCmi3LgWMOo67GradTntL9YbJJSgz067XL7WA3rcKGRGtAvjbKDyUgOaAzDXnIfyLo773T3704b74dangYbF2i1BpwF4bi99UTlWr5A5CnFMXVEccvCT70+SpB5EDZyegJ/dY0VdwluKicDF2Vr0NR7DDQizTFFDYHMPZKXFxT8STf+4YOn/lqhaMX05svMYpOolKXYZIVf0iVDJGIfoV5reGpSFUgjcb5DSczji6Nxcr0GlkpUoAbMciV8khuBorY5fRk4Ilfi5v+YPzCRmTFv1ekNzKzEniOwFEWT2tedZ3BdZdZaGg8t4xULliL+sKf/eo6acv/4UtPzO05ekqzvOKyruawcVwyUtVUyqq/J43vSfxsK498zFnaqCtwHJGZm2SfVgx07EFklv0kUWbSXj4OOHtWckjyW3vkIxOKGnf/WQ94d6qgDIO7uFfPwEyV7f6go34zg6NDEhnyh58u88dfrIPngfJRSlNWlpKyfdUob3B2Cq1xg0pqsRAlGUyGZShBHeQSA9kxv2mFJGv8HfRCKmkR1rB5OuTiouT5l11iIUEojFAIkVpp11LHod7XHDZFG3P+3hZITQb24oLcV35YQ23y1ahAIdYepnDk9tw46yUIs3noQWgIIpM+Z0cYptsjRrkdO9sa3FhJL3BIkhKbJxy2Tmi0dRgZu3t6asMDX9KffexSfWmx+8Zt44arJj3CbGdiz5H4Xjrxyck2LlJ9MX84GOXbNqdNDyIbCCSQ2c7FxQ1cB6MNipJgUUVZE7WHfOB2iHtLaQv8O3P0Fbi36u/0UNiIStk1lCR3CubRO8LREcdmJH/65TLp/JU0evc79wv6fnG8cN8VWQjcxciOKAJoDThM0RsymCuYJp5ZVdNKTKJIVMbFE813PNDhLx4rc/iCAzLECkkvcdBkhZT83OYd50le+MmhWqAJ1mYATcvn+WeTGTilBWlT2pLzbmnT32FNpo9nkTwRV6BrhZsr/+75nj1xnDYgh3G6a7NJ0l3Zirwlp6550NBK0OlJmh3JwoqHUh5hCFHc46ab2m+cKJ+r6z3bZulOLDLhLjO/so5WVyPI/RvpEt+nAoV9zfMPmnso4ljSiwS9YJBgpidzYG5niJ6s0byLPK4Imj7gh/eRGXDwwVaB+c5qag24U8nJZM+pHKiUQeV6t4pRMq0HaBWTqJhPP1nh8PEB95ZCptp3v4OmqO9eXsEsKgXDbHPNEp3z72LUM2JNwSftfDdJOhMwL+GHkeaanQFvfVWbk3/qESYKhCYRmq4Q6CST78gT3VxRKRIFO0iB8/zJCpRNJUxIqYm1NuPi2SHsoMQvwMgU+KbAye1lSffgHOU3T+rztoShoRcm9LJIHceWpMhTClQ2b3jpr5Q6kyuFoN01nFno0dJNNk476JNnqywsBpw4XmbHZsu26SjlbBRcYn3XWLEEbHNTZrrvepR6eZtSZ/uwp3zMSvq7OwyoqRhE6zUgGW5uGI7a+fs8audgzyN3H+iqGMkHvFvlSWS+xYk0aDkYmq9UguNEnLqk+K+frNGTDvkErUHXfLaCFD3Qohipi7LR138MjerLtPC8hW1Qsi9ycDHkT0mMJk4cvCTmR9/R5s8fK3NyRoOKwGgi4dAVApXQv2aymGyuAXmuzVtA5zdc9jNp0/K8xWZRO9fEzVA0t9nvMTL9b4wYXOc+Bxdrz0G6ykdx2jTT6hi6oSGMB/v6FJNMuUaG7Ds3s79Urwju2ONw/c4yo/UKOsGlWnW4YZdheqJJpRSlgr+RhHHqGc4N6yKTxYa6NbJlMDGCVsflgi2z2nb7yUJRBhquav31wBZronZ+cw2D2wwoihyO4HpI387APKR3Fw6ZRnFHhzRDw+98qsbFeQ+UzqRBmdETO6R791+v+W5DSZX467E+RFX6jQfFHs2cs8r+0W+GkIok1mycDPiht7X4pQ+5NKI0IbBWEhiVyoZJ/jksJEXZcADywb/TP1EZAq2lH7lVXtnME9BsYzErsgJQfu0yFSY/F9bm58IOHKb5J8hyNISg3TNcXLY0e5I4d6wyjJVi1ThPyoOErJcUKi3LXCNh21WGsbpBn1wUBJ2Q9uICJxYcjDFcty3k+u0WT7sYmw6vz8GcAilb5qVBCMP8iiBMBJ7VLDXXMb/s9Hl6HtXWlm7XSkprgT2I2oMprf3onRUABoAuRHJtsohu+tQkpSOmQFXyiB33n7WK0F7EJz7j8cGP1wiMk9ITofr0pN9UvEYSG+Ld/RWqCOsrQ9wOAmhBKiyCPi/ZW4wx/epmv4Rv0q3AfR3zI+9sc+ysy+9/OuXioEiEpGfShFMm9CP4wICVX6BB6b4oV6agHlAWa7NoLgYJYxp0bCofFkr5KajT32X7K106li8Fedb2lrUYlj1FEHc5Oh/QRhJayeKiBiRSyv68GylkKs+SOmqMtThuyN4dHa7blqS7/Ike2zausGXaRVediJklwUf+ahTH8QgiGBnp8Y5Xz/P/efciSmriOL/7EqSynJpRnJlNuzysEPzZl6vMr3qUXQcCy1g5ZKwm0+0w1Nfh2V8nYq/l3YMkM9uiu7hloCqqDqZAVXIwFyK5HLgD+7y7/5zOGlxegT//cpmVIAd3CnBHptxbi2F6MnRz5nJZAc/iCvgucu3+Mp39wZCrL59KYIpW2oJPXEqUURijiRPNiJvwjgc7/MWTZZZaCmQERhGR8vG17sLhW+7rR/K0DjQoCuX+lDzZtFkUlznnztWSvvRrM74u+tceOaAWWqb+pYm64LqdhgfubFDyOyw2DX/+aAmDRCjJ6UsOJ2ZcZDaIHyFJEktNBfzTb1/iHXcr6pUSUQRxbGgLQTeU6Kqr2Dzu8dDNVRylQQjOLricuNDgsQMN9h3UtHsqHaApXZRWPHPY5/njPkprlNIEXQdfaqaqlm2ThrqfpCqKSm/xIhBU9vmG/cQDXjW0fV3R41Eo3yp5OSUZ/KwI7mQowcyTzHyfG12I3k455jNf8Xn25RKmwL3Tpoacngz7TfqtWYXoXWzwKErhVw7iWfTs674DirK2GcIWk04rUXagi8eJgzYxd+4NecvtHf7osy6oEITECkFgdJqUATJPNMUA1GvpSi4NWpvKtXlkV3JAo6wsGMVkOuMlv2Y2q2r28y8psGKwkRhCIjLqK2WWx0tLxfPZsr7OxIjEcQJef0sPV0doHfPSccW+ozqlp+kXod2D5w8Jrt4oOXtxM+dmawBEccT2HWOM1Cvo9WOWsrKIXqpzlz3D5nVtTs93+U9/Ns7XXqoT44JMx7FJqbKZ2uAKgS9g07il5iXUfMtIOd/DsZgYFKQ9NZwwDiWaQ7NPBj1/SgyAPVBRsvfKonPHmcwUE2kzXl2gJLliIgsURabqiedEnDwn+dBnqsy23DSkyHSuohIMdmy4Qu5wmYGsCOqvz06G+Pfa8nOxGbmYbNqiCStJ989Jn9PtT9ZVEt73ljZPvuxxck6CiACFQdITsrCJFBRttGLoLhzQpP6/+9XM7DoUo7lIX6eATm8K0wd6Rkuszf5eRu6NQaD6STaZt6TR1pyfLbPa0lT8iEopxJoYY2Ju3hlz17Xx4LqpBCtinjxg+a2/WseZcx6bxxPKnsUagyjDVAy6XGoz4i9zzfQZSr5Lq5tw6FzCnz9R5bnjY3gjHqOO6DfX5j4MNyukeCrdCsR30wJQ2UuHWeatY4OdeQsFm77cWFBGLgN5Yf95NVBxhkDen5G99nXS5955FNf5OGAVpzlEJgu6bkSQGH7rozW++kIp7W2TOuXeUqZdO2LQxNFvJsg/J1yRhw8qmgOcXyYVDlUwB6rFoApctM8WbbRpu5nJFZXEEEuNijWvviXkh9/d5Od/yyWIZVqBMpI4U1VSj3b+2XIvSEG4tGlLGoXPl74Xhdwg6663uTyYUjSbvxc50IcT0WLOITAZ1UoHRQWRoN2TIBziRKabTnXdQvtgIZ+S6erruxHXb+/wba/u8PufW2Df6RLdjgIi1m0NKI8kaCkU5+YEX3rWolzF/Ipm32GP+cUSUxVFxU13SMhbswbP9Of9uZpsaHy2caqTD9gZ9EUWjVCX0Y+C3JYDOJeEUlpiCkmmvSyCqyxy5xNQ+ycjH/ub8+5sxnU/uZQxjhvz6D6Hv/hqmSB0oKT73LsfvQs1gK9riS3QkiKg+9aGK4TvwvVmsH9oEdxgVe4yHPaKJ0YiTUpVcqDHsaZUjnnHq7s8/NUuj+xTqWxIygsjoekycD6Sa+MFumJlrrHYwmcjkwizSJ5FZyvJeHj2XtD3qtjsetoCRRkubg1GTEghCGS6sa2x6aCfXijxHNvfij2Vf80QDdU6oeSVueeaLldNN3n2cJf5FQdruoxPGqzV6BMXypy7WOfg4fUEiabTAy+BXZPg6aQ/yLJYcs8BrvKRxNkotHSAfD5MXvR3U9C64BspyH+ikESK/s8K9GSIpmRJZj4XTxS4d38S6gDYWq0BuhqAW2fgdp2I1bblM0+WOXrJT6mJ0H06lhZ2KEyQspeBu09Z8kg+5NX5G8Rwci1c9CW54UMMwH3ZcKCBR0VKhTQJ0miiQHP1dMRb7m3z7GGXRpiVX03Kx0MU+T4QkkwbH7LRDtYcS1rc6d+QMgWpykFNXvDJeLgg078zM5awQ9XNXENPAW7S20bIfmZgTNpUE8UaN8q3MFeD2kZ/upbpq2npbtZVPDfhtp2WdtdhtVXDrzs4vkH7rmDrOsFb7pQcPy+5tDjQuXPvCAUuLTLbat6+lI9H609rddLI7TrD3ew5zVBqOGIPC/fDP1NyoL0rNYjwOSWR/cHsV7i7+xumJkPPObgdHWNI+O+fLfHBT1axQqe691D0ZsC9h6TBy4Hej9wij4x/DQcv0JKhKDnEvwdmtbWtbCYv25t0mTcy1cWVNESJg1SGH3l7hxMzDh/8C00UD0BuEARCokw+SCKvpBRA3gd1hkrSRWDw45yHZ/empD/oyWarmc2BbgQmD1SFxmWTTbXNhw8Ndn1OJ6mlc2sUji4U9oZ2us6qxkPvBTNLsP9YwO23uGza4KK1ikl0gJArIEYYGylR8sTgu9pi0pEXfLJIno1HGx5uSWHIju33RvYN7P2k0hYioL1C5B5+nc+/W6uYyBzcag09WbNnvcr2nkk5eITjRpyYlfzFYxXabSfbiWJN9O57vocLDHmBZ6B7X/66WOD6myN4AfQFylKcW2JM7vcoAF3mQJcYmXJxKTVRlFCtxLz9/g6ff6LEiUvZ0pkOqCYRgi4DZ6gwGbjtAOy2D+pMLWHgEU8ZTaakiMFnNoXzlAPd5A0XpjBLRWY9noZ0zyBlibPtVKI4DZaBGkwIHsrbxFpZdRBHSh4gAowOCE1AlATocsmn1Spz9tI4nltiajSlG5ZsA6AYYpOaX/rfXxSieHEGSQ7soY2SBnffMG8tTpMtgD2fmlSgJ3lnRz9yi+Jg9gL/LvBuWaAlUg4y77RIFRNEhoefqfDlF0vpcHDppABfE737Co4Qw98h57IF/j0wVXFl3v31QL4W6EX3nck4bK6kZFuRpLzbDGiKkSRCohKJEYoo0Dx4U8iDd3Y5/zmHwGT6rJVgBDGaXhZhRRa4UkSmfMJmPmfVh0+uqGT3ishchSK/GTPwiTRC5zPfB8pSGtFFwU6rZArsdJKWII5tNkvSFtyYZP0IA+pnLekubAbixJAk6Xl0HcFIxWX7pGGk7COVj37wVeOrhw6vfn55zv1WJQT1aoKUll6o6AaCTi8l/HE2fLNPVwo2T11oOkijts2ajgsg7W/uSl8fHlCf1B/Rn4405H0pRv+BbbSonEh5Od/WslDUyUrxUqadOtKNeXyfyy//wQiJ1QPlRCqEkOk+QGJQlh+O4AWQyytH7/+BIuYA2Tk1uYym2CG6YsinXmVmLDFQVPqcXKbauDCaODa4bsJPf3+Toxc0jz8nMa7IIJt+gcgoukOEqiB3KLHGzC8KWnh2/TMWkwM9r1rmdheTy5FD9YBBG93ARJdFaSVQkWBou3I1GA+S32bGpsWcIDNnpbtup5S5WpK4noszMfJ5W926qm6/cay9sjx3slKOfrhWbTBeb1GrdpgeC3F0ujuxEOl4BicbXJlufZ1ukOrnG6Vm21yn+7jnuyTYbNbfwASl5WCZGnTn2D4/78uAa92BhYRykHQUaIlcQ02GZMK8oJP2Wl5YFvzyh0Z48sVK+mVk2o6GdNBSUJLgZYqRI+3l3u2hQxT0/TUj5PrvZX/6Vr9husDri0m8uIyiXV7ZFf3lepiTDnZbyP7MwsR4jKctzx5wWe3KNUuN7E8RHzgOM6DaoUzib7xbL3dIDsC41v/dP7JNE5Ik3Zs1TnJ/eDqPMMmOODHZnpkmG9dt6AYJzbZhdsVybsnQjGMaoaEXhyjtsrS8+L6Txw8e1WeXV/A9OH3RsO+QwXUVjjJ854NL7NoQEUYTxIkofOli9B44+IoAzosufSrSj1KFvWIKZ6Ro3Bri4v0hj2s4dx7Fi8CWl8uCaWKZWWGz14mb8KFPjfCXX6lgfQVCpegUGiHlUL+lvix6f315cGgvTC7HxVoN3F4BHLbwB8VEc3h+YZZkZvMDbRa5rTUDj4qQSKNIhEZ2E97xmi6HTjl84Hc1oRcPCfXWOASZd0bkgyaTrHuHgT88vwusyaqbWXTPA35eqreFa56vZGvb4q507XNPSx7Ni3Pe8/EgOU2xNt39uNU1nFuMuWprm3c/ECGkoqxDjs90ubTs4WqDPnRqBEcLFpYN7YYhctIK0yPPeIjbLUGYnlSdqyAy76gpgDrvnClolQPADsYD90eTFcw8xWraYK5esdiTAVoMEsrinjGDIykAvQjudIvx3HvyyHMef/C5Cr0ky4ZFLg1mVUthh7j3FUvzRaDDEAcfoitDYL9y9LMZqcy158sqmv+/9t47zLLrLPP9rbXziZWrOiepW1IrZ8myJCtYlnHCOGAMjMfgC5hhmMEMmAvDDMzF2DwYmIBnMDjgbJxkSw6KtpVzbOXuVufclU7VCTusdf9Ya++zT3XLNmBbhnv382ydqlJV9Tmn3v3tL7zf+6KPodBqWZpsylJnRRgVBCUtOUsqMuUSeIp3vGqRex/3ufVR0y7Me+NIgdIuPWXW0QoGlcqHO3kBii0s7fMWAifPwaXphEgL8Py9GUjBtFkH7bMj+wEzB3nR+iswJmwAHdSAz4OL7wk2LBdceWbARKWO1hLXzVg75jBWd8zPXn66AefMvMOB5RH1imaonnC45XH7oy7jDZdGTRD5fecxtxCqLPOtdX9aKPuWcnk3wFhVGx1omcnCIbngQxxzmy33PbXxZixNK4sW4dIoXo7exZniuAntHvzJRxu8sC9Au3235IHcO5+SDgB7CaA5DpgLCItBPH+PhLwc2QYiXCnXPDYfP5aboqRlHMpyFHcQmUIIFxkr1i1P+IN3znPv7wQsdO2LUcWTJMOlWwo4ZZCDBbYSlnhlgAxmgJO/tBzc+aJDfvRtUsxIPrGpSFaSTZaCYuZihoj9Wq6vL0lh5Bv4gvFhn/ERzTO74O7HQoZrgkogWEg03dT+zi0HVhOnLsubc1x61i5avZR23OO+h6rMzbgE6zTVyFxJga8I/YzAK5szlYRzSiPxXH1W5zLAiUsvcenh5jOswtewfJsSQi/pnCxJS44BdzaYmsiSO6+1oHbdhDSDv/5yjUefDU3PW+aRu9858cRgWpI/LuWxD7QIB7on+R6keNF4fUwkX9I5oZTCFWQmbchMx7ANhYngRdGppAF5JlHCnplNVZTizE0J737jPH/1D03iTAKpTVVMfpHh0FN5Ln4syPMURaMLQzJtv0dLCoHmwQu+3w1KMkE3yeUABb2S/LYrLA3EyR2rrVlB7lbtQqBAe/3UpV512bS6x9joPJ//boeDB4z9+09fMcQZG0MW2gr3p699FVFUZ9u2R7jh9qd4ZFvAnoMjLGs4rJ5wqYSCwNOEgSIKMiphSuBlBH7uPJZbW6cEnt1tlCnSOnBpDUnq0emFzC9GpKnxz6QYEZdbhqWcW/Q9GQe8GoUutQDt152y3fRg5HadFDfMuO3+gI99ucZ8xzM9QNvzxi7pms5Jf2rZl4IYzMNF6RZ5LGtwUMWq7692bMKtBz8dxPsA0HWpbilHbasKm6ck5SGQMG3ETDpIrQxfJXWoh4pf+pk2Dz8VcMt9DlTyvp59htLIY3cLmB4H5DZyW1nX4udMamM/Lb8g0X9dqTLgPtyRLCQZabEVIxDCkMd8RxJ5EDqa0NEEjrV4dCmE8KUwbtSdrmL/0Yg1U5r3vXOOPUcWuP1xl4suuIrTN5/BwuICrsp8PMfj8NGQOx4aZaThc9YaaNYcRpouww2oVxW1SkotSoiChDBICDxDVArchChKcJ2YNEuZWcx4bqckyTB8cQQqVayezGhWHBbbQZGLF9GbvG/6fcAt8x54P2pLp98WlDbfzlmCUqZIN+XZnS7/+4t1tk37JizYfrd5lP3oXXQrlihWHS89GUhNBv3oRekPe8yRZ2VLuCgsybv7LMMSLXVpj3yAhGXbhloVprIiT1WERkgXmWjWD6f82psW2HnQZes+gXbL8VaA9AqQiyUg1xj+twH2cUCuy/TbUhvVdoIEMBfD8HCL85bNoTMjkCkl9DKXbTsjZloBR7sBOB41XxK5UHE1FU8T2c0dACkzs2twwKPTrXLgaESzlnL55jYrx0NcN6Qapbj1imn9rZ7UvPoCjet5ZEoS+oJaRdOopjQqKbVqTDWMCYOYKIipRT18r4fjxOw8pNg/DzffE/D0zhq3PFKjE/s4nlnW9bTi6vMW+a03auI4oBfLUrdEF4ORosAsTyjLKUnJUrr/cQ5u2zKU/dTED1IOzgv+5CN1vvqdCtpz+uN4m5ocL3o7S3rex6XGlu7FA6zBcjNFlEBd+p6BqL0E7PnXjuWklPPwHNDlAjTf/DERXIr8Y1t8ZooUhSdNV2W+J/ndv3Q4NCcgKEdygdFYWRLJRanglMbfcynIBfmCQ/8l5wHDc0xkXzGWrIPYoQAAUd1JREFU8Vtvmeba8zoYz8sM30voJorvPOLw1C6XW++tsn8u5Ln9VVoywHdcaqGk7kE9VbZtCGmW0osVcy2HwLfFcuITTUpGJgWLHYE7OQrVmndwcTq9+cR11avjXkwUOkihCHxFJUipRjHVSo9K2KNR6+B7XeYWUm65X7LniMN1dzTZc7TCzkMVHHyCisNwKIgcI+cXepr9+0O+dbfgpDU+oa8K46ecqinLuffAtk55MrkU4KbHLYsuSmqiuOWaxCi+fk+V2x6sWK5J3hKUNoLn0bvvGlzWGzwumaqUf/dZeUty8XLAFsdD9bHpyjE6hTk91ea3g/wUQ3s1+5G2MyXMbd50T4R14ZAo7divSYQ2jMPA1Vx1bpefuqjNp2+UxKnok27s7F3jFpFck7MBLdhLHBWdg1znU0qz7ZO/H44wRry+CyMNyWVrXVaNTPLC3oTAT6w1uiG+XX1uj2vOj3nLZbPsOwpfuTNkz5GQ7z5S58hchXnHp16VNGJBM9G0Y02rbVyopRC4rmZopMGBWXnzum5wcLrVwa0Pb+LGb/7DTuGE/yuoTl09NXw/4yMu3W6A42ga1R5R0MP3OyB6PL1b8+ROh/seq/GVe+ocmasinADfdRiuCyoeRhzHVUSeJvKhFsJQXRInAdPzDsP1tIjWjiNgoD2YF5jqe4I7LyjL4HYsuB0nJRWK62+P+LOP1tl71DPVivAGCkthwV1MLQfW5pa4JeRDFxjYtxyI6Pl/lzZSyvmJPi7Gl3yxvJ+5hB9u9yJzlqGWoJQxac07Klppm4eb91EJh0zlpb0m6SlWjqT87jtbzHclX7uzSqLyzop9VtKAPFHWEaIY3/fBnvfH86JUSQPynJ8iMF0RzzH7As2agyt9tu72GG0m1Com5Q28lMBPWWib5ZOResyykR4XnhxzpNXhhnta3Pt4yJadFZ7YVWOuE3B4waPiOQxXTLelmyTUgh5vPesEphrx/9ry6Hd2vuH1bzIePbOLptNw+EjGlkMO521WbF7fIvQ77DqU8tQezXV3hfSygC3bI7bvi2i1Q4R0aTZMnhS5mshRhJ4mcCF0zZQzCgTVSNKoukS+WUxNCxfkcpFpFpjLnO4cvNLRA1E77570/3/WB7dM8byMHUclH7uuynPbA6g5RcQ2gx2Te+epSbFnyVKmI8ffmM9zSpH/ec03lQO4OG4k73dRjltcGpgsGfj0uyiyYCEOju+lsCAXuuiNiyKyS5tGGaALrVDKJelpNq1PeMcbFnhwi8/OI6VbVZF+ADaS5yDHSoEMFJ4FzLWls1gZjPzXlEbunRhmW4bh0oslldAlDPLGhYnmi90A34vw3YQojHnr5TGvu6jL9v1dHt82TzeTfO2uKnuORuw4UMP3fE5fJzlrjWa02UOIDp5bMqFau3YzfhCChplDB/HkPLsOHeTWxyQ33DnOdNtn+4EAhBXAkYLhmql0I9csRATWTDVw83G+KLZ8qqFDNXLspk9J6TTvmgxMK0sDHKdUSEo1UGAeC27bNXFTZhYE/+PTdW5/NCyxBN3S1FLiSKxDcVkGuU/DdMpgPl5bkBdpFZYj9osVmuXoXZ7sLWUV6nL6kqcsJoIWaYoogb806ZTCRHGhTLtWCcd8LhwyTEDJ2orLzujxG29v8f98tMlsO++mYHNyCpBnStLTlquVg78EcmEzFaEsjUWW7VnsoEcZCbaFjpk7ZJkgTiVRIi3AHQLfw3dTa6Ge0u6G+F5KGKRsXJFx0soMKTJecVqb+XaLr9w9x80Pj5D1Gvg0WLNiPZtPOY1Op9MH+AlrJxkZnbwlmf7WB8SG7u/um5/jM19t8tAzDVzl4ruCDSOmlwnYYs7ohvu2R+k74LuCwMMuP+T6hVbbMHQI/bxZX9rIKQG7T3XVA7ySPFr3U5SsaBXmwJaWLdgVmr+5rsZHvlxjIfPM/VHkI3mvKCzdUudkgFRFP+VYOr0ciNTlYrIEWSH6TbLvg++BSD6gEV6aaA50W5bwxXPrE1mSfBOlNqJQ0gQRK66jhLUJEYpMOZBqal7Cu35mgUPTDv/z03U6peFP4S2fgxxJz5ogKMyCg7IFqFB9f85MWB64NW9VSpNZ/cFenOE4AoHZ3kkySBJB4EuC2CHwlV2YUZTd7py2Sbewg8PQVTRGU/7daztcsGmGT92SsntuiDsfOfCBV736Tbfs3Xe4D/DRsSn+7sO/1Y58seM7jzrc9cQYHi4bhk3+LIWpWjux0R80INeF6KTnCQNwD7vsYDZ7AvsYBQ5RYEhZvmcljUtWIk6uPCX7wjwFtbWcqtgUJY/kUmZmwikMyHEVT2/1+dwtFVqJverI24FuEb0FNjUpTj2QezslQH/P6WWpi1J8nmNjMEH5PiA3LbayhMRSIUsDZF26CPqdlVwoSEhpwGxBLmx/WQmFEMIwDW0Uz4GfpopakPKzVy1y830+jz1vgGvI3Xkk1wbswkUJSYz9N6XITcKLqbQxndJIZfrejn00QFb0pGnxGV63WZpOU+PsEHuSXqIIPGnt1B0rjGqCHkCaSto9s8ThCE21krBhqscfvr3L1v2KbQcO73j/n/9B+/f+05/0AQ5wxrn/hkolZN/8neza+QDDdYd6xQhwCgGzrYyDMym92OSfuZqq8eWxTsKutEqzsgB56EvCACJfW9ZhVro6c3ezso1IvnVjF01lZgY5wp4yWwJ2m3t7iide8Hn3B4bYsjVAe+V8u5+D99uCuhDyWerUcLzW4PHSlIHBjqD0mTg2XflBwng/SzlOq7A/4VTaAMhsqvejubQTTWmptEKD0Bqlc+Bjvy4RyqYsKESsOe2EhA/97hzvep9gyzYBHv2CU9hTmrUHrRwSYexNMi3INIRFR8hG9Cz36tE4qeGZxDKvb0ydoRXWUMqItcaexvcM0D3PsFB91yksHqXQdGPJ/iM+My3TJIj8kEatSugtsHrV6Vz6istIkw7HALxSbVKpVPCDgNWTDqsmfaJQUos01Sjh9id6HN4pGKk4BWXWd41ssu8K2wqSeBbggScJPGFotYFxXwsDM+YPvKxvl+2ZKWjhS1ls3mT9fNsWn+bKzxW1sgLgrp+xoCX/57oKjz0VkLmltKRITwwhtGgLDoD6eJ0TSo69S6aXOXCX9sVLF8APErz1EmCXEa71sVF9MLIfhzOuBdL2w3MzAZ1PNq3epElTTOpiIrpCKIWTKc48ucevvn6R9/6Vy0Jqb3PFhNLeRkRWDMgy4dBFktoiWNvIXt4Mys1p8/cYYWO+NqrDaeaQZpI0NbbwfgpxYlLcwNPEniDIbI7uKcaH2uw4sMhDzzSoBob/HYWSkYbDuo0RkxNDxL2geF8LgI81A4Ig2nbRqdH2VZVgPbrHUD1jtNlmz9EuWw96zHfqjNewHHBhbyUW1K6wV5sodjJDD/wBnrjlshSnKSbygsKzFiJ9zRIbpS3IhR3/S5FHboXjZbSV4GPXVfnibRV6Tt4tcY8Bucyjt+ynJkX0lsd2TI7bQclBOzDMGWwPDiL7+6UnS6N3Lqp2bB6uKC3tFkWlzcEt4JUyaUmeqghtcnEllYncWiNsqiJzkKMRmSYQGW+6os0zu1w+dl2VxURgLI8tMHPf++LRQWvXRnNJqiF0ciZtzkK0o/hiNx9L7RUljrgmySR+aiO5C34Csa3lUl9ZY1pNrRqzdlWLL90l2L8jYqwmaUSKWj1ixQnN7aecUdu20Om/p/maHX/+5x/kzT9z0XbXC8aT+OilY409HG21eOFIm89+2+ORZxusGpY0q1ALJZXIFI5R6BAG+SmNOH4AUaCJAk0YaCJfEVguSxhkFuRp/7SNfs8ri9CnhWdO3iXJo3jRNXEUC4nko9dXed/fNTg0a0fxOUtQ9BWqkBJXmEUGX2prgd2nZxZU4PISxtKxvRz0glxqsbJU5L9vAlAy0cq/Vx6bCi2VsisMcUvqYOV1v6UFsCzuOnrga/06IVcF7v9scdexAGzUFGefktBqC57a5pgh0JJtUXRGkWPYUwMJglRLYzWpBwlnuYhr+U5kuizaruDpQmc+y4xicZrl4qP27ivNpXLiyh4jQ4vMdFKUm7HzgOb0k5Zx2ub1f/3c9h1/d+7ZZx0bwQE6vSFq1co373lKvvbAUe+MR553mJ4bQmqPTZOCkRo0KhbcgSTwHZuW9KmMnmfahZ5rCkqz2aNMxPZUH9C25xl4yRJ3hcROJ1MbtfPYheUPK/MHkxoRwte+GfKnf1fn4KwLvqA/pSxPLA0Qi6HOEs7JgC758XLtPD2h//+WFpLCxqkfLOl+8Wg+sBBQSlVgaS5eEslUhu5gordNTUoj/byzIoS0bUPI8miuteGtCAehNGmsmRrK+P1fajHdknzm6xWbYFtAFzTbNM/j+ndM6ZK4Hpl0SW1EL6xJ8hTGWtzkkTtTAi8TeK4mcRWeK3FdSZyYVDdOBHEKaSZRykXriCQb54w1C5yxrs3BuQ6PbauyZrLz2HCl/s3UWxx4T53yJx/92Meoji7fnaac9/Q2edb8nMtEzWXViGC8IWnWHBpVl1rkUo0cKqGkEppobYY62hSTNnKH/mDUDoOU0LdnkBD6MYEfE/g9wqBLpdJFq5hUJ2gyFMaXPFXm5uZV7IKVFMhAsG2vx/s/VufRZwIIypE7Ly77W/Kejd5esYpWshwXue14vkI2uOjg2Cg6EHkHPu9HclFE9nxR9vgRfOlFdfyoLgr24sAeaElTpvja0pqhfJEWkbwU+SlH9fwCNREepWk0FVGoufdxj5lZuwKvQcSKIEgJcidomZhH1xivqq5CC02qBYmWZCVuoS5oAKXprDJR3DrGG9Bn2vzdM12ssplC1Eh6t7suC+2ILI2oBwFD1YhOHH1jfuaZv3716395AOADERzgiotX4TqCQ9MdRsKU8WEXz0qweZ4sfHkCf9Aa26yrUagQ+db/xvcyPC8jcG3O7Zuo7fsxvhcTeDFh0EWTcuvDLp+/pcYL+zxEwXLT6EwxPpTyC6/ucOU5MdW6Yvtulz/8UJ3vPBQY5OYRm3IEN18rR+/BvneJGlsCxDEahJYJd1yZNvJtb1GK5MfruGBbY8d2SfJ7QNkLpyzV0W8N5j+jS/m3ubUbDkg/Dy+iuO2JZ3bd3ZCw8hW1fuQWwubotneuexmvOLvHH/16iz/8UJ0XdrtU6ilXXtjjF17dYXwoM9vs2rwwxxVs3+fw+VtqfPuRCkkSkvghLRUQK4dYaWrKADm1kTtVGj8zm/WF3WNCIflnGg6midHxHDq+ZLEjjBiQ6+C7LqNNj0bDYba3HlFQG78HwE874yocx4kv2bvI4sw2GlVBu+vQ7kqkZMlCcV/40imRpLx8jc21yxFehu8mtqg07sGB1yOMuigVc8+TDp++pcmNd1fZPxeQZK5Fg833VIoUKfc+HHD5RV1e8/IeN98d8MWbIuJCplaUwC3NzUnIPt+kpG9iBjqDshXHW0sbmE6W0pKBTkmpHfg9s5OBhPTY1CSnWpfH9MWUs9wfB4pFyBLdoV9gCoTlrYjic8tbEYOpSjHaFxKpJVo7GLtAU9RFruYtr+zSiSU33+3zmpf3uOLCLstrCikkKnNRyqhSCaG54KSEK86d5qa7W3zqlhr3PV0niSt0gpBUecRKUleKioJMa/xMkLmQZHZzJzW7mP1VRQN2zxF4rjKuap4xKev0FItdjI3gOet43U9dE2dZ+v0BXquP4YWV33nlJeMn793xxGX3P53g6CFqFcMCrAQmn/Y8ZTfky24PNirmZquuid6+l1qAJ0U6olSPh54VfPiGJrc8WOfIbIVEmFGnCPLFP41Wxr9TZV32TGvue1hxxbkx7Y4gUZh+X9HWkAPgLuferjh2Fa1sIHU8vslAJC59XO6alLsquTTwP+VYguvBiWZ+Sy9H/lKUzyeY5V55DugC2DoHtbSFndFXwebh2nLJBQbs2HzZ9TSVQFOJNBeeFbNiKCPruXSTgDTzjBmW5ao4jmKsmvIL1yS8+sJZbnl4gb+5vsFj2xr0ehXmspBYSWIlqCpN6BqLeN8Vfa/TpYWz1LjSzFnMdFwRehLXV1RqCzx7oMkpYtV3p6ZW/E7Sa39/gI8MVZnZ+6VWveY9d8eW8JLb7nOdszY4bFqTMdIwSw/VKCH0M1v92tGw/aPnvJLC890zfF/fi4mCHkHY5ZndKX/71Qpfv7PBntkqyguRgU/oSJsbm4iQKkE3c0gAspSpiR5/8O4Ffu7aNmdsStl5wOXuxx0Iy+G2n5QK0ed5l/veRWoiTSQ/HsDNazl2anm8aC1KH5nvfRHBzRcD9wDnZEmQX0q8Kl8A5QnnkgI0j+AgiuejtZFHyy9CM+GUBa9c2u6HmawKpK+58zGfD368yhPPeagUPvDr84zWHZI0oNsLiVMPpczvyyfOnpvQqCS89coel587zdfvWuRvrxviiV1N2iqy0VxQU4YqlCrb/Er720AaO0SyjZrQh1qgqYWaZg02LnM5/USH1fvIXC947q8/+c3Wv/vFV39/gOfH9Ezn3aP18fNec9GhM4dqKePDGeNDHUYaC/TSmIWOYmxI4zke7Y5PnLhm41tQUv80kTv0Y6KoSy/u8cXbHD518zA3PTCECCrIyKfiSqoOxn9SgiuVqfQVzCWSo5kPaoFfek2LN1/Vxk00m1bFvPJlXR54NjD0gSJBlsdEb08cO7EsCrWBvHuwvXbcAU/pWjqmoBtEO8f59EWj9sA085ihTsnapIjU/YiudFkUx9iJiBJvxURvA2Y0dgqqLc1W2SgvbapiCgUhNXFPcNNdIc/s8kkdyRduqrFxTcZ/+vkeaeax0KnQ7fk27cEKMJmZRuyleInPWKXHr72uw4blR/jEzV2+cfcQc506SeATa4ea0kTKFv0W3ZmGTipp9TSemzI+lHKw7bBnzmGiJphMFZmK2X80ZM3qiSeyZPHdjlc97nt8XIAPr/gZ9m/9u+yVl07oL35jK8iI9cvbzCy2uH9ryn1Pu9z9ZMBrL2pz1dnzrB4L6MYRSeqaW5XQxtTJSwj9HlHQpRX3+MgNEe//xCjz3TqiGhJ4LjUHap7dv7NELC8fPGpNJYY0STn3/EXefHmCE/vEWlGNUl57aYcb74q4Z4trUExeZIqBkXx5kWGgsHyxtKSEyoFIveTrYiBBp5+j/wDg/n6ALxejOeiL9mChVkC/MC1H8BzAWiCs+pUpKg25QOUfC9lnHmqBpG80KF148EmPG26P6PQ8CB16OHzu2y5nbpzlrHUeM3M1Oj0DISkx4PYyfDcjTlICzyVNzbL55Wd3uHDzLO8bTfj49SmHuzXaOiJ1XRJtxJZcq5rVyQQLacYJUzNcefYiP3Vhj7u3BNz3TMSuA1WePxgxOhQTVRJacrVuzarsfe959XHf0xeN4E7japJu9/NwYGOzsqu6ZfciX7rD57aHxvEcjySV/PcvZXzrvqP89W/OMFo3tyojkGluU2HQpVbpcNtD8MXbGnz+zhFaWR23HlBxBA0PqnYxInCx3ANKAp4GtGeeqHnnax3WTNRY7GR4TowQPc5ak3DhGT3uebJSCqlyoHNS5N6FkFC/sBzgn1By9OI44IfBPLwUxWFJ2vKDIHsgfA8Wl/0+eL+dZv4hfczX8/G40H1OlBImimO5KGKAfLWEZWhzb1NkiqJoRcPdj/k8ssM3vAw3RMuA5/dJ/ujjDX7lVYJmpYEQ2HpLF1Np38sIPJckdQgyY1qbZi61qMN739bhhNUJX7ity60PjNCLKmR4ZI4k1IaTv5AKJodb/NWvHmHDVJ1MVVl1ieIXruhy08Ndvnh7nZl2lZetWr/46tdd+HnfD3nfe47/Nr8owCcm1uhv3XzD/9iwcdO7771/e/X2LU0WFyNOnnQZqUHoCRZ7Ls8farLvSI966BmBIGm4JIEfE3odbn1I8wf/Z5hHnh9CV6oEkU/DhbpnFklD1/BUCkk4VxRi+lHo0Ky5nLJOEnmjHJ5ZpBq10YHAcZSZdubyvnkjr0So8m1bcIBUVdI9EceJ5HlALm/plEFdKAGU3qvjRW2xlDh+HHyXI2/xPRorzNNvGbIkRz9Wy3BJWmPF8wWG1ioEUG4NYtmFlpOihGPFgiRa5pe6mSaCpRk7IaHnMepD0q7y7QccTl7r0qwLqqGy0n2OHehlpH5Gmlkfocx4CSnlUIkc3vnqRc7ZNM3/jeamRzWpqNHFwxeGAFpzNStHBCPVOg88uZLFrkPoa4YbCWeuWWT9W9p8+2HJ6tXrj77w/Jb/cdVVr9e8yPGiAAdYteokjs7O8/iOR/DSNmesdhkbMqtpY0MKZMzaPT7dziRHZjKiMMYJDZW1Uumx80DGBz4+wsPbR6BeIfI8mi7UfUXFM7uagacNZ8UThF7uEiGIAodaxWW4aZYk5lq+nXKa8X3mxuYPUoCjH8GlMENNVw46UgzIsA0MVTTHKzJZ+vkxIF7aRRHHgvl7gPvYo78GtrQPPrgMIZZ8gxgEv85TFGz0BqS0PCezxZC/ZkPEUlYxqxzFrRWi5dE70qXuwpCvGKkolNIcnpWkyiVOHCqhJrFcktS3NFh7ZpmwBrZ2yyiVnLp2kfe+Y5btf+Kxdb9PWjWioJGrGaso6rLCt+71eWaXMaYdaUqG6iHjQyFrllW48myHTadvxA+b3wvC3xvgJ69f3nvg8cVfPfuUlV8Q7W3V0abLcF0xPtImiua5/j6PfYcb7D4QEXpdJhxFJewReilxGvPRG2s8sH0YohpV32HI09Q8TcU3oDYAF4R2A8jQawVhYK70ekVSDY2Ap4ZSJDCioLocN+1YvojeUhec77JDQ99los/dOEaG7XhYPQb4S6OzGIziov/VF8tYlgK9HInzz82jLTTF4M8WRedSe5CCH26JTyr/ldI+J2VX2cyChpR9701lUxVy+3UBZgPKOj0XvGzodDM8R4J2jBNzJslSQZYZHklqRe2VdWku9ki1uXjOXLvAO66d432fCuikPgQuoasZq2vWjAYsG5V01VG+dW9E9VDIREMwVJds2+tx1aVrFzPl/6oXrun9kwG+7/C0Wr9u9QNve8Ml8/ff/nx11eQCy8fmefSFLu//QpV2K+KUldJeuSaa+l5KksV86Mshf3vdKG3q1AKXYV9R98woP/KMcVW+1hZYKa7QtwsSoUO1oAGYoZIxQho0Si1sqYtdSwcphRWvL43k5SC4++nJYBfleJ2QY1OPF/laOQFfUmzyPUBeAHsJ8HUZ5HnGUgx28jehJIxZ7rrYn8nBTU4A1JD7OuRPUAqMvrgwOuOOMpv4+V0hR3n59ShthjPdnumUma6jU6RGmZZGh1D3NSmzspC/vUvUq4pfed0inWSav/xyhTipARST8zgJueqsNuedcoS/ub7Kvc81WDkk2LDSY/m6y+enlq9+oLVwWPE9ju8J8BXLxkH4R/bvVW9as+6U7/Ra3/T+7iaX2x4axk1DNkw5rBh3qVfzRYaUKOrx1E7F9XeMMNNuUq+7jPiKup9Hbl1E7NDv59uBb8hbYSCphJLIgjv0Fb6b4bq5CKeJ247UtDqC2ZaLyRPNaN4XEEiNZ6XAXGk17sqRWw62BMvtv4HIvbThPYjhArpLgf4DF5ul/Hsgl+7jufjYPBpwa6taeexFIQrPnJzzocAKYwqMc4PuOzWA2c/EsVs4GmVzZaUlw7WMWpSxkKqi525YfhAnml6icXtmo8o8M9nfMNJOSXCVvqmtynf7zaxjZEjx+pd3+PaDczy0PaKTSXqJZqGdseegQ+gPs2Gly++8ZYZbH13gm/fUOeecyxOdZW8KwuYRJarf8y3+ngAXMuCpZ16gMbx273yrvf1TX39y020P9dgwHrJqhcOyMZflY4KxoZhGrcdIs83hmS5/9pkaD+4coVbzGQk0DV9R9emDuxS187W2wJeGcusLogAqgSIKlN3Ry9fYlB3jZvhByp2POtx6f0TOZJNCEEoj9+U7JQFHmdtA207KEjDK4wwfj1s4lr++tDA9/nXwomgvF5bHS1WOWXxY8o0DTmi6dAfJ7wbWG6cY8thTaQPE/jK8uVhEZgSWsswhzRwy5XL1BQkX39blpocz0kCTWP5ImkGcYgDuqCJwmKeU5/FYMSJzgQ0YaOVLGoCYg82rMt7z9ml++0MVDreGqAeCyrwZEGo82t0ma5YFvPHig5y4rMYZ527avvnkNXtbsztpDK/9pwPcgNzh/ofu2NlsNN518sYzbp87+girJnzGRyTjw5rxoR4TIx2Wjc5Tq87ztfscvrtljEoQMRpqhnxFJaBIS0JfFOqgZXAHnmOKy0JY34h9mjtDZqO4kUH23AytMvYedJhr++B6COkQSghlbv1nxOs9h370LnlbHtPCXpJzD/Shv09IPmbwU5pkLu2r8yL/hi6nGEWfWx/7vcd5JuXfr/P/a+mpIk8xhO77VtodyvLvk8IhtWKnWWYEghpRyvKpGOHEqCyjZyeQcab7AC8MDFTRycwjucm57dSUfhRXxQDKfL/rKF52Sourzpjm728J2D0TmXVQndJLNIttl9lWxJ6DY2w65XSkaL/r4Ye/s/Okk877fvD9/gA/eeNqpmcXGW5W9mvl3XF437aXr5/qsXKiR6PaY7TZZajeYr6zyOe/K/nzL0yRqTqTNRgKTOSOfE3g20LSk8XWfZ6WBJalWFBubeQOPWWJXVl/pc1NCYOYFw5qPndTlen5EGo+rnTMJNTR1qi2vxSdLzUUCwQ5QvSx0XMA03n6sBTQZeDaX3ZsgSmOKUyL3780ry43RUrRO//epQSrogF4nHqg/xoE+ZZZ/h1CgFSGSpF7zBfyJXYZWWYOjnTp9jxGGglvu7rNXY91eP5Qha7n0k0hdMySuWcBLh117JqejeQKgUIWxabKTOGZlQpQpQUjDcG/f9MCSbafW58Y5bkjdY62JeMtRXM6ZmLa4cIzKqxes/GONRtesR+9gJD17wtw5/t+B/CB97+PV736mulardpaNtJ7y3MvPI3w5jnnpGlS3eLr92s+dEOVT948SatVY6oBI6GiFmqqIVQCU0CGvt3TtMsSoe/YpWTRX0y2qYlRss2IgpQosPzxwPBZXKfLN+5x+fANQyRuFeGawVHNNT6ugZs7Mfcno65bjuTHyZeXgrgUjftMQ1Hk8EIKa0xFsb3jlDd7ZIkPLkvj/uOM/Y+pAfKmkH0caGkW1i+2ly/7vkZ566+4MHTZLVmW0gNZ3C36F6vJ0YvOkjQZ/MqJmCd3Sp7YHpAJH2kd6EzUFpbuIIr3rH+x9RO6vqXJEoXc3K1CSZLMYbQpueT0LpvXtvD8Hs/th0MtOP2ERYbqbVatO5+TNqz57X37tt85PnHiDwLd7x/B8+PCc9eBHHrg+WcXrrvpnoNv4OBTfOdxxVfuaPCdJ5rMtwOagcOKpqIZaKqhpuKbfNu3e5rmNHucfrF5L/o+P4GyyxLKLijnmz8Jvm8IW2HQ41Ar4wu31Wl3KlAL8KWk6hgBIt9RVq/F8tULG/G+TztYn0Zt+C4D7bkcILb7cNyedekuMLiEbNpux/BWjnMZDQxplhSZfaZgaZJ57FMw/x4lNa6Cc0vBJMwjpirBTlqrEFepgZuCEK4ly7k4UtGLfZrNhLdcsci372+zcy5g0akQSkNhdUtrf/3XqopXa97SfntQKWE9d/rLC3EiSVKjIZ9lkpGGy5Vntbnw5A5Xn9XjS3dUGG/W+anL1uINnXTdQnLaAz09+4PC9gcHuHCWcccD+3Z6lUt+89Kzn3OGvG2v/dsbhnnquRGmqg5VR9PwM4YqmnoI1dBEZt8axTq5YawjraxEnodjKJCFtERWnEGQERZ7m4ZHLpweN93n8d3H6xCGOI5LxTUqW75jInfgYNfmrDOAtb6QdqdPYwn3Vm86N0nSdtQty500nWt+DCCr3wrMI3LJQ8Zs4vSF8JcOi3Qfh8XEUcuS/EhuB1JqoxSL6kvOnL2ZLxHnrEEUZBiZvHzYovOLwfqN9gX1+xdt7qyRSIUjfTrtlEtPa/PKC1r8/bcMe7AlfXxHDKgSlDeDEGoJG7LfXcmUMAJAjlFi6MaSXmLAnmXm+9o9l4V2yKmrMhbPbvMPt1U5+cTl1//qT539m7BvlxBrf/gAB3j5ecvZuf27u9acd/KWr9+487Ukh3jjy3wS0eUz34FaIGhWoFGVVEOTfriuKG7zQgpcR+LbrXsD7v56Wy6yb9bbMkI/KYDtez0qQZc9RxWfvbVBN60gKj6RI6g6ZuQfONrqtFi1LdcIEblOTqQ3INSYQYXWkGCXXRWgzS1Xa0znUS1JfY+JoGWQD555OlPe5SzALQb04gtgD27L62KDXtG3Dik/gePZvQjrWJxmAjKHLJP0YmMdk88OcuMwpQTaLbSP7Wuxi8mW+tqNAxq1hJ+9cpGbH4rYcdinKx3mpWNFl/qpSn5HYUkkN+1Jx/jQZ8adQdiUz3Uh8k0kV0rgSEUtavP1u310VmFiOOSnrxzjpM2nbbn19gd2XXXZy/8xkP3HARzAiyaYmpr4QKO5b/15pz381rM27OXRXTG+O0KzCiN1h0bNpRaZnraU2CmX+QM5ViyosCEMtO2a5NIS+e5mviBhliSisMveIwnv+V9N7nmiCWGA75g7R+QofKdP2PJcU9AWi9CucWE2AvfmbU9STaYVC11NNxVm/UoYLroxOu3r7R3TdXix/rno59/CXtDHG/XnkTmX/sujOIIBjZ2lk83iny9FzNzmPJe9M6kKOFKSpZIkEyx2HZLUPAkpDLg9V5Pltiili1bkF41NU6RULHZCLjh1kQ/+xjT/8X+57DoiWZQVXJHXIXk7si96YX5feQYjwNYBgN27VKa1Gwi6sUNmV9eG6i47jrR44jl47csaXLL55M9fcP4pHzh6aP8/Fq4/WJFZPj74wb/mskuv6a1ZueEbjz/zyGWL3cOr//6bNUZDn2UjkrEhj9Gmx1hTMNLUDNVNKRMnBhKuMxi5zTAnM49BRuSnhKFxkYj8hDAw4HbCNh++LuIT14/Q9Wq4XmgE0b3yZFQXhC0/f8zbkZ6whW0uJeeAUByY1RxqOSTWLz0n7hVErMLLsu9xufTj3Auz7I1ZSEqIfrHJktbf0ty8zEXP050BqQqZmzT1Xe7MLqNRB/Pt9lTop1TDhE4i2HMwZKbl0I0NT6QoNPNLVJcnsv06ZWlh60jNCeu6tOYVDzziE0vr/WNno3mGv5RdWdzRbKEtpdkUml9IOTqb0Okq4sTk5UYewsGRknM2zXNgPuXUExt3rllz5Zu3b3164Ywzzv/RAxzg7z/xCf7w938xOfPUk37+9vt2rlucc1g76THa9BkfdpgY1UyNJqxd1mZidJ7ndjvMtkwObiaYWL0UbTsmirDULYmChCgwy8iVsIsftvnWPQ4f+Mwoh7t1pBdRcSUNV1Nxy7yWvuJWUAiA5hqJRrslihxqFYexYcEZG7s0R45wx7Mecx0PIUQhwJkDq2zSOuDIK/sW1PJ7gbzUsYG8s1EuJPtAH9gmGtBf6YPbyR2lC01HXSx3B35K5CfUqx2QLT73Hc1DTweoTJKl5k7ad4SAwoqBY+9ExRpivhiC4dafsKLH9oOwfadHgkMqHEQO8iUt0zKDWdr3KvAltQhS3eGBrSnT88L41WfK1kUOrUWfLPMZGWpwyhlv35rCRy57+cv+KVD9x6coxZURnYzU6v4zT7v8Ip3eHiWxQ7PqMDmaMTXaZWqkRTeb586nHL77aMjKEUE4ZgDguYZFGFhJiShMrfePSU0iv0cQxFSiLoHf5uv3SH77r0fYcaiOCCMC16HuKiPd7NrJZSnn9j0jBOr7wnZrTOQOAkkUQDXUjDRS1k5lXHxGm+mFDv/z+hUgQnPLleAojaMYuIUPRCZKm/cloZ8B41JZ4m8os6liCsu8M2Ly5byrUW6wZbbQVHJwhF88jyKiq2LB2/dSKlGPWqXFZ25w+MSNDVYPCRwdM1RziELXFpzSRnEoCFilolUIZ4njhpXOixWrJxV/8e9mkVJww12CnoZZfEPSQqO0Kshh0JfEcx0jqimlZqSpOX1jj7msxT1bqjx7IGJFJyNONEr5xLFmZsHl0pdf1rn47PX3y+ONmn/UAJ8Ya6BV+/evvvJl+oVdD/3HZ5+ZCzev8zhh1QLjw3M8s6fNB79UY8eeJutHHDy3r/Yf+IOubZUgN7cyHkCB36MadfH8Nl+7U/J7fzPMjoMNCCNcx6WW65K7paLS5trm83yYZMEdSJuaQDXS1CsZjarRP6yGLm+4uMWtD83y1L5xKq4kyDSZY1OW41SYRe5duu3mIu9G7qDUb7cwzmyxmmorJ2yvHCFyn528XZcL2lv1Vq0HWofm37ek2ZIjtGv58dWwxwsHYm64Z5xWOyRtQKtt1A80aYmJYoGtzQsZSMtETk7rWzk6VvxUdBSrJxR/9mszOBKuu0MT6ypzgW8GOrq0Tke/CHYdTeKbKWmSgtAhv/G6FtdecIi/+MIQT+5ocnQBTsgyVk4krF4/1N20+eK/ml30/mB0uPr94Pjigfif/JPAH/3Rn+h//8vr7pgarTgVX1wUBrudmcVZ5nsLfOAfmjy5dYS1ww7LRyTDDZdmzaFWgXpFUatkVCOzxFyJYiphTBT2qEYdhuptpGxz/T0Of/DhYbbtbUBYxXED6p5ZcYtc6//j6kKTPLCb174v8XN+i59LykEl1FRCRa2iqFeMhUY17DE1usgDTzk89UINL3CMvJtjpQwkRVqS20u7BZAlrmPuSq5VZPKWmJbmJqb5jmmcGK/1JDUgzwFswN5fWi5v/ucDpMJZ2tV9HRHXcHV8LyXwE5q1Nnc9qfjbb4wgZETdh8AZVPMy15GkbIUoSvl27lDdl44rpSt2WLNsJOXMjR32HlZs3SlJeoJYOKRICtk2m+7ldztX5u+ZEWPyXZeTVqacsHKep/emjI8l9OKEoaHVceys+cATz+/6b1e97Jz0n4pP+GdE8Pxot0fj9auH3z89+2x8+32VPz4y35GP7WqydecIp0wJpoZhpOnSrLnUKxTArkYJtSimGplUpBJ2qVc6CNnlri1ww11VvnpXnW37axBFSNen4kLVNS3BvOddaJTb9MRzbRvSqt0alVKKYVJe1Pq+4bYIoQ0hP1WgM2JtLaeL/UcLCPuffFOnDA5H9ItO18FI2eV5stQIKfp6e6mi3c3IrLxwPoTSruG0CiGRSiAVOPkkEj0wCEL3n5N5DqqfRsgMxzW/00ieCXqJ4Y14cd9Q12g9Ov27jwApZSnXN50YU1eY8X3uoSSEYh7N+qkuf/or81x4Wo8b7qpz35NNWnGFJPKJlSTTORHdXBzG1CC1rVsHKSqkmeCk5Q7vfesMj2ytobNJ5VfH/thx1/6FSmfify4+/9kAX3/qW/nqDTd1NGdfd95ZzT96/vlvcvtjVU4ck6wah+G6y0jTY7gBQ7WMejWlXk2oVWLqlS7VqMtwfRHptHlsm+IL3wn55j1VdhyK6GUhhAHC8QgdSc1R/YGOmytrYQdIZnCQg9xz+wMlk5PbvD/ntuSuzFKRFvxS1ad2lrkhJZAX0U6Wcm8b3XNKgGftXHzPpE+uqwqlr627FdPzpd1Tqxhm+sayGNg4skwz7ffHKe9NUgzC7c8pe5GY15NpSBSGIJVaemveUiwKYceCWthuSblgljipM5Cu5KfpCElWj8f8+ut6vOaiHt+8d4HP3dbgoa1DTPcqJMol0xrjJmRG//nbqbSL0g5JWgEtGa4otu70uOJlF+mXnbX6utlWp3POBW/858Lznw9wgDM3r2ZibNXzL+wS79539Mr/ferKJ2SzYpRnm3XJWFPTrGXUKgm1yNgS1itdGtU2YbDAlh0xn7gp5LZH6uw5WKGjfIMU30VKSSgFNUcTFtbO5bNMAxC2521F+POc3NP2Nt4/PS/Dca1irdJFByDH9HEJVkvaeFL0OyZOKTXxXW13FFWhzzgx0iWsLrLjjgozR0Mmm4ooMHcXrftrZFJqUqlxlNEEUfmpjz9wov+0iw+1Ff3LLLiT1NBb/VSTpIo4kTaa5gWxtHcSSFI7eU4tyKW2QJfmYsgUMvHI5SrSzMFzfFaPp7zrp1Jedd5Rbnu0xcdvHOLRHaMkKrB8E7PmlqRZwSVPU49eLJmeCxluTPKzr9msmqPr3u1Uz37eTXf+MKD5wwH4mnUn8e17no39Uy76yJq9Oyr/5vXVv9y+cz8Hp8dYNqpYPt6jXolNpe9mVKMe9eoivt/iursEH/zUJFuP1klEgO87RCXKn5E8NlNKr8zvljZHLuW6fbBL8+iZdMHPI6qrCrcAzwoTOU5mBHBknnqUuCXwIu2zfvuv6Ic75ix81T0D8EqYUa/EjDbbtNM55nouBxcioqCfeoiC4KSKaJrZSWM+3jacan0MZ6V0+RXR3SgaZyQqo5e5xJn1wsk0SWpSJy/VJKVInhTtzVIb1JG4mSZNJakjcTNJmpoJJsJBIcgyhx4guqZtOTWc8fYre1x29hH+7FNdvnTnOIc6NaM2qxSLMcwsauqLKWkKQro88UKbqDrBFc3Ge6659qKPqM6WbO2a035yAA7wios2kcR7MvfqV2179unh1p2P3lZvhj1OWNUh1S2e2pVxwUkeUSBo1hfYebDNf/t0lW8/NoamwnBVErqm6s20UZRN7R+xv51TOp3y2Y/cRbFXdFT6Us5e2djIWqW4TsrWfYI9RzxwZGElWI7Yx0ZviugtJTZFyZ+LuZB811B+oyClEsZUwi6e0wOV0o4Fiz3R3zZyLAHKUnszR5m6wLFRvMSVydl4hVJraeFYaQO4FWMpa6diHt2h6GUQZ9YjJ4XE0biuKXZzm3QTyR1bQ5gInjgCNxOkqSB1+kvErmM25YUycm9g++vK7GVKofG9lLGoy5//6gKvu2Q3/+2TU2zbOwxaEoWKCzbPs3WPz3MHQqIw4/zT6mw45ZLWqZvP3/bU8wezzRt/OOD+oQIcwPUi7ns4vn7l8ot//YrLg79qH7lu5J5nj3LbIzVacx7LRxxOP2GeVqfDn30+4vr7phirh4xHmqpvWIBaQy+Fdixop4I0X7ssbcP39ytta87m4a4ri3y80FbJwW29gDxX9X2AHMNYvPdpl4eeD8CVpdGz3fyRSyK3KEkaW0psLgPn2s5Lrrjru4q+g0WCI42QaDfTdFJBZFMHzzHuBVkKmbRSwioXhS8BWOVWISUqbEm9Smtjy3fWiRkXbe7w6NaUWPkmTcm0jeJG5NJzNElqcvI01aSONqBO++9lmmpSV5Ip1d+KL9mJawvuOPHo9DyjbqYFnpMRBRHNWsC1587SjQ/xux/26XbrbFoJv3xtxpHWDDc/IJieW895571y+uWXnPsfEK3rd+yt/TAh+cMFuBCjAMy35j55/gUXurd9N/7ALY/eOj59uMPVZ4UEbgfH6XLbQ5L7nhljqhaxsmkYiJXAROE0g/m2ppdCNzMCm4EDvq34TI+WomPh2gmZaT8JG737XQzPttI8z55OfzDiuSmJSml1PGP1LaTdwB/UKyzG5kv4Jv0JZp6iLBmfu5mRk7ZOFUaiWBFnml4mSLI+8LxM2yUAUJlGudY0SlHQevNIrnJagSoBv+B8G9WBepgi3Jg4i+hlYiBN8VJN4oKbapLcsjETOKlD6kCSCbxUkzpmQz6zlNv8roHtjbuOQiqHTtdhbiFkbsEnzQSeY3yd2j0PjeSCjTNcffYM198VkvQ8bn9gGVecN807X+0gG5cfPmnzhb/bWkw+2aiv+KGC+4cO8Pxo1JtotfCxa6++TD699fCf7t324Pg5p3RQcpq/+7ri728co92ucsK4YrxhOi2GnGXezIPTCdPdhLibspA4xMrBl30mXs4NMaPyPOL0c2/XpbAqNJxwXYreJv92nYwwSNh9CO54OCBNPBxf9j3r5XG27mV/bF7mWAy01vJedfFodklFvtaOHfgoA7gs6zsdpErj2iGQKheYKk9NKLbSVSmCF1FcCZLUoVqRXHJ2zJfv6LL1cI2u7w5cTEkGXgqpYwXmU03qKFIpTS7uQOIKvEyS2gsvv5MYNmJmfeZ7tLuSXupz4KjPgSMeqTJriY2qSyc2F9uaZSnvffsMk6OCex8f5v5nKzhunWuuPP3wstWX/97cvPrY8qmhHwUUfzQABxCyxue/cMNHVo03s3UjIx984MmtI3sP+zy1y8NxHSYagsmGYnzYZWzYY6QhGB1SDNVi9h2JOTNpMzo2y51bXL569wTtNKDm62JJWNqomYM7P/s98X6q4NpWnVu2K3RSXC+llSgOTfugPTxpNFXK5KZjxPCFGBjE9J0ZdCl9WuLYXFixGB0HbWuMTAvzaBd5c9PUvmdN3+xVlRYz+oDPF3lzXROzMKxxmRrp0fBjSFN6yqWXCcJMWLcEA3Q3s1Fc9hmJqY3iaSpIXUOCyuxmvLY0St/LUKrDV25X3LGlzmjDpddO2HtIM1SFkYbDSMOhFwdoJaiEdVx/gZ++sMeJUzHb9vWYiTdPd9Op39mz/bsfP++ia39UMCz5S/wIjre++TVccskpnz7j/DcfXszOpOY2ecerHDYszxivwsSwy7Ixn1WTgk1repy89igvHD7KodmMDZM1fvoCn//whnnWjrboJf1FASkYjNx2omh64YPOE3nk9tx+gem5xh9I6IRndzjsmg7B90y6s0RDvIjcpcFOzm0vXwA5EaoAvAVNzuUQwvSC8wQ6LacdxWM5LdEF2HU5PdFlcFNojmQqV49y6PU8VgzDxrVdhIyJU0VXldMUisidZP0onqSKJDOmv0lqWoZpZgR9yhE8DBL2zyT81VeG+eodk+zcXWdiOGbN6iM8uTdm656Y3YcS9h6BA0d9pucrbNtT5WNfn2B2eoifuuTE1voNk79x91PTn/hRght+hBE8P0YmNqS9XvpLF5z21Lplje7fbtt1IEzao6yZlEyO+ayYhLXLOiwfn+Zz3034xl1NNq+sMDnks3P/MGHYIXRiMmUI20W3wRFFxd8f8PRbguXo7RXRWxWdk8BLODSj+Np3axyajpA1Z8DDJy9kCy8dObjEkFNg87SlX3j27cllsRCg+yJF9IcwWRnchUMx1q2Bvo/NcZYhlJViyHS+ltaXSuv1XCZGJK+7rM0dT7bZOx/RyRyqmcmvjfOwthEcG8EVTmr42LGjTSclB3naXxAGcGRGojSdtMKaMYfJhmTdVIVXnzBPo36EL946Ri8xtYTAJ/ArLB8fYa7dZdf8qt4Z6cpf/tlXNL6091BP/faPGH8/coCHjtDbnvj0XT/3s+P33vSt8c7hhdM+ddLKQ+HokMv4EKxb3mbFxDSf+26Pz946ypqhgPGmS+ibJYN808NwGfJT2G5FPprPHZb76Ym/BNhL3ZQ9N2HHAbjxoSp4Jj3J5SYGXdhEKQURA0sMg+mL7stS5BM/+3OF53t+aLPsoPVgZC7AXYjYl5eH82KybzqQ2Z3LPE3JMml1TVx6PZ+rz2mzfqrD3umEXubRVYKoKGqNZV+SaZwUk5ZIRWyL59gReKkgSbXN3/t7k1obHovvChwF3URzaNZnxfwIP3f5AZQ+yBdunURrcJ2ELPM4PFPhta9Y1zvzvDe2ms0Vdx9NOtnmc0d+1PD70aYo+bHhtLfzwQ8dza75pUu/fM7mlb94yfkT7cjvsHJykRUTh/j0bR0++q0RxisBayYko02HWkURBgmOk4Lj4juylFvTH+bkI3m7TR/4ZmqZ59w5yJ1Se9BzE5Is4cHnPOY7IbgevhRGEcvJ+9FLc/A+/6S/xFBmFfaFPAu/yhKbThQgNxG8SDP00nF8fmoGncjKW/JLZNGUtLmyJFUOqXKIE49qIDl7U5fQ7ZJmmUlTlOne5Ll4kZOnmjixaUqqSBJNnGA85BNJYs80dUhS13DMVcZiAovdjKOzmp0HqszOj/HOVyb87CsPsH0mYdeRlIVul567rJ2w/Bc2b1x72srJcP+6lcM/Duj9eAAO8Nu//jae+Or9+l1/yBccf8MvT61YMXf7kx1++8OKj904wlgYsHoUxoc8RodgqJ7QqLa56SHJtkMRtcAwB83wxpKpPMsa9Kw5ll/y6MxTlNwQy8lsJDfC/DM9xY33VlFpiOs6BcfFFQxGcblkcrl0qonhgwx+vc8PEccfrg8sPBwjh6zK2oR6INL3PxaD+XdJzTVNXeLEw3E9rr2wy1jURacpvUwTZ8I6nZlUJS84zThf00sUvTgzj4kmjoX1qpTEqUMvcVns+Kwcl1x9XouZjmZ2AabnUg5NS3YfrDG/MMa/vTrmz969k0vOmmHF8sm5005c+cvveNncF/7i/3zugBAiy6UmftTHjzxFKR+nnfeLfPazn+Xb26PPDoUneaduXvUXB2ceHZ2sLDLZgPFhj4kRh4mRmNWTC8y1F7jpkSpxL2LlsLYCQqKgwvqeQ1jaECrUsEoR3HFsJ8P6BrnWcHbHVsm2/RH4JnpHVqgzp8i6sk9TdcrgLmlFlFMVytG7dFICfR/dJjrnaUrf2NXuf+Y7oEtIX7pcZNpUJRuYNjpkqUPqmCjb6/msnWqzelWHvU/3iDOfnjKzhUyZFmVaXMSDu5RSZKYN6wr8RNDtGfWxjufQaocsr0RcfdYiN92/wM4jdWphSjWS1CKXZrVKHA9RDeqcf875R885WfzW8Ej82etvGuE9v/bzP07I/XgBDvC2t73N/o0PfwJcd83yifd/9ZvfGd+2c4FlYy4rJ1NWji9SqUzzlXsdnnxhmImqpBllVAIKDXE/V8MKoRIqKqEiKnQMB60NTdFn7L9dN6XTy/jsLVW276vi1F0ix3Cmcx2VXCCo7MI2kJIwOMKHPGpjl5VLZ1nYu3TopedSXRTKqcrg/++3B3WhEJVrjbiOg+u6eJlLp+uzdnmHt1+9yJPbG8xnFRLt9gdK1oA1zYw4S2Z78DlbMV8z67pm/a/Tk3ieh7eomA3qnLom5ZozZ7juTo/dRwPr6iGZGs04MDfFxs3XHF625qL3Tqv0EyO1oR831ICXAOD5IcQ4Wi989MpXXCJcR//pnXfcPr5q7ChDNcnM4jwfv83j7qeGCQlY1lA0IqO1YiJ3LtYpqASaamQWKKIgxXVUoX1i2rb9roZxfks43NJ8+a4aOgwIpKTq2o18S5Zy871LJ3d8W2L2WjCxKD4v+OL515fwWQb3i8uWgKLIRwoW4zF0RqtVyGDRmWkbwR2BY4cySergJorEMbbavXbI6y9e5E8/02VuxhSbaenuAXbYlGlIIHZM8akxshGuK/A9l55n6h2n7SCFjxQwPgy/+MoW61cf5ut3jzK7GPDc7hbDQyNc/LLLD2/Y9PLfQ+uPTo3/cMfv/5jjJQM4gBA1Dh1pf+Tkky9Ox4bcv7z7nluHF3tHuO95wdfvnGBZw6PZzBiqQrPqDChk+Z4gCjS1yKyfNaoxtUpMLUpZaPvMtAKTBriiWA2TUuH4Cbc/5rHQiXAcj4pLf/3NEpGKTZ6S7XYuk/y9UscBUlZxgVFcaIhSzC4F9QJsVuaqj+1jw36udpVPODPrmJAKSIr+u8JNXdzUpZf4VMMurzijzWdvTsgC06LMB2Z5+jW9IJjrSuqhphkaxStHGIAHvlGfihOB1o7RgrcdH88Nef0FC7Taizz6pM8Zm8c57azLZy644Pz/5Hn674WIXkqIvbQAB5gYq5CmvU/6/rnT0ZP7NzRG2n/2+A0Peq8712N4KOPhZzXNmseaKZduL2O2ZbQ0fE/Y9bOMZi1mfGiRkaFZ7tzi0WmP4jseldBwQXItas/N2HtY89Fv1OgmEVFFUnM1odtfWvZtP921ETyXfygk3ZakEPnRB35fQq0oNIUa5ODSV1tVS9MSBv5TbBGVLxTzb5s0Q2Rm/ay4awjD23YcF9fx6Lk+ldDnnde2uf3xDvvmamTa+Km5EqPmGziMjmbMpS3u3RIyXnNRGFlk31NUQnNBuY5mZl7R6Un0cg8hezz4rEczGufUlbOsWH52sm5Z9DuXXHL2NoH/dSGClxpeLz3AAVw3ULPTj1//82+73L/vwd3tt7y68aEx/wEx2z4st+5tsmrC48LT2jzwTIcdB2oMN4w8RCVUNKoJo81FJkaP8OV7JB/92hCbpkLOPMFl+bigEmRobTwcIz/hniclTz1fQ/g+VRcqNnoXshMlNSyZ6xkClAs/pUtdDooCsBC/LNKTcg98MBrnilWDOin2sLcCA+xcH4Ulz8VG8Pwr1q9I4Jg1Omndz5KUTi/glBO6nLK2w94HM1ItAZOKRaFkasTjzE2CDWs6fKQ+z3V3jSGFT+CYFb84UWgkw/WEPdMtHnwmwpEBrit4ZvcC6El11tmv1CevWP/vDicnfvzR5w/EF5158ksNK4Otl/oJ5MfQyOlse/65ePn4yk9Gp3nfmZ0/8OZ7bg//H0cscNamLo/vnOUbD1RYMwyum6cnKc1aj9HmHF+4A/7qS1M0ZIhUgk7PtLeUJWg5jiLOMr79qM9iFhGGjlletmfejfE9YS00ylFZ9KeNqjSQUaVteCg+WNoylOV2oU2ij2kTlvYti2C/hDIgS5NVRN4Hty0/qQvGn7YTX9dx8V2PnudT9z0uP7PNLY/GpJlnBY7Maw0DicYndBq8502HcN3DfOXOZVQ9SSXU1HvKbMILuPaiBTpJh4efH2diWPCGK5ez/fCKP/SjE78w1Fyx22/Pxhs3/mSAG36MffAf5Nhw4kZWr13d2Xn46efOubj+/jUrTv3jay87IXt2f8xXbg/pdX1qkaRRlTSqGfVKwtToAt99IuavvjCO6oYsG4JqpbxxA46T4bsp3Tjhpodq9KRRxap62miS+xAFgiiUVAJJFJhC1nVMFFVaozJt5cb6Z3nSmB95hBVLuin9/BtAkWltJRZsDr70zVjCeXGcQc8hYWvTJBV0e4J2V9LuSRa7kk7XodM1Gt/d2KcXB2RZyCvPNfqO3UyR5AQqbcheC23JwemIwG3wW2/q8vIzj7J3VtDqQKud0VrMmG87hE7I6y+OOX3TAom7KVu36vQ/DtbU3z/dfu65lStXdDZuPOGlhtHA8RMTwcvH6679RT7/heuyX3/XG/7Lrn0H3blv3v6ey896Irjz8VkmRwRrlqWMNmOG6jG9tM1Nj1RotausH9E0KsbEKvDNLqbnmqWGRrXDtx50ONyqEbguNbcfvaNQUAkFUWC6M65jInOcKlRPFfRVxyJRSoWbCQvyklmT6Kcp5QVdWSwC20NbRqEWfZAvvVBsilLw3h0rZuSZ3FjpfJkYW/xhlaOMVLEQVivFc/E9j14vYLjW5fLT5vnGvXXaFY84M/IVcaxodx3mFjwOz1RZOdnhlWcv8PCzDaYXAzxXoUhoVB02rpbsOLiBn3/jab2VGy7/YKWy4r/c8Z3refnlr32pYXPc4ycS4ABvffMb2H1ghpWT/u+/82evkc88v+GiVufr8pzNnYvSbK873aqwaiLliZ2aB55uMOQ7DFcV1ciYWFVCbdfFEpq1LtMLPT5zS52ZVpVmRRB5itCDyBdUAkEtMtaFUWAoAEqZyNXuZLR7tsiSxhlYOgrPlf10hVIEtoQrIRXSMa026ZgevFHUVKAytM6IlWOt9rQ1ZzK/pc9z6XPefa+vwOs6ucyZS6cnWGibBWPPNReq0hIpHLM+5ykCz0TyobrP269c4N6nFpheHGYkFHRjTSdWLHZMFJ9p+QzXa1y4qcepaxd5YWdAowbtZIGD81NpV9XvueCS16qxiZPuOXAw+n2tDyHExEsNlxc9fmIBDrBqquAr/N7e5z/Pn//2qfUX9s1/+Ms3V96SdeblstEW37yvRrxYYcWQohIIKqFDLRLUIqO/MlTrMN9Z5C//ocK3HhxFej61ksNyFEjzMxWXRlVSrxqBIM/VHDwKL+yH/dOmbVgPNVorQ811TcpSRHDKkm45RcAMlgIvwQkStLShN0kgjYkdl55t9RXaJ/R/l7Tb+kbqziww16KUaiXBlYq9IuKZHQ6HjmZ4riYKHXqxcUlzpcTzrItG4NKLPbpxyFXnxPzndxzi/Z8NOLxYoREpah3FYiej1XFZ7LocmqkwNaq49rwOnz7S5byThznxxGXq4MK6Lz5xoPl/PX1od+s333XuSw2PH+j4iQZ4+Vhx4lt58NEdraAW/sbLLty/NVu899SZbvCGQwf38IrTBYdmjbxBverQrGvqlZSRRhfhLPDh61w+fcs4XVmj6RmTKt+qYIW+sQyvVSUjTRgdSpga6SCdDs/tq3HqCQkjc23uerxOL3UQwvh2Bn4/den73DAwOfXclErYY6Hb43NfCtl72OFVV7Q59dSE6+/QHO36dF2PZMnvyX9ZoSbrGq5NJUoZGeoShS3u2qLZf9ihVku58ymJL1wmhxQjDeOX47mO+ZnQ9K2TzKEX+3hujbe9osN85yD/44srONLyqIWK+YWMWsUhy2C6pdmyrcFwXfPqy1ZSGVp13aUXn71ldHLyvyfdXsuvrX2p4fADH/9iAA5w7plrAY5oveU/w9Vr7n9oN2+8Zs8bltUe4DM3LaDTBsvGYNloTDU0effD2xTfemCMZrVGqDXtGAjMcoLvmpy7EkoaFcFIM2HFeJvRoSN86jaPp3bUecc1LleNLLL1gOb5F4ap+KaDU8l0IaI5kJ7k+4quIvBiekmP//mVKv/9U6NsWtXjf//RYU5e2WPduOKDX/RZTIaIfTFQtMKgwJDn5BE8ZWqkxVN7Fvj4jSOMVXz+zbUZiZjnc7fWyJSPFBmeawrlatR3TgAI/Iz5xQitGlx79hx3PDbHlmdHWezCwZkU6UhWTiiOthb59hOT/NpbzufUC9ZdN6tO/A9PHljcedmKZS81BP7Rx78ogOeHEKeyZ+/0zpUrJv9Tszr2ybHG8t98/vC2S3vzO9iwcjf3Pxdx0oqQ7m7N//5aE6lrXLJJsmFNh1uf7HLoUKMo3nzPgKFezRhp9Fg1OcPHb9Fcf8cQZ65yOTLjcsLKKq+9sMX/3FdlvuPTrJgtGCPtNqhOIoXZy/ScjMDv8ZFv+PyfryxH+TVqzS6zh1zi4R6/8voW04tH+duvVehl/oBXUHnOY34feJ7RU+wmHW64N2BuvsYpUw7tdo03XrxInB3l09+aMpaNoYnGxtnBcFWkVDy1M+a7D4+ycUWNk9f6vPt1M/zl57s03IgNqxe45/EOyyYmufySU1m+aePty1cN//fTTl3/eBonO71o8qX+s/+Tjn+RAAdYuWIEYGum9FYp2LJmtbvszJNO/psDBx464ZkbdzrLmjEJmvm5CqtHBCesdLn0dMXumQ5zR+tWi8R0HsIAalHGxHCHvUfbfPP+UWquS6Oam1T5rBwDx0toJ4ElJJnnUe5ZU7gjGDHMrfsyPnnrMLGusWkKVg9X2HOgSrOyyJrlkp+7YpZbHl5gz5HRwvq64KjYR+irvUZ+Spyl7DlcwUHiSsXcokenV+PV5y1w68MLHJxrMlxV9Hqq8OZJU2Nhsn2f5I5HA0hd6pUhxkZS6lFC1Yk4c0OV0amTszNOOXPrmlXZr1xx0sv3A8+JHxOt9Ud1/IsFeH4YXW2e0/rgc0pl13QzZ8V7//2VX9z6zLcbdz22tbpyJMN3TeEYRV127q+zYkhQDY1ltBRGPq1eSalGba673+XI0QonT0LoGzFKI1Fm+NNObrZULDuIYpMnh4IU4Lkp2/ZKduxuMD4kmKgr6pHD/KLL0bmMWqXKhhXzrF/R4YWDuuRnaY7yRo8q0pZcrsG0ETOl6fRgei7ghFUhV5/T4nM311noQi8xfJIgyFjoSA4cqbFyostcL6XdTWgtKtrdKtecJ+lmJyxecOkV8xtbC28aGlm/F8fd+S8d2PnxLx7g+SHEJFrrnSecsGw3anHzYi+78PUrL/nwzt07avc9sm1oYmQPT+zQBMLj9BMc2lnCY8/B+uVGdbZRTVjsdfnG3XUC6VALDcnIc/suYo4AtxiDG2mz3KYQ+jTWnBogJOB4ZqBkhLPIMujGDt2eR5b4CNsTh/7EUmms3Z7ZuDFsP5NqCCmNjKWlufZiWGi7JGnIay5c4Kt39phrh/QSQ4WdHFnkkWczFjsNTj2xzpkb2sy2IyYmGq3q8EnTL197sqs175LR+ntP3FiZSzOU5/7rADf8hE0y/7mHHY6oLc+3ZuqN5Tc++thTa1/zqmvf895//2+fvPLyzY/01IpHN64a6566MWJkeJFuqqlXNEP1lHol4YWDil4aMlSBMMz9PTW+m+H7msgVhIXBVW6FaDocUkCSSOLESJiBXVtzBL5dgzNTUZMyJKnZnVTKEKlcache+ZCplyjiOLN64rndnkscu2a1rLRm1ulJ5hdCPBmydlmbuY5gtpUxv6iQImXfbI/dR0IWu8u7Z52y7NHVJ5z95Jnn/9s/eej+j26IKs2NK9csv3H5yMyMEOJfFbjhX1EELx+nnbQMQC22U4SQH02T+GPKcThx/QXOWac1PzQxNL/RffrpS7btbjuT410SlbDY6XHTAzVUz6M5BIEd1fuuQoiEIy3Q2qURmWFK4Dv4rqReUYw2exyZlcwteHiuQ5IayzzIp5F96oC2YpqGN2LUjIQwSlxRYPZRu4lies5MQKuRAfBix6W16DPU9BhtpCgUSWrcErqxZKETMFWp8Yoz23xqX4zvu8y1NfPdcaZWjWYnVk+6c9Xq2nNj3bl33/d0J3O9iDf/3Mf16Pjq9kv99/pRHv8qAZ4f1Urx8vIMN+12j/xfQRAMD02e9b40/q6fJi9kB9uVs8OF4XNcDnHVmYvMtwRD9SaZyvC8jLl2zLcf9Wh3HUYnBMvGjBh8mika1ZRKNMvTj7mobJR61SFJHKQwtFuhB7fvy/IPYLgkaKNIWw0l61e4aKfFTfdrvHbI8glY7Cq6MTSqPsvHXS47q8Wjz8d0kwpCZBye1aQq5r6nfZaPB/z0FctYNe49tPtA52HtbXTe+vrLY78y8n9naTwzNWqGZ//5P7zUf50fz/GvGuDHO8JwDGAG+DWARx++E0eKS/ccbr3ynLM6bzp749FNO/Z2SRa2sX1Pwkwr4YVDCqEF442ERjXitBMSdh9qs+dgE9fJ2HYg5YHnfE5bpeh0jdFSphIeeFaSpIpMOYUOd75eJqXG9xPOPyXlvmdiUhUQ2o2l0zZ2eHav4MjhkJGGYs9Mhz37PJaPORycht6i4qz1LXodDy/02XFEsnrD2aSVkIvPi56NdfDFo63xm9ZvVLdf9YqLX+q3/CU9/j8H8KXHmWdfAnB7a272duAOz21vGFs2q/Zt3amC6tS65sjUe+99ZDfnnixJugcYqccoPcttjySsGK4iREqnByoLEaQsdj3iNOFjN4Zs2ebyyvPn2b5jhGrkUK/AQjtjoSOQMuVbD7ictkbyjmvmeGjLKNXARSmFzgKkm5JkpjV44Sn7+cSOBrsO1Fi/epTJiVO4ZsQhddYxMzPz/m2HDrxw0fmXyFp9WNYq0TbgxnNGmi/1W/sTcfx/HuD5UW8OAdyYf671biAY2rNv/z3TcyGZJlm18tT/uHLcubpSafNKrTiy6ylc9ygrRl3O2ljBcWCxl7LzYMw376pzyeaQ006c4QM7ezQqMD7S4Z4nwXcjOr0On7u5yRlrKlx1xiy79nRp1AOiimL7/ia9uEOl4lNvjnDpy89HNivUw5AVy7Kb/aPzf9lNfG90+Sl40YrbL7+yN3vKxvGX+i38iTz+f4C/yCHEKoBZ4GsA+/YdAHjGc7NJ10mVW834+td2IeQsUegw2vTYN9NNfubSc/6r0Ade87pX+MnmdR7IHi8/T3HOpoCJiQ6HU4eVIyHjU+O84vw6QgcQxpx9tvRWjAzfoBfv/K+LvSHPkSmB7xJGdapD53HWGQG+48hK5B4cX84Lo2P/MieLP+7jX1dP6CU+9rxwJwIxOTOzrfn0dk+vmnSYXVA8+FzCuScEDI90uO9pl2WNgHNPPspDT9WYWfBYNg67poVYPbF8Tmt98LXXXvJSv5R/Ncf/CxQt9j0FVSN7AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjU2OjM4KzAwOjAwRcWCAwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODo1NjozOCswMDowMDSYOr8AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19587426
    {'hecke_orbit_code': 4503599761588480, 'n': 1, 'trace_an': 1}
  • id: 19587427
    {'hecke_orbit_code': 4503599761588480, 'n': 2, 'trace_an': 0}
  • id: 19587428
    {'hecke_orbit_code': 4503599761588480, 'n': 3, 'trace_an': 0}
  • id: 19587429
    {'hecke_orbit_code': 4503599761588480, 'n': 4, 'trace_an': 0}
  • id: 19587430
    {'hecke_orbit_code': 4503599761588480, 'n': 5, 'trace_an': -556}
  • id: 19587431
    {'hecke_orbit_code': 4503599761588480, 'n': 6, 'trace_an': 0}
  • id: 19587432
    {'hecke_orbit_code': 4503599761588480, 'n': 7, 'trace_an': 0}
  • id: 19587433
    {'hecke_orbit_code': 4503599761588480, 'n': 8, 'trace_an': 0}
  • id: 19587434
    {'hecke_orbit_code': 4503599761588480, 'n': 9, 'trace_an': -2187}
  • id: 19587435
    {'hecke_orbit_code': 4503599761588480, 'n': 10, 'trace_an': 0}
  • id: 19587436
    {'hecke_orbit_code': 4503599761588480, 'n': 11, 'trace_an': 0}
  • id: 19587437
    {'hecke_orbit_code': 4503599761588480, 'n': 12, 'trace_an': 0}
  • id: 19587438
    {'hecke_orbit_code': 4503599761588480, 'n': 13, 'trace_an': 13108}
  • id: 19587439
    {'hecke_orbit_code': 4503599761588480, 'n': 14, 'trace_an': 0}
  • id: 19587440
    {'hecke_orbit_code': 4503599761588480, 'n': 15, 'trace_an': 0}
  • id: 19587441
    {'hecke_orbit_code': 4503599761588480, 'n': 16, 'trace_an': 0}
  • id: 19587442
    {'hecke_orbit_code': 4503599761588480, 'n': 17, 'trace_an': 40094}
  • id: 19587443
    {'hecke_orbit_code': 4503599761588480, 'n': 18, 'trace_an': 0}
  • id: 19587444
    {'hecke_orbit_code': 4503599761588480, 'n': 19, 'trace_an': 0}
  • id: 19587445
    {'hecke_orbit_code': 4503599761588480, 'n': 20, 'trace_an': 0}
  • id: 19587446
    {'hecke_orbit_code': 4503599761588480, 'n': 21, 'trace_an': 0}
  • id: 19587447
    {'hecke_orbit_code': 4503599761588480, 'n': 22, 'trace_an': 0}
  • id: 19587448
    {'hecke_orbit_code': 4503599761588480, 'n': 23, 'trace_an': 0}
  • id: 19587449
    {'hecke_orbit_code': 4503599761588480, 'n': 24, 'trace_an': 0}
  • id: 19587450
    {'hecke_orbit_code': 4503599761588480, 'n': 25, 'trace_an': 231011}
  • id: 19587451
    {'hecke_orbit_code': 4503599761588480, 'n': 26, 'trace_an': 0}
  • id: 19587452
    {'hecke_orbit_code': 4503599761588480, 'n': 27, 'trace_an': 0}
  • id: 19587453
    {'hecke_orbit_code': 4503599761588480, 'n': 28, 'trace_an': 0}
  • id: 19587454
    {'hecke_orbit_code': 4503599761588480, 'n': 29, 'trace_an': -120844}
  • id: 19587455
    {'hecke_orbit_code': 4503599761588480, 'n': 30, 'trace_an': 0}
  • id: 19587456
    {'hecke_orbit_code': 4503599761588480, 'n': 31, 'trace_an': 0}
  • id: 19587457
    {'hecke_orbit_code': 4503599761588480, 'n': 32, 'trace_an': 0}
  • id: 19587458
    {'hecke_orbit_code': 4503599761588480, 'n': 33, 'trace_an': 0}
  • id: 19587459
    {'hecke_orbit_code': 4503599761588480, 'n': 34, 'trace_an': 0}
  • id: 19587460
    {'hecke_orbit_code': 4503599761588480, 'n': 35, 'trace_an': 0}
  • id: 19587461
    {'hecke_orbit_code': 4503599761588480, 'n': 36, 'trace_an': 0}
  • id: 19587462
    {'hecke_orbit_code': 4503599761588480, 'n': 37, 'trace_an': -248316}
  • id: 19587463
    {'hecke_orbit_code': 4503599761588480, 'n': 38, 'trace_an': 0}
  • id: 19587464
    {'hecke_orbit_code': 4503599761588480, 'n': 39, 'trace_an': 0}
  • id: 19587465
    {'hecke_orbit_code': 4503599761588480, 'n': 40, 'trace_an': 0}
  • id: 19587466
    {'hecke_orbit_code': 4503599761588480, 'n': 41, 'trace_an': -9530}
  • id: 19587467
    {'hecke_orbit_code': 4503599761588480, 'n': 42, 'trace_an': 0}
  • id: 19587468
    {'hecke_orbit_code': 4503599761588480, 'n': 43, 'trace_an': 0}
  • id: 19587469
    {'hecke_orbit_code': 4503599761588480, 'n': 44, 'trace_an': 0}
  • id: 19587470
    {'hecke_orbit_code': 4503599761588480, 'n': 45, 'trace_an': 1215972}
  • id: 19587471
    {'hecke_orbit_code': 4503599761588480, 'n': 46, 'trace_an': 0}
  • id: 19587472
    {'hecke_orbit_code': 4503599761588480, 'n': 47, 'trace_an': 0}
  • id: 19587473
    {'hecke_orbit_code': 4503599761588480, 'n': 48, 'trace_an': 0}
  • id: 19587474
    {'hecke_orbit_code': 4503599761588480, 'n': 49, 'trace_an': -823543}
  • id: 19587475
    {'hecke_orbit_code': 4503599761588480, 'n': 50, 'trace_an': 0}
  • id: 19587476
    {'hecke_orbit_code': 4503599761588480, 'n': 51, 'trace_an': 0}
  • id: 19587477
    {'hecke_orbit_code': 4503599761588480, 'n': 52, 'trace_an': 0}
  • id: 19587478
    {'hecke_orbit_code': 4503599761588480, 'n': 53, 'trace_an': -2015212}
  • id: 19587479
    {'hecke_orbit_code': 4503599761588480, 'n': 54, 'trace_an': 0}
  • id: 19587480
    {'hecke_orbit_code': 4503599761588480, 'n': 55, 'trace_an': 0}
  • id: 19587481
    {'hecke_orbit_code': 4503599761588480, 'n': 56, 'trace_an': 0}
  • id: 19587482
    {'hecke_orbit_code': 4503599761588480, 'n': 57, 'trace_an': 0}
  • id: 19587483
    {'hecke_orbit_code': 4503599761588480, 'n': 58, 'trace_an': 0}
  • id: 19587484
    {'hecke_orbit_code': 4503599761588480, 'n': 59, 'trace_an': 0}
  • id: 19587485
    {'hecke_orbit_code': 4503599761588480, 'n': 60, 'trace_an': 0}
  • id: 19587486
    {'hecke_orbit_code': 4503599761588480, 'n': 61, 'trace_an': -532572}
  • id: 19587487
    {'hecke_orbit_code': 4503599761588480, 'n': 62, 'trace_an': 0}
  • id: 19587488
    {'hecke_orbit_code': 4503599761588480, 'n': 63, 'trace_an': 0}
  • id: 19587489
    {'hecke_orbit_code': 4503599761588480, 'n': 64, 'trace_an': 0}
  • id: 19587490
    {'hecke_orbit_code': 4503599761588480, 'n': 65, 'trace_an': -7288048}
  • id: 19587491
    {'hecke_orbit_code': 4503599761588480, 'n': 66, 'trace_an': 0}
  • id: 19587492
    {'hecke_orbit_code': 4503599761588480, 'n': 67, 'trace_an': 0}
  • id: 19587493
    {'hecke_orbit_code': 4503599761588480, 'n': 68, 'trace_an': 0}
  • id: 19587494
    {'hecke_orbit_code': 4503599761588480, 'n': 69, 'trace_an': 0}
  • id: 19587495
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