Embedded newform data - 49.16.c.b.30.1

Formats: - HTML - YAML - JSON - 2026-06-08T11:46:44.933981

• 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': 12544, 'analytic_conductor': 69.919817498961, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 18, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [46656, 216, 1]], [3, [11209104, 3348, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737334759473, 'hecke_ring_generator_nbound': 9, '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, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '49.16.c.b', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '1.16.a.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q-6^{3}\\zeta_{6}q^{2}+(-3348+3348\\zeta_{6})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '15.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.16.c', 'trace_display': [-216, -3348, 52110, 0], 'trace_hash': 1110288435370592402, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.961', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.070', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.315', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.809', 'prec': 17}, {'__RealLiteral__': 0, 'data': '97.683', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -216, -3348, -13888, 52110, 1446336, 0, -8156160, 3139803, 11255760, -20586852, -46497024, 380146676, 0, -348928560, 1335947264, 1646527986, 678197448, 1563257180, -1447407360, 0, 8893520064, -9451116072, 13653411840, 27802126025, -41055841008, -117104402160, 0, -73805136660, 37684284480, 71588483552, 154934083584, -68924780496, -711300089952, 0, -87211168128, 1033652081554, 337663550880, -636365535624, -212508748800, -3283948036404, 0, -984806218616, -285910200576, -163615134330, -2041441071552, -3410684952624, -8945502879744, 0, -12010518442800, 5512575697128, -2639738518144, -6797151655902, 12647275433280, -2145561715440, 0, -10467570077280, 7970954759280, 9858856815540, 2422959920640, 4931842626902, -30926224894464, 0, 20621115785216, 9904721643180, -14887752587136, 28837826625364, 22866980669568, 63284673218112, 0, 250100229829104, 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884597832860084097804, -941518293462514639872, 0, 4395472643956073184000, -4755648944590489774352, 4556495230824002420736, 5316813160303110567696, 1515065978143336076640, -2997240903390284281440, 0, 7242730856459707582012, -4035986169908197540320, -651416100704817731712, 332205827374416384000, -3863611493551703142198, 4325522287537197490176, 0, -2739335520370027880448, 269396897607494359380, -6534446433870370341888, 1873905823793738072520, -4150847450421141700608, 10786541530452747922940, 0, 5548051547296255407024, 123766752822718251904, 6570369572295558011022, -333946532119950645984, -1990312041651343640800, 4997981771665145948160, 0, -435086179035251165280, -2566827673327727190360, 460540079956259896320, -2574388208328874670304, 3361289856080196454272, 4321453202453199592800, 0, -1514070448883496742680, -1176035134428612526464, -372073581785586295204, -491879269585731823488, -4702114842019338132576, 572087029292360409600, 0, 527203250455339560960, 937411790585951738876, 7696602690669742649616, 1185860169697750180560, -3978370212850177446400, -5230222269312738121452, 0, -11231576451849000270528, -4307496917370251673600, -2246901316541922368430, -8517463867364899651632, -1691651593280555591256, -2681746233414777833472, 0, -5878250797429470200832, 4807126565739938296440, 3334407740531143971840, -5348992550333367700890, -1699394959629448939440, -16929847127395791072904, 0, -3409333910913009681792, 4596402763247931649728, 874100311703116897320, -7364510420171044257792, -769752696080055831440, 22801966695210248313120, 0, 2376605278874348766720, -7993973312037568404702, -7659941182918609076928, -1968405114515095582472, -3022324415836685660160, -3832510867190508016800, 0, -28707750476281254370968, 412121436376217476608, -8833271554558074901930, 3171161026087694095680, -1904831913890629815768, 3919524310580496171008, 0, 27004411487385010909440, -3345458057079118842960, 446951173885672135680, -4191663283948976636160, 1863280672729011355680, 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-6588681663888299696128, -10408769654278916425266, -12130519558889265791616, -29464666963025201004240, 0, -7964763058575855067140, 6067611479138051883168, 32646136192413800125032, -22418547501091562311680, 1845609788170541857860, 26248800172588826420160, 0, -8253180383622336547840, 4653758940283611598176, -727557239968955098560, 7473270757865514401248, -11091496094297377210368, -68021400897873412096608, 0, -29854964255706040716000, -13099919537895631967232, -31080942682464818856274, 37150618380866639042400, -60522604525910366878320, -24786894718605335040000], 'weight': 16, 'weight_parity': 1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [-0.5966213466261495, 1.0333784852366532], [-0.44192242826860245, -0.7654320987654321], [-0.2119140625, -0.3670459230883265], [0.14914752295361797, -0.25833108757871165], [1.054641417031646, 0.0], [0.0, 0.0], [-0.6875128799012269, 0.0], [0.10940913478636387, -0.18950218026213367], [0.17796919198108418, 0.3082516826932174], [-0.15926296913860463, -0.2758515543123373], [-0.18729915416852877, 0.3244116512345679], [0.8401291610268996, 0.0], [0.0, 0.0], [-0.2636465420556399, 0.0], [0.6220989227294922, -1.0775069415013456], [0.4866001190001466, 0.8428161290773157], [0.1305516506588846, 0.22612209195317104], [0.2006080836493058, -0.347463393289625], [-0.12642583000365273, 0.0], [0.0, 0.0], [0.38007874846061274, 0.0], [-0.28939720414667147, 0.5012506611504176], [0.30382736135189026, 0.5262444265910626], [0.4555100327936, 0.7889665201558806], [-0.5012389913917661, 0.8681713998251179], [-1.0772462586154319, 0.0], [0.0, 0.0], [-0.39725704595723976, 0.0], [0.15729715495456362, -0.27244666426733877], [0.23366865754961208, 0.404725987012341], [0.3985585540764796, 0.6903236654516506], [-0.1407637561099993, 0.24380997744675276], [-1.1612640730652481, 0.0], [0.0, 0.0], [-0.09274133690875375, 0.0], [0.8950173564748833, -1.5502155350704836], [0.23937413002188013, 0.4146081552154949], [-0.3712719189002712, -0.6430618269588615], [-0.10254084303597624, 0.17760594998925613], [-1.3167015759697491, 0.0], [0.0, 0.0], [-0.27625323332713286, 0.0], [-0.06750012559194767, 0.1169136470425336], [-0.03263620288376937, -0.05652756156081447], [-0.3453210992956597, -0.5981136889056198], [-0.4909956844861666, 0.8504294718270986], [-1.0996778662235955, 0.0], [0.0, 0.0], [-1.0870680366681567, 0.0], [0.4300790123686714, -0.7449187006915825], [-0.17803518353792697, -0.3083659834225397], [-0.3974000726804279, -0.6883171168140656], [0.6427081134631202, -1.113203106954867], [-0.09501470938104555, 0.0], [0.0, 0.0], [-0.35461284582644853, 0.0], [0.2370120337157345, -0.41051688440087997], [0.25787335835503217, 0.4466497585893319], [0.055870409791087754, 0.09677038839785765], [0.10046284013935944, -0.17400674339404054], [-0.5576468365262964, 0.0], [0.0, 0.0], [0.29304368048906326, 0.0], [0.12530318332826332, -0.21703147987466956], [-0.1679653234530053, -0.29092447413034556], [0.29065079191112775, 0.5034219388502025], [0.20623481606060903, -0.3572091797065967], [0.5115644607625661, 0.0], [0.0, 0.0], [1.6317231674911523, 0.0], [-0.07522018934447453, 0.13028518969958097], [-0.43528082215229935, -0.7539284995281349], [1.0679729209476427, 1.8497833601890574], [0.40260019958571686, -0.6973240008198321], [-0.17004669590585686, 0.0], [0.0, 0.0], [0.8860350088750174, 0.0], [0.07444304017751721, -0.12893912785735107], [-0.1855690267144359, -0.32141498258050927], [0.36665014766423465, 0.6350566843570857], [0.7855722673598451, -1.3606510800843337], [1.1396140061030977, 0.0], [0.0, 0.0], [0.2903008096712304, 0.0], [0.1648185760774619, -0.2854741477973203], [0.17555679839623517, 0.30407329443640574], [0.10949534257410229, 0.18965149653050475], [0.8574850423893593, -1.4852076601487227], [0.07788582125311483, 0.0], [0.0, 0.0], [0.245309348827452, 0.0], [0.20652684110917813, -0.3577149819278012], [-0.5858770129315295, -1.0147687533840972], [-0.0598403975215323, -0.10364660885241267], [0.35226392804940193, -0.6101390210553514], [-0.7700535442510189, 0.0], [0.0, 0.0], [-0.06969929462784841, 0.0], [0.1930579631176, -0.33438620092544163]], 'angles': [0.18507861314042848, -0.15618501136755833, -0.3928402013638155, None, -0.1087892192091473, -0.18100370890597614, -0.002451774609011571, -0.3845207767958702, -0.46339408600308835, -0.2818243617846076, -0.04579678420282986, -0.24024816869228288, -0.36437282075679617, -0.2720540447169864, -0.49835012793344546, -0.1483770687774797, -0.04182246642218456, -0.4006504903205576, -0.0363974388990132, -0.09813154826661223, -0.15500878992209757, -0.40480771834280044, -0.15350897614833642, -0.2526795400866967, -0.3129038953304007, -0.14527192518543017, -0.3686941430897332, -0.28003566529081286, -0.13724325245821503, -0.31735647484402735, -0.20994790019821472, -0.4337775913420538, -0.1665782787542062, -0.10508866331090744, -0.3655898766620382, -0.46993016942725385, -0.12298298876467476, -0.45113526561223405, -0.3702508056446203, 0.19033857940563517, -0.4823731181887387, -0.3214461166192794, -0.35380795467541326, -0.07821475354768742, -0.23252629106243683, -0.4298863699191333, -0.12775081281285525, -0.24508156452692326, -0.03073598233748135, -0.3994375698461353, -0.2944675809155638, -0.20875230056722793, -0.07588689860597697, -0.3971903391298434, -0.4734020767729244, -0.16621109399178968, -0.012684368668283789, -0.39365816377288515, -0.10514169241991003, -0.4198261988095548, 0.013076018861462051, -0.1528451104806175, -0.2327320331488258, -0.07793321956474851, -0.3595836046617687, -0.4055784357214679, -0.3058555091061353, -0.2927933772292719, -0.1153017673236016, -0.45050698477547807, -0.03271876414394756, -0.4254973994992246, -0.13022986806271492, -0.3121592302873051, -0.1797429804336197, 0.19373023043296186, -0.08031834495289993, -0.31911134618864373, 0.18387444645244533, -0.46397413235467244, -0.26481278334767483, -0.3236176360494062, -0.1558487730505558, -0.32000834241530784, -0.38651829340648114, -0.22786855706686632, -0.33318291297548347, -0.3007795932943636, -0.3801571408836114, -0.07364256876020117, 0.1964927871974521, -0.042602601398758974, -0.06992199740625457, -0.26468450524054277, -0.33338447366723023, -0.16627031232877765, -0.30002703283441895, -0.1529393224648127, -0.2856537017496686, -0.4686192743819833], 'char_orbit_index': 3, 'conrey_index': 30, 'dual_conrey_index': 18, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 2, 'embedding_root_imag': -0.8660254037844386, 'embedding_root_real': 0.5, 'hecke_orbit': 2, 'hecke_orbit_code': 4503737334759473, 'label': '49.16.c.b.30.1', 'level': 49, 'weight': 16}
• 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

  
  {'Nk2': 12544, 'analytic_conductor': 69.919817498961, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'conrey_index': 18, 'cusp_dim': 132, 'dim': 96, 'eis_dim': 16, 'eis_new_dim': 8, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 137707388977, 'hecke_orbit_dims': [2, 2, 2, 6, 6, 8, 8, 12, 18, 32], 'label': '49.16.c', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 148, 'mf_new_dim': 104, 'num_forms': 10, 'prim_orbit_index': 3, 'relative_dim': 48, 'sturm_bound': 74, 'trace_bound': 3, 'trace_display': [179, 4375, 234087, 0], 'traces': [96, 179, 4375, -704713, 234087, 40964, 0, -7837338, -225493405, 22514534, -54200275, 288834308, -513884980, 0, 3236700562, -11500111173, 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• mf_twists_cc •

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

  
  
  • id: 34834379
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 30, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737334759473, 'target_is_minimal': False, 'target_label': '49.16.c.b.30.1', 'target_level': 49, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 16}
  • id: 34834380
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 268435505, 'target_is_minimal': False, 'target_label': '49.16.a.a.1.1', 'target_level': 49, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 16}
  • id: 34834381
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 18, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336962129969, 'target_is_minimal': False, 'target_label': '49.16.c.c.18.1', 'target_level': 49, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 16}
  • id: 34834382
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 18, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737334759473, 'target_is_minimal': False, 'target_label': '49.16.c.b.18.1', 'target_level': 49, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 16}
  • id: 34834383
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 268435457, 'target_is_minimal': True, 'target_label': '1.16.a.a.1.1', 'target_level': 1, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 16}
  • id: 34834384
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 30, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336962129969, 'target_is_minimal': False, 'target_label': '49.16.c.c.30.1', 'target_level': 49, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 16}
  • id: 34834385
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 268435465, 'target_is_minimal': False, 'target_label': '9.16.a.a.1.1', 'target_level': 9, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 16}
  • id: 34834386
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799150546960, 'target_is_minimal': False, 'target_label': '16.16.a.d.1.1', 'target_level': 16, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '28.19', 'twisting_conrey_index': 19, 'weight': 16}
  • id: 34834387
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 24, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68987912217, 'target_is_minimal': False, 'target_label': '25.16.b.a.24.2', 'target_level': 25, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '35.12', 'twisting_conrey_index': 12, 'weight': 16}
  • id: 34834388
    {'conductor': 35, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 268435481, 'target_is_minimal': False, 'target_label': '25.16.a.a.1.1', 'target_level': 25, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '35.19', 'twisting_conrey_index': 19, 'weight': 16}
  • id: 34834389
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 24, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68987912217, 'target_is_minimal': False, 'target_label': '25.16.b.a.24.1', 'target_level': 25, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '35.33', 'twisting_conrey_index': 33, 'weight': 16}
  • id: 34834390
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797287399488, 'target_is_minimal': False, 'target_label': '64.16.a.i.1.1', 'target_level': 64, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '56.5', 'twisting_conrey_index': 5, 'weight': 16}
  • id: 34834391
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199523176512, 'target_is_minimal': False, 'target_label': '64.16.a.c.1.1', 'target_level': 64, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '56.19', 'twisting_conrey_index': 19, 'weight': 16}
  • id: 34834392
    {'conductor': 77, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 268435577, 'target_is_minimal': False, 'target_label': '121.16.a.a.1.1', 'target_level': 121, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '77.54', 'twisting_conrey_index': 54, 'weight': 16}
  • id: 34834393
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737334759473, 'source_is_minimal': False, 'source_label': '49.16.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998405288080, 'target_is_minimal': False, 'target_label': '144.16.a.f.1.1', 'target_level': 144, 'twist_class_label': '1.16.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '84.47', 'twisting_conrey_index': 47, 'weight': 16}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 166875
    {'charpoly_factorization': [[[46656, 216, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 2}
  • id: 166876
    {'charpoly_factorization': [[[11209104, 3348, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 3}
  • id: 166877
    {'charpoly_factorization': [[[2715452100, -52110, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 5}
  • id: 166878
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737334759473, 'p': 7}
  • id: 166879
    {'charpoly_factorization': [[[423818475269904, 20586852, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 11}
  • id: 166880
    {'charpoly_factorization': [[[-190073338, 1], 2]], 'hecke_orbit_code': 4503737334759473, 'p': 13}
  • id: 166881
    {'charpoly_factorization': [[[2711054408681216196, -1646527986, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 17}
  • id: 166882
    {'charpoly_factorization': [[[2443773010821552400, -1563257180, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 19}
  • id: 166883
    {'charpoly_factorization': [[[89323595006416709184, 9451116072, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 23}
  • id: 166884
    {'charpoly_factorization': [[[36902568330, 1], 2]], 'hecke_orbit_code': 4503737334759473, 'p': 29}
  • id: 166885
    {'charpoly_factorization': [[[5124910977274974536704, -71588483552, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 31}
  • id: 166886
    {'charpoly_factorization': [[[1068436625700917067054916, -1033652081554, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 37}
  • id: 166887
    {'charpoly_factorization': [[[1641974018202, 1], 2]], 'hecke_orbit_code': 4503737334759473, 'p': 41}
  • id: 166888
    {'charpoly_factorization': [[[492403109308, 1], 2]], 'hecke_orbit_code': 4503737334759473, 'p': 43}
  • id: 166889
    {'charpoly_factorization': [[[11632771846055777124485376, 3410684952624, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 47}
  • id: 166890
    {'charpoly_factorization': [[[46201270633331300611433604, 6797151655902, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 53}
  • id: 166891
    {'charpoly_factorization': [[[97197057709319509585491600, -9858856815540, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 59}
  • id: 166892
    {'charpoly_factorization': [[[24323071696527619974117604, -4931842626902, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 61}
  • id: 166893
    {'charpoly_factorization': [[[831620244474552828408132496, -28837826625364, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 67}
  • id: 166894
    {'charpoly_factorization': [[[-125050114914552, 1], 2]], 'hecke_orbit_code': 4503737334759473, 'p': 71}
  • id: 166895
    {'charpoly_factorization': [[[6752148101203494004639656484, 82171455513478, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 73}
  • id: 166896
    {'charpoly_factorization': [[[645824568731833301182470400, -25413078694480, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 79}
  • id: 166897
    {'charpoly_factorization': [[[-281736730890468, 1], 2]], 'hecke_orbit_code': 4503737334759473, 'p': 83}
  • id: 166898
    {'charpoly_factorization': [[[512109930253221410005113776100, -715618564776810, 1], 1]], 'hecke_orbit_code': 4503737334759473, 'p': 89}
  • id: 166899
    {'charpoly_factorization': [[[612786136081826, 1], 2]], 'hecke_orbit_code': 4503737334759473, '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': 3, 'hecke_orbit': 2, 'label': '49.16.c.b', 'level': 49, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEgIzOUKOFgAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13mGRZWt0L//bex4XLiHSV5b3tqu5p7814wwzD+MEMTsJICDmEhK4kENJFFzQXCZA+IcQMMIPVeNPju6e9766u7ury3qXPjAx/4ri97x/nhMmaASE+UA9I8RBPZFUPlZkR67xnvetd79qC//P4S3t8+v7HkVJMvXLqUtkkxqwft3FsycHzLe69bkzcfk1x+bEXE9aPV8dv2jdtXj61Ac+RTI13KBYSoeWuOpj58fX3AKwDaoAvhHi1f7W/tg/r1f4B/ro8Go1LCMG2pZqaCkOh292Qz3/us+xYN8vWdVU85XDuymejFXPjL/rtlXdYwkTTcw5TY4Ko06VVj53p6aXfuTwtEEn3b18eaYez80usG4dL3ZCRYmJ34wtf+k8fP/GLx658Xvz6v/mxfz8/ff5TTnj4YLt2SiFcgljIlY6aF4Lz2zdueLXfkr8Wj/9TGv6Ux4VLiyC9iogu3Dt35TC2LSPL8/7xxTn3TVEkCOOIlw69RMGrsXN9g1pLcXkhBzogjmJGS4aTlx32b0uYXZSMjsSUCi5nZy0SHTFRFMwsRxzYrjl9WTI2onEcB8+zOL8oqbVh95qYHZvG2LvvOoR0iGLDpWX5QLeT/JrB2LfeuI99u9Y9FgVhzfEmXu237Dvy8X8Anj3q9TrAW4wOd8wtLOv/+gef1XddV9pmxOQ/bzfPk3ctGo1p5hartH2bWkeRGAfP1pRcw0Iz5vRsl/VjHuWcQomIiRGHXZsUnS4IGTC9aNENYWZZoHDwg4gdmwxTo20kkkI+ZO1ki5MXx6jWchS8BMeK6XQTmh1Fu5vg5CbYtH4jiIgDu7dw9uLCr0yV5s/fdPuHpJufkI5jncXw9dHR8qv9ln5HPP63B/ijTzyOEOLeVjd4c2Ol/T5Jc4+Oujz78hnWjjeoLiuWmj5rylDwYKKimVlxUdIghWZdJeHSgkchbzh4NqATCDwHluuwbcIin3OZmoi590CTY+dHOHhCcPxSzB37E9aPawoFwaapGks1heeCHxgOnRynmJOcW3BYO9pFCnBUwsKKYqSQIImZqCT4fhEfw/apHCNj+xgp2YxViicdx/o0Iv8NMI/dfOsbX+23+FV9/G8H8IszyziOM7pSrf4/Tz7+mDNeOJasm1Q3Hjnn3XTy7ArdcInrtjmculSkETR43fWKJw87bN/o0+44zNYUQSRwrZh9GxPWjAZUW5KXz40QxYJd67sstBTXbvc5fcGm2bUIA7hlX5tTV/KUciEnpi1u2y0Jo4Bm1+Lli5LrtyQ0WjY7NoSEkeSV84LllsfaCuzZ1MKxJGEEcys2rSBmx1qLxw/DvTf6tOojHLnQZf+ODoX8Gowqc+KiPlhwwhfffu8+dfdr7wzzhcq/gHBFiLWv9kfwv/TxNx7gFy6ex7Ys8cDDTzNRkUpald8cLa7s/vj95+4uqaaqdVa4dV+DTiPP+Zk8Z+cDPvS2Os36JA8eTNi4ocNUMcfCSsy6STh8VhEZECg2jCbcuLvFSkvQ7nocP2+xf3sT23FodSRSCPZs1Bw+o1lq5uhELV6zPaTtj7DSFLx8WrJ7c4wWgnpHk3MN122RHD1v4YcRtabixl2GqbEIJWLixObQOYeNk4bFZcX4aJMtawp883mHRljnQ2+yOHmhwOkrXRLhc/cBFyHK3HpDPjm1cN0TO9eXTi3Xmj+V9+Jk9zV3kySxWTu1+dX+iP5KH38jVZTEn0Y6llxcaHg3vPkfBU/e///+LCQ/KMPnom492itk14tbivL6kOpKnqPn4O23hyhVYmHF5eEXbd51d43rto/x0EsOOzZ2mCoXuTgbc8uekJNXHMqFCJAcvZhn3aimWrN46ljCU2fg2s2GfRslKy3BE8clr9sfUS4oaq0iV+Ys6k2DskN+6K01Ls2XqLcEN+zucu2OJWwqzC9PcGUJ9m3R+KHkwrxLJW9xYlqyeyO0WpLdm5fZus7joRccLiz7vPvehHa7zMUZybk5w9vu0ESRxenZOh2/rj7zdOe+nRvs20oFdcu737jP7vj+Hxx95Md+9diJs65UI11jEr1v99+86v43qoIbowEhpxfq5U7t7O1K8JGvPnoyHnUPjumgWTp4AtxCg9depzl5fgMnLhsKjuTg2S5339jgzj15jpwe4fFXQkbG2rz7TsmRk0WeOOqzd3vMhtEcGB9hCWxpcXbOYrKU0AgMRS/g0mLCsSsJRVXhTTe3qdWLPHfcsH+rYOemhCQWXF6ySRLNzg2Ca7ZFPHdMsNLu8MabJLnCLKcuFrk4VyHvClodm/GRmHNzDo4VoKTCaIuNUytcs1nx+EsVDp6P+J57G6wplHn8kMfhiz63XlfntftzHDoxgueFnL6kODazwt3XhRS8cV4+a7NjU675gbfsrYbygOU6yY9fe+32Z2CsDui/Sbr735gKbswCSTK/5cixyxuCyPr0F7/20MiYs1h4+XST8fE6t+zOEUYjfOUxG8dZ5nUHWtiqwuySYDxv89mHPMaLTa7dpeiGBZ48avj8Ux3ee3cDzyty6IzNurE2YyWHKwsWTT+h0/EprLGJtMVoQbGuIrlnv89LZ2IsKXCdGDcfc/C8olC02TAeEsSwfgyu371Eo2MRxBUibXHkouTw6c24ysN1EqxygB/ASMlnK9BsO1xZTBgrd5gYKfKN5xyOXA55131tNpRLPHXY45ULXfbsWOGD92lOnivS6SrOTVscuxJx900h77vH5uEXbEK/TcGaLT39zEJptnqYN95V+tR0+e2Nleb598Vq2/RLJ2oXr99bebU/0r+Ux9+IS/XMyx8H5HWRvfVTL7x0YsfRoy+qlVrCgZ0xY0WPP3jQYvuGJvs3FXn8JcnRmQ5/5111bt5Z5vCpCqcvG146EzE+UeP6nSG711c4dTHP8ycTcoUG+7doCk6BM1cspN0l5wg8RzOaF8xVbaoNhWUlFHMRrqNwnZDLiwpLBuzbYvHiqRx3HKhTLjf57S/nmci73LkPDp122LfNRwqbi4sWrrLxPE3FS7AtWG7YzFQVI4UOOQccR+FIi7Mzhny+xd4tULRHeOG4w8lpn93bVrh+B0wUJzh00uXslYiXLiRcd02Vv//OmBPn1vPoSwn7d1bZtqbAHz5QpFJqce1WTSeS7Nl9UzK65pozC1Xzkx94592z2nBKyb/eEPlrW8Hn5qtIqXa261dueuThL4VbN/r/5mvPvLJbxEvkPc3mPTG7Nvm4yuGajQ7zNYdwrWZNxeLigscDh7rceWCRG/aAFGWMsXn5bIWPnWrz3tc1uX1vxHi5wMETFR54rsva8S57NgsmRyzOzdp0uhHtDjTaAssyrB9PQEmkDPE7krmaBzrH5EjIjvUdnnrFJSDm3XdFJGGes9OSiYrF+jGB1jFLNYtmN8CPHFpth43jAWOlLkpJLEsQRRbnpmGi0uG2a2PWVSxOXxrhyZMwu9LipmtbfO99CVdmp3jplMupSzEvX0jwTYs339DF70wyv2xj25pyocSJCx6XF2LmWxEJsKYc89zBp9X6yeN72lzzyBNP2Y/l88XfiMPG4TCMz+SLY6/2R/4XeqhX+wf4izxi/yKlsrPl+LHj//GlV175V4369AdPXpieKliGZhueOOLSirts39BgyxoLQR6d5Gh1HIwRYDQX5xwuVTVb1jaYqkDe9fBsC4XFy+cU8/UupVLINVs1uze4tNoe00sCx4qIjGK2ZjO7pGmGAsuyWFOOWail/26lKBFYTI5GrLQMB7Z0kTLPXDXPrvUupy+5XFk27NsSsLAiiWIbP1Ts3hghhKHVkawpx0yMBkyOhtgSGh2F68KuDYJarchDL+Y4M9tldLTBa2/0uW23y7nLk7x8yuHY+ZjzSyGFcoMffUuHazaVuTQ3QrWhcC1JdcXmyDnNmfmY9ZMrvPbGiJt3W1SbHpdnDI36GS6cv7xltBR8MAjZvBKMP/N3/u5P13/rv/zaq/3R/08//lrdf549fAnH8SaWFmb/4aXzzxyQydK7Hnv2PLYriIl5z52Kxw6VeeVczNk5zehYk3/w7gb7N41wbmaUharNcl2wUI25PB9xfkmjcm3ee3ebt9/icHl+jBMXXM5Oa05cjkhkl42TIXcc0GyelFyeL3BlQbLS1HRjjZRQKcLESMxK06LZVlRKIZawqJQSPDfiuRMu26Y0E5WYueUcttLMVDWTFcO2tSHPnnBxHMVYEZSKGC9ArS2otgWTJc1oKUJKCELFStPi0oLF5aWYzVNdbj8Qs2HCgiTPyQt5zk0bjl9KuFQNeMudNd5zd4CnKlyarXBh1mahmlBtxCzWNGcXNHt3rPD3391molDh3EyJw6ctHj0a8q57a4RdC6EFMreTjetHP3/XbbcdmVo/9RtRN1hyCjtfbSj8uR9/bQD+1BOfw3Od0kK18dvnLp79gAgWZKtdw7GKPPKSxVKnwT96X4ecWsNzRzyOX4w4fFHjlRr8k/c3uGl7kSvzZaaXPBaqitmlhJmliJPTGsvzecvtTd54vSZnjTC9WOTirM25aZiuJtiWz0gxYbGp6HRikjhGIHC9HBsnbXauDSmPRMxVBY22xY51ERgINVxa8Gj5hlJOkHcEkhjXTSjlE5odh0uLEGgHbQx71oW0OgmzyxaVos22dTGb1rQp5AOENIShoNHJsdRwqOQFtrSZXXQ4OyO4OB9zuRrj5jq8/qY233ULuLLMyUslriwo5pcSFmsRM1XDxarhNXuq/JP3tSg64xw5O8ax85LnToSofJ2feX+Lleokj7xkIWUbW42wb/e4XrtuxyeRlZ8wJmy++7vf9WpD4s/1+I4GuDE1XjqmmJrQv+w3zt7x1BNfls+dCu9wkmlr31bBy2dcyiMaleR5/JUY5TX5se+KkHqC544qTl4KeWXaUBhp8Qs/UOWmHTmuLIwyt5RnrmqxUDXML8dMLyUstmLKo13uPNDm1j3gyByucllY8ZhbtphfEXQCiGON52gKXkJlJEYDl+Zjmm3YvMamkAtSGiQc2r5m01RAtW6BSalIvQ1BDAbDSiNk/aRNy1cIZRA6oOTZbFrbpd4RXJq1SLTFWElS9ASuDXEs6ASS+RXJXNWwUItx3S7YMbfta3PHNYKJUo5qrcSVBY/ZZVioRiyuxMyuGM6vwA17qvz8DzQo50Y5fn6C4+dtnj8RkNgtfvwdLVzGefylHMJaoVKweOG0Ytf6iB2bKvGF+dFn77v3tUdmZuf+3utf/zaTJIneuLb0akPlT318x3Lwl577NOs23sh//vV//O8OH3rkZ/7gU4/taHcub9m3IZAXZkq8dD5i+4aY7esVlYJNHCqmFyQvnUvYsVEjydHxNZYxzCy7PHdGcWD7Cns2dSnkBJYlcWwL11EUcpK8Lem0bU5d9PjmIYdLiwHNOOLUlYA1Yyu8/c4aB3a0uHFPg4vLMcsdQd7tcn7W0GgW2L9NUu8mnLioKOYtjl2CnesM3TChmzhYVkSlCCevuCgrwZYxlg1+ILl5Twe/IzmwI6HpJ1yaLbJ1SlHIh9QDw2S5Q63d5JOPwMsXEl650GXzuirX7m5SGQ15620t3nOPYftUkSQqc2FmhHPTNlfmNTOLIdNLCecW4HIj5sCOZf71h9qMFytcnK0wu+Rxac5gZJMffluToj3KK2eLHL8Qs9ww2E7IfdeHkIzwyAuhHCsvbrbCC/tjMfmDGzZsXbdlQ+Wbv/uHn+MLn/3Eqw2Zb/v4jqzgv/a7n+b/uX+t+vw/vPALs3ML//LFI+eUTgzL9YTvuqtKEIzz5acFN12zwFtucTh9aZJTF10uzCRcXopYNyGYGnVZrsUs12IW6prLVYHMdblt3wofuCdky2SBRrvE4kqOpRWH5YZgpaGpNjS1lqbpa5qBodONGStFbFqjAYFrG6YXbYR02Typ2LrOsG6yw0It4PCZIjfsNORzNY6eHaVYCAlDm7GKxu/C3k1d/viRMrs3xgSBYXxEEiU+Rc/l2MUuObvAa3bFvHI+ZKHqsH7MZeta2DQVolTE9DI4tkEIw+Y1MZWipOW7tDs2zY7NSlOxUodqQ7PSSFhuJMw3oNpN2LS+zQfuXea23TauNcLsUom5ZY+FFcVyDdZOBKyf0FyeT9/H01ciTsxp3nJnnVu35/nSky6RafHWWzwWqlAoSKSzMxmpTP27H/+R+N+eOiKSPdf+4KsNnW95fEcB/OTJswiVz+U4u+lzD7/yfsKFX2ouLfDwS5p33N2i4I5w+GzCHa9ZphsKYl3nda/xqDXWcH6mxOyyxUoTkgSUlHQDTaMdU2vGrDQ18w3BbMtgRJt33dXgrTdrtq31CMM8tYZHve3QaClqbUGrI+gGhjA22b9ncG3IuYZyyTA5GmHZXc7NhRw566LjAm++JcSy67x4YoQta+Frz8fctd9lseHjWYo4iRitQBzZWHZMtZrnzuubfO2ZIlvXwsEzATZ53nSzJhY+R84lXJj2sKTDmopFpSDIuQLHESgBsYYwMnRDaHUM9bam1dHUO5pq2+AnCZs3dHjrrQ3edUcIushybYTFlRzLdYdqQ1FvCbqhRklItKHWjFmoxpybFywEAW+8aZEoKBCEgruvKXD4tE2h1ODtt9l8/SmPzVvG2L1zzb+KrZs/dd+Nay/XW11/2449rzaU+o/vGIB//akTFMtjzvyViz/SrZ34zeXZ58XpK215zRbF3GKR6eUm+3d1ee5YhZfOxySyzbapJj/zng77Nxe4sjDOfDVPvWnjh5JuKPC7glZH02gnNNoxjbam1jIstARzDU2l3OENN7a4bU/M5jWKUs6m2fJwbQkowliitUAb6HQBoakUu5yZMWgT8uDBAkEnx471Drcf6BDpOo8fKvOanTZn5ts0aiVuPdDhoRdd1owaTlwy/L3vaXLiosuaUck3Dylu36tY6TQ5f2WU1+wKefyITxzkuW2fw/aNXfy4zQMvKkgE56YtSnkLS0DHl2gjSLQhigGpsRxNo20oFCM2rg24Y2+HN9wQM1bwWFgZoVrPsdJ0qDUtai1Bo2Vo+wl+kBCGBj/UNDqGuZrgYlVzzY5lfua9i2xa42CSMq+cyfP8Sc2BbS7T8wVma212b46Zq43pN9x5wNx9y9afGl279WOE1VC4N7zakAK+QwAex7Fst/23/9ePf3lHvdv+8Oz5F+xN45LD5zTrpzrcc6DIi8c9XjgTU23FSCNZ8QVzTcNNe5b5tz+8zP7NHtVahcVanrZv0/It2r6i1ZE0O9DsGFqdmGY7oe2nH+RSW7DUhigJuHanz9RoQrtjeMutAVumNHEisaQhjOCxwx6XFz3WVmKOnvNA59mzQXH9bo3rdXjxTIel5QLXbClQKtd45hWbm3Z6VDt1arUSU1OG508ovv+1bV44YbFh0ma53aC2Msr1ezs8czRhNFfmmh1tFhsNnj9eJmcVuHG3YdemLsg2hy8IJkcjFpYiHj9s040UMqu8W9aGvOHWkFZbsa6iuX4nhGGelUaelYZLvW3T7CgabUmzDc1OQquT0PETOl1NJ4BGF+YbkoV2xLXbVvjFH65xww6P5VqJZsdFm4RqPceLJ3IcPNPl7hvqbBgr8tJJxbrxFm9+/Q1Rosv/bMue95y13dyXHdvRrza2XvVJZq3Rod7o/ODhwy/+2sriqdHDZ6Z5zz1dim6RKCpw8ILhtTe0uXmfQ951mKtKas2ERlszURCcujDOL/yBxdtvWeH99yyye0uBhWqRRsul5Tu0chbFnKKYl7R8m5GCRaeb0PYT1gQaPzC0ui4rSx7TVwxhrJmZj3FdAwgcZbCkoOMrBDZxx+K6LYLt6wyb1ncIkhZff0Fx8myFN97gcv3eGr//dYMj8mxZ3+GVZxTry4rxUgdP5Qgjm8UWFDyLDWsEL58MuX5Xjntes8zHv+Lj2EVef4vBdjs8/HzI154rcPxCjm3r8mxZmzBRCdk6HrF/S4JSGksZwJB3XSbKLmFk0+o4HD1j0+5adHxFuytp+9DuGtqd9HdvdzVtX9PuGpo+rPiS+YbBK7T4W9+1zNtujtm9vsyZyyMs13PUWjYrDcXcsuHY+YhIhWxbK3nlRIFTl0MuLys2rn3Bbofbfq2dvLBy3XW3/eM46n7csr3/fQG+VO2SJOJvv3L48V9+8YVHRstOm7Gcw5NHArasa3Fgl8/6TQG7NjfQoSLWFQoFm8WqolqP8JwE14ILFyv88pkc5+YW+e5bG9yxr834SIlqM0+j5a6q6O2uxO9adAKLbmDohpowMkSRIU7SZxg7GA1SCWxL4DmCclFQKcLUuGbDmg7jlQbfeBGeeMlG6hHeeIPNdXtaPHU8IuyWuP06QcP3WawWuG2XZrzcIWe5dGPFUjNCacF1uyzyxYBDpzzuvn6EW69tceiUAjPCDfsc/tZ3rfDQyyHffKHAicsemyYUU6M5KsU8I0XIuWBbBiVBGzhxQZAkgigWhDEEEenvGCR0A40f6KxaazpdaAZQbUsW2xDogHv2r/C2W1t84D7o+KNcnBthccVjccVmqSZYqsXMLsWcntN0RcwXnjI0W012bu2wfZ1ipV7h4IkVzlx+YDSI+H/vuvNOyxj/d4TI/e8H8PnFFYyJ/9bZk0/98pe/9vDkRHmOO661ybkjPH1klEde8HmxHCEdxfSy5IfesMTeLeA5JXKug+s4KCtCygRLamYaLp9/fB2PvNTizmvqfP/rahzY0mSykqdaz9PyXTpdm07XohsquoGiGwqCSBLFgjhOb/XGpD+fkgbLAs+BfE4zWoxYP9khps2ZmYhPPu5x/kqBspvjpn0Wtx1o8vzpBg8+W+KWnR6b1nb440cESriUihH1doA2oARMlDo0Ww46zvH2uxb5xNfybF/weOstHcKoyuNHxogSj5v3TfLWm5rs3Njg4UMdXrmS5/AFhw2jktGSIO8KHDu9CKUAIQzagNaGKM4u1sgQRIYg1HRD6ITQCgT1rqDaAmF3ObCrwfe/vs4dezSVfIHlWomFlQJLNY+Fqs1C1bBQDZlbjjm7KGgkXX7oTcvs2SCxVMJY0WNheYSnDyteOhdwrVXl2MvfnGz74pff/LpbTdit/67jvTo7ov9LAd7yDXkPIY4Ic27xiz/04jHz4VOnToyPFZucuZKn1V1h1wbD624s89LpAudnQ6ar8NzRAkG8yN99+zy7rBjHriCFi9Y2WoMxMVIk5NqShWaZzzxe4PmjLW67tsEPvL7Ba7Y3GItzxIlLp+vR9m38wCKMFFEsiRNJogXaCAQGKQyuo8l7Ma4T4tgBM9WArxyUnJ12uDBdQWmX7Wsd9m5V3LCniXKXOHKuyPpynmu2wdREjZVmif3rJbE2fOMFl6AjKRdi3nRzly8/HnF5vsjuHTZz9S7HzttsXFPh2q1LPPVKi2eOCYLQYc/WUfZsdNmzocW5uRXOzsALJ/OcOV8gbwlcS1JwDZ4NUqZNlTHpxRonEMYQJoJ2IGh2Bc0IIh2TmC437Wzyfa9vcdeBhLUVl3anwFKtQK3pUW04LNcsFlcMc0shV5YSzi0amkmbv/vdK3zvfTaNVpmZpQInzrm8fNrQjhq84dYWa8qjvHKqQdN/cLLdnvnw6aV8/DO/9sXff/+NNe6474f+5gJc6wBt3LuOiJO/+5Uvfmr0lTOXxnduSLjvNZIoLvHwoVFOT9f5+++JEWKCoucwVoi4smzx9SeneOZoi7/z9jp37A1J9BravocfKOLYgEiwLU3BFTR8xUqrwueeLPHI4S5rKh3ef2+DPRu7dP0212w1bJxSBJFNkigSLTE9cEuNbSVcWjBcmBfUfc39T+WZWa5gQpuKp1g3ZrF5ymLberhmexMtl/nIlwusrIxwyx6La7Y3ePiwQMQ2kxVJIR/TiRykkWAkynJodAULK4J9Js+9N7R4+lCOdeMOt1wzyo9+1zIf+1qLF04VaHdtqvUiW9fl2L22w827Wrz77hazKyvc/5RLteNyac5mZsbBVgIpJQKBNoZEQ6QNSaypjEUc2NchCCL2bAx47z0BEyOK0aJLFHnMLKZmtGbHodWxqDVt6m1JvRUxXU04MpNw24EVfvLtbcaLJa7Ml7k8n+PKvOL05Zgjlzr89AdqTI2M8vDzHofOJRRKC0zMXRlfY+/9T7fsXx/dfq/5kw//l4/wz/7ej//NA/hXv/ZJPvBzrvilD/3u1tnZK7s8dYmc5XLscsI9NzS4ca/DSjPP+QXNpeUV9m1r0Q1HEEJg2xGFFZipjfAbn3E4clOLW7a3cWwvm0SmzbqlNK5lKDiack7QDiXNIM/F6QL//k9GQceIOOaGAx22ToXEMWije5tASCGQSmDZDqcuO5w461HwLIqOZDwvmBiTTI5arJtQbF6bsHtznURU+c+fL3Hpcplbdtns2ZLgxy2ePeJSztmMjRjKxZB8LqVCWksaXcVK21BtJDTaOe68ps7BEx1OXlaUSx437yvzY2+v8l++AIfOFmj7hnrLYmGlxNR4nslKl81jXX72fR1K+QavXIBTVyS2bVDKIIQGTPp/BuIYtkwl3L4/JolsotjFmDzdwGF+2aYT2Pjd9K7W61NaviAIUwVJugk/+o4qb75B41kTzCwWmVt2mVuWTC9EHLscsW7Kx5UVXjpR4sUzEUa12bs1xm/lOXTkfPnsTPejr5zfFP/Tn3rvp7evLZr3vff7/uYA/J/+ymf4j59fo9516++/69SZ+Y88dXCahabkpu2SF06U+K/3G/72W6vce/04+RMeYVeyZluLqbECcWKhlMBzYsqFmJW2x3OHXGqLknUToKQg51kIkaQNoa3JhZpCBCORZjyGIE65djdxiRKPk2cLHD4JiTFklBslwJbgqNTzUXThmrVQysFIQVIpKsbKFpOjsGkqYO1Encis8J8/P8K58yNcv02xbYNk+4Yajx6LWaiOcMNWSaWk8RwfV7oYJYgTiTCGOAmptVOOe/2eHNftavHUIY81FUHeK3L9Ls1Pv6vKf/qC5thMkXpbU28plmoW4+UClVKOSmmEUj5iohCx+foQ146xrRilEqRIfzNDelFFkWJxySKKFVGsCCJFGCmCUBGEkm6kCAKJHwq6gcAPBHFiqIxYHNjlsmfzKPWGxYWmw0pDUa0LFmsxiysxS42ILRscjp0r8sKJiES1+Mm3B6hknJcvae68rsnMwky+Vc/9/qPf/KR+73tKn18+/9FkfNuP/ZVj769cB//Slz7D2IinTl9uvPfUhcsfL6tXvNFigaPncwghkEbwwumIyniLn/qeNnkrj2sn5FzBlYURFqouS3VFvQWtTqoGGGPwXEUhp1BKkCQQxZoo0oSxJow0UZROIaPYECUQJ4YkSW/biRZoDTp7A4QAJcGSYNsC1xJ4riDvSgp5xUheUhkRTI7GbJ7qUCzU+fzTIY8fKVJfLnFgk2LnJocb9nSpVOb4hY/nMX6JO/d73HJNl9naAr/zpQL7N1a453rJ/p1X+MiXLebnRrl5b467XtOmqxf41x8bYU2uyGt22OzeAvu31VlsVnnsmOLLj41Tdiw2TwomyhblkmKkICjmoZAzeK7GdTSulWApg5RpL4FIq7jWAq0FsZbEsSCKJVEiiCJJGAmCKFVewkgQRumENNEGS6XfI+eC1uAH6dS00YqpNmKW6ppLVXBciWcleLk2P/nOkDWlCi8cLyEIkNJw/GJEzmvzxjt3dPPFTT/sR2OfUcJP3vk93/tXir+/8goehl15Za71webK/G8J/4x3suqxbk2D731TwPnpMrNLDomGVy6U+K0vGt50S51335lQbxYpFwOSRKIk5FxJp5BWHqNBClBKIEQqkSWJTD+02BDHmigxxHFP+tMkSaouJCZTSrLSLYRAyvROYFkCxxK4jsRzJYWcoJQ3lIuaNaMBE5UWsanz6SclH/vaGJOex4FNgk1rbbas02xeW+PzzxpWVjz2TCkqJSjmIxYuShZrLs5WCCLBxIikXIYzFwy1pmZ+2WPnFo/X3tDiK094jBVJVSJZZv92wY+/dRFbLvKlpyocn/FY04yYLMeMFBTFnCKfk+RcC9cB1wbLMinIRfo+QQZy0gs7SSBOBHH2GsVkqktaKNL3TWNMevH7XYGUKa8PI4PfTWj5SXpX8QV+Irm8FPOeu6u89QbJaG6MQydyTC9EzC4Lzi+EvOPuFdaN5Xj25Wlv6ybno+vX2ZZS1n8nrTN/PQH+H/7b/ZxfTH6oZI7+h3p1tjS/Igkiw+FzeYrFJjfu6LJpqsjUWIlS3ubpYxV+43NwYOtl9m4QxIkCI7CUJudZ+F1FGKdarzGp5dSQVpZEi/4HF8Uq+zr90BJt0oqtDaanA5J+eEIIlBJYSmBbKUA8F/KeppiLKRdjJso+45U6T58M+cMHc5y6UGbLiM32Kdgw5bBhDeze1KQTN3n+RImcspmoKMpFKBcDKiMxjmMhRHpx+YHDSjOi3jE02jGLNYdNU0Vu3bPIgy90ODVTIu9G2MpBiBG2r1d86PXL3Lh7kT98sMjzR8tU2xaTpZhyPibvSXKewrUFri2xbYGlJEqRyYcpyg1gjMner/R9Sy/+wQwgjnX6fiWghyhcT5lJvS+GTtfQ6AqWO5KFFlyzZZl/+K4OC4ubefqwx4mLMReXQtxcl7tu7HBgm0XDl2yaghOnZ0rdUP/n979thzN/7lMfm9r+/r9+AA+DJlLKv/2Zz93/y88fnB679zU+rlPm1CVBrW64/xGHJ17ucOs1La7d4vO6m4sc2Jnw+eeaPH1cc+f1DeIkBbfjxOS7Nt3AIoyGZD0N2qS33kRDkqTgjxNBogVxVq20lmjDANzpkDKr3GCpdGDi2AbP0eS8mKIXUykFrB1vstDo8Jv323zj4CgrtQI7JgSbJgXrJx02TAq2rutiOXU+8bjF+SsFdq2RVIoyjVmTATNLBteSSAHGCMLIYvNkkxdIMwdrTcPCSo5dGzzefW+DzzzscHHBxbYihLDRpkAUS27YWmPz9zb5xqEOf/yNUV68WGB9RTBeSCh4CZ4jcG2BY0tsS2Ap0sZZij4XNaQXmTYpgJPEZEA36ExaTP+evqaevpINwcCPBO1AshJIln2Dv9Ll9d9V5/B5my88arFUjRgpt7j7Jp/brzFMFvOsNAp025LTlw3HrkRMjl0eO3R884fvvu89qlpt/s7Y2F+Np/yvBOBR0MKy7R994JtP/PLSwsuTjiV55rjm7XcusmvTGCcueFyaszg7Y/OFx0IeKrb52Q/OcuO+Lo8fg8895rFuzOctN9aYGg/Jt9NBTTewiWJroF0ngkTLDODZM/u7Ya5ttKDPSrLbrhQgVXort5XGsTWuk5BzY4q5gPFyGz/yefiI4ZOPjvD80TIVx2b/esPaUcmaMYd1E5INa0K2ra/xykWf+5+cYERZTIwISgVBKR/R6CR87VmPomP6dMoPLN5+e8BXn0s9MY22ZrFmsWGyyPfc0eb5ky1OnHEouDFKihTkOk83VGxea/Oh1zbYtXaRTzzW5JnjZS7XckyVBCOeIe9oPEvj2GApgZLphZxWcui1XdoMAV2ngE56X2cVPq3yafGINUSJIIihFUnqXUGjG+O6bb7/bcu8674Wz53K8eL5Krs3Jvz0+7qUvRGqtRIvnfC4NK85eSlhsdXhbXcmdIM8z7x4ZHJqzZpf3rHvPr2w1Pq9NRPF72yAJ2Gd6YUuUWx+8OuPPPGrDzz40NiFuTrXbIKXTxaZbzV48w3z3HHtCNvWF9m23ubkJcUzpyz+2UcdHCfkyrxkpSH4J/+py2cONHnPfT5vusVnbcHD77oEoUMYWcSJykCuhkAtMlCnXxuTOgGNHvTSQpisqUx9HJalcewE14nIuSHFnE+Cz0OHJH/ySJmjF0YQkcuWimFt2TBeVkyMOkyNS9ZNRGyaanJlqcV/+3KBOMixYYOgXLQoFaCUjxB2SNMvUC4ahEipVRRLRl1FrGNakUOrk1BrKmaWcuzbVuQn3lHnw//d5dJSAUtF2YVhEcce3VAyNeZyw44mB7a1OXZphk8+muPBF8vMNnIUXEXRgYJtcCyDrcCS6ThfiNWqgoF+dU4ruuhTvcRAnN0FowSCROAnAj82BEHMiNvhfffWeP99De7aH1PyLDZPaW7etYhjuSjGePbIGCcvwOWFiNl6zNRknR+8J2bLxBiHTku2r1/g2CsPTNq2+dVtu+6Ol5cW/iA2HlOTI9+ZAO92O6yfzH332dPP/5ejh79einWb2/a4VOuC8aLm+MkyL5/0+aHvqnPr7gYbp/JsWGvx8mWPi/MFAlPAGMjlDCtxgS8fLPHE8Q43P9zkp9/VZM+GDuNlCylsotjOgG4Rx2oI2D2Lq8ToVCYz/YYSpNAoZbCUxrJiXCfGViFNP2KpGfEbn/e4sFjh0IkyRjuM5QST44bxEcFYSTFWtlkzJpkai1k/0WGsXOMbL2lePF7mwAZBpSgp5iWlvKaQCxF2gOtaWCr9/iZriP3Awu9GxFrQ8jWttmGlaTNfLXHb7ja37qvziW965FYUloyADOSJQxhJ/MBmvOxx4/Y2N+5o88I9s1xakvzhg2UW63mmqy6OkhRsgdOjYTJtPPuF3PSazxTQfVpnBJGGMIFAQ5JoTBwhVch42eeavW1++l1NbtytKboOYZyn1rTBSLZMShJtcXEu4aEXO1xchNCE3LK3zY++JSGOxjh7JYct4eVTBSYqVS597Ztjr1l0/8sdt9xQ8/3O/X+ZmPxLA7iJnwO1Vj3++O/seOGls6WXTi1x6z7J9dsjriwUOV9wyLmCywuC3/+Sx0cJeNvtdWYWbZZqLpMFjZKGxKRvchBL/DhHM/J4+OUyz5z0yTsdfvhNddaPxWyZCrl9f4zSNiNFiUBl4JYpuE1awXsPgUFIgxKaINIYYpAxxy5IDp60+MrzRY5dLhLGeYqWYiJnGC0YKnmT6uAli9ERi7GyYGo0Zt2Ez9qJGo8fDfjIVyZZW7aYKEGpoCgVBMV8TM4NePq0ohta2AUyyU4QxhLPUrxml89zR8q0fWj6CfWmzXLdZWG5wk+8dYHp5SrPvTyBLQERoYE4tggjmyCUtH2LStGjXCpw664O9xzo8L33LXHyiuarz3s8fzLH6fMFYmERBAo/UkghEUJc1Xim/UliNLFJubgtEspOTE6H3Hxdh61TPhvGYr7vjQGe7ZBzcnQDh6WaQxjZaWOf3TmVhDWjPm+9a47ZJcGbb5UkUYlqrcTFOZfLc4YLcxGXlw3X7hJcv/0Kx489UJpZuLDj7/zQD6uvP3UkecudB75zAP7wU8f56tM7nMn8oz/SbPr/odNcJgpdPvd4xGK9wZtvCil4FXKuQyEnGavGLDcljz6TQxvYWNbYKlWLkqzB6fG90VjQiRStqEStU+DXPzVKEodMjPvs3eQzXop572t9Nk2GRFHaUKbAHlRuMv4ppUYowWcfzfHKuQLCsrg0m2dmIY+XU4y4gnLBUPI0JQ+KOcFIXlEqKipFi7EyjJdj1ox1WT/ZJDF1PvtkCb9dYOcGQymf2nKLOU3Ri7HtkG885xF0JPYkyAxMUSwp5BRvvtnniZc07UDS9hOaHYt6y2K+mmfv1iLvvavJoWN5Lq0UUVIDUcaRbaJEpcOrUNLuWjTaDsVcnkIuYO+GLrfs7nJlscHFuTqWnXD4vMVnHs0jlErBLeRVFcoA6VQ3jgybJ0Pe/1qfsZJh10bD1JggDF38boUgcmi2HYLQJgwVYWQRJYo4SRt+ANvyuGZTwp4NgsVlh+Waw9yyZGYx5vxszGIn5g131LhnPywuFzl9usrUuvZ/OHrssc6b77j+Y+2VV8LC6LXfGQDvNC6Qy83vevnIxd984qkX5b5tgjfdbPH0KwU++ZCkG9V4/z0JnjtKwfMYKSomGqkvOYhMypezbj1JeiahtGMPY0MQCbqRwI+hEzt0Eod6p8ATr2g0CV98IUaKGKMTUl7Sm+JlEpkQCKEQQiKVIo4spLawLUnRha0ThoKtybuavAt5V1DISYo5RSlvMVKUVEowNhIzUQlYN9EiocZvfM7jqSOTbB+DSj6r3nlJMReTz4UU8j65XB5XSZTMODgp540im64v8IOEVqBodzUtX6crcwWH6YUR7twX8NPvW+DXPmNxue4ihMaYCJ2YjKJJuoFN21cUfYuC55DPeeTdPJ4bUcyF3LAzxLEjbtoZ8wOv62CpGCl1erFngyAGyilGCxKtECgc28YYi05gs7BsE0YpLQzC7BlZ2URUZuqW6INcG4FOoBul638rDc3iSsTF+YSlbsS7X7/Me+6Ap15ax5NHDJURn/bCc3JxJvebLwfJk1HoH/3LwOb/3wCPl38DNTadO/TM3LvmZ2bEddsLnLwC+XyXSlGwruzxxw+ViU2N77tvGUuNks95VAsWzY6FH6R+7N5AJs6mj2E0ZPXsfR0LgjghjAVdF4JEEmlFqJ2UO0qzqmr3FBMlwBIinVQq8HIGzzJ4KsG1wbXAcww5V5BzJPmcJO+lixKlgqBc1IyWYsbKAZOjbdZNVvnIVzR//OAaNpYV40VNqaAo5hWFPORzaU7hXFVzbs7Fc1L7LfT0ZEE3tNg6pZka79LsOvhdk1VxSb1lUcx5FPNlfuB1i5yfm+ej96/HkhYGTaITYm2IYosgVPihwg8kHU+S71rkXJucm9BopT2GYyfYVoJtJ1gyXZSQMh3nC2EQGEzWfhojM+lVErckcayIk3S8H0ZptQ4jRTfMxvyRJAhlNgkVmfXYECci1cwDTasTs9KMma0aqmHM+964yPfdm3BxZi0rbcHurT4lx+HImQLV5nMidqrvmvd3n/tH//fH/V//+R9+dQH+xw9udQpO9Z+LaPmfX5gJ5dZ1sHeLw+xCibm6Yaqc0I08PvHwKFOjS3zodTGWGqfgudTbFh1f0g2zEXGcLh6EUcqTg1AThJmXOQN5av9M9xDjvoQlMhWAAe/OmikpDKqnmkgyWRBsJbAtk+rGlsBzJZ4jybmKnKco5iTFvGGkkFAuxoyWAsYrHTatqfL86YBPPLaOiueypqgp5UUK7pyk4GkKXkwxH/D8KTh8Ms+OCZPx3sHY3A8UN+027Nzk88LRMp0gnRC2fSsDuU3ey5Hzynzg7hUOn17kuRNTYBRaJ6kdNjbEkck8JWnjmu8acp7CczSuY+M6Ca6lsazUbWkpjVJpvyNlBnAxXMJFf7aQSoSSOJYpwGPZ/17dMPXTdwNJNxIEIQSRSe0SkSGKNd1Qp3eojma5CSfnDR988zLfd2/C3OIaFqo5xouCuWqBk3NdisUWlUIsLywv/sLbb5tytqwb/Xe//vOErxrAL83VZRx1fvHYwd/5xwdPtJxrNhV48XRCLh9zw07DmlGHueX0A1fS44EXSrzppkU2r1M4dolCzsm82SmXDCJBGKZfd8P06u8GCX4ITpBV8tgQRdmUMtNstUnpTWag6+F7oHdnAx0ls4mlAttKFwWcbPrnOgrPVeRcQT4nKOYMpXzCSCGmXAwYG/FZN1HjuVM+v/jxNVyeLrNtXFPOQymX+mIKHhS8hJwX4dhdGl2DkgpbGeRQSmuiU9NVFDuUchGdON2J9ANDp5vQ6kgaOUW+5eK5RbZMRfzbH2nwr39f8uyJNRgU2miSRBMncea/Sauq70pygcJzJK5j0rRbS2Pbqd5vKZMCXKVelRTkw/KhyeRV0Z8vxEnqXwlj2a/YfiDxA4EfkH5OWTEKo3SBOYg13cCku54+XFyRTIzXeMsNCVfmpjh9qchcVbKwrGn5Idfv7VLwPF48WcSyq85zxxf/2Wtf/3rbmOq/EmLsLzzO/wsD3Jg6Wut/96WvPvIPpy9e9MIY3Fydt91WYno5x1hJs6YcUS5aTI465LyEx0/nuLISs39bFWMMeS9Hu+vg97Zswp6jTdLpCjpdRduXWF2JrRLs3nqZ1RvBp8/ewGL4MQxuKVJwK0Uf4JYlsC2J60gcW+G5aSRDzjUUPE0xn1DKR4wUQ0ZLPusm6jx3ssO//tg4py6Psnk0VViKOUkhL9PqnTPkvYS8FxElIX/0zSJSKWyZ3kX6FdxkoElsPvTGGg+8GNIKXToZwNu+otVWNFwLz3Fx7RK7N8b80t+q8vMfEzxzdA3aSBKtiROdGc3SO13gpdtKrivwbIHrpJNNxzJYqudTSSt4OgTKAJ5V8d7CROpCTAdlsRaZQSt1ZfqZ27CT0Sq/mwxAno3ygwj8UNAMBYsdyUI14sadDSZHHJ5+Oc/5GcNKM2SlmaAUnL1UZHpZUa7UWVewWVy45D337CP/aN/+d4qZ+fb/tX6q8L8W4EuzJ0i0vvXRJ17M5W1Dkkg+8xi8694lXncTVAoQxhYd36XRtrlxn+b6AwscPJawZTxg61RCpZin3s7hd138wKIb2HTDdF+y3VG0fIVtSZRUGVgFSmnszETVm8IZs6pPGqreqZFKqqx6Z4aq1HcisW2Z+jccgeemmSd5N6GQS8FdKoSUSz4T5QbPn+zwi783yrFL42yoCMYKQ9TEsyh4qX8l58Xk3BDbDpipVrCVQEmdyXKDJjNJUn67tmKI44hm5OEH6V3L7ya0upJcR+E5No7tYVsj7NkQ80s/usS/+F147vhkSh+S1FgWxUnfSRm4Gi+UdB3Vp2C2DbaVUrTUpzIAeGrKMvQOdkilQ9G/GHs2iChzHfoBaVPcSWi1Y1q+TilWYOhGgk4kaYfQCAXNjsHQYf+OFW7d3+TXv7iGi5di0FDvQCdIKefJ+YjbDqzwnntDXjg6ymSuyfzl53PK23eruFrx+asGuPF/D7yZ/Oc/9aSjZIAfWGxaUyfoVvj1T7k8ub/JDbsDOp0QdJt33xtw7KLkoUOKrz4xxWcfSXjdzS1u29PhjgMtJsccdOLRDR26gUO769LqOKw0HYRwMn01TZlTEmKVWjl7/hJzFbpT7i0QGS2RGTVRUmaVu0dPwLPBdTQ5z5BzUzqVz0WU8iHlgs94pcGLZ7r8/O9UOHJpgnVlxURBM5ITFD1J3lPkc4Kcl14c6ag/5LkTgnbXwVNkQEo5eG+4kmhBFFsUPMVt17R4/liJTpTSFD9I6PiKlqtwHYVjOxl/LrN3o+ZXfmyRn/tteObEJJGWRFpnPpGhxtyRuI5Oq3fmTbGzizt9po2vzAxZ8uoqnr2dKVXJaFWc5iqmZiudWWY1tXZqvGoFgnoo6MYaYSLG8j733dngjn0dXn9TwJa1CZ9/YoVPd+DURYt33tfFaPA7hpt2xdy612FhpcRC3bBxzObCZZ/nT33G8da9Jf/PfvVznQ//7Lv/6gHebR4Fb2t58cLH/1vQje6+cVeDKCry0sn1bB6PKTqac+fHOXQM2kFCN9Z84+WImWVFtWYjcpJLNfi9r4zziYcD1k50uH1fm/fc3cSWim1rJeuKNo12DtcpEscjNDtuv+qm7j+d7WKavr+kB+yeQ1BkJiOVPS2V2mttK61kjg2OrfGczGDlJuQyelHMBYwUfSrFJi+fDfj536lw+OIkU2WLibxmJAcFT1DIKfI5Rb5fvRM8N6aY7/L4YYd6w6NSGYzJez+qzjwzUaKYHFO87ro2jx/U6bJBqIdALvFsiWdb2JaDZeWQUrN3o+GXf2yRn/ttwzOnJom0RZTotD9JTL+Su5HsuwsdS2JZKdB71uD0vRn2qojVfFz0hkD0HYhRTNrcxpp6WzNT0yx1oNFNcL2Q3VvaOCrivfe0uHVPwvpxSd618MM8jYbkzTdobtjWYXZZsW+zIYwc2l2PZtvl/LTHct1m06jg0OmQbtxl/VR0dzG68Lu/8A+//ye//+3n6tfv2/5XC/Dl5UWcRu3nHnyi+sGvPNpm15YEoUL2b/co5V1Wmkk/XKcTKDqhotOyWWPDmsnUchklgjCxaEU2VxaK/Pe5hD95OMITIW+4rcXGiYh2O2bDWIMNozZh5KJNFuMgBFY2xOmP4HuVuz/QEX3eLbMxde9pW6bvHHRtjedqPCch58XkvYiCF1DMdxkdaXDodMA//+1xXj6/hsmyzWQ+YSRvMnBn1duT5Ny0+ntuTN4NiXVAK3QRSmL3Knifg6eKT1+diGwKTje1C4QelR7IuwkdR2VHokhsy8K2egfQGvZvMXz4Jxf4p7+leebkGiJtESSCMNFZFRd4kca1DY4tcCzd7zsslVqElZL95nv4feufQSWGOHlfpUovBNtSFEtdXr97mbXjXTq+ZtNEzFtvjcDYaO0RJw4d32alnk46UxeoxBjIO4rjFxR+oGj7VtpYtyTVpubKfMiW9S2kZdg6vkQjufLBx54+dC6Oo3/xV1rBg/YFnPyGzV/54kcPVJcXuXaHy9JKCS0EW8dh05ShUrJo+YpWJ22Y/G4m98Xpfl9qrtcpyON06ztIBN3EJYxdHn2+RJQYBJoNozE3bldMjsY4tko/CEn/ExgGds9jIST9qqQEWWOZuQYtg52ZkHruQc9OMt4ckfMCKqUOI4UWz52I+b8+Ms5L59cwMWIxkUsY8QzFDNw5L5UTe+DOuQmeE1MqhJy4aHjsUAFHSmyVBuUPn1yWApx0+qct7r0hYse2Nucu55jIpxQgVZESOt2sClsKy7Kz5jCV9q7ZDL/y48v8i9/WPHlsgm6UI0gkYWzIxyllcW1SkPd4uNIZRZEolaRA71lqM4DLrIz3q3lPeRWp7VYpwXhZsX+HzY17bdaOaQyCOFZUa6q/FpdKiz39PF1ISaXGVInpBmkkdduHtm9odSJafkKSGCpeAYTF8YsxUs1z+uSLB971gZ/YfPjU7KXrdq/7ywf40ZOznLg8vqViP/Lr0kx/98JKndEK3LWtxdpRidEKUDQ7Dst1m2bbounbtDvQCXQm+aX6dtiX+9JbapSYzBGYfvhCCGwlyLsORkvi7INSkiETfxaTMATwvmqSKQSWNBnANbZlsCyDY2XWWFvjOjGeE+O5IXkvYHSkQ63V4Ymj8Ct/MsUrZ8cZz8BdzhmKOUHBE32tPFVedFq9nRTgOTcgTBK6voen0jU4edWt3/QkuEQSx1bK5a2AIDT4kRgCuMZxEhzbwrYlllIoafcBjoBrtwp+5Sdr/Op/j3nm5BizjRLdgqScGIqxwbMNbva0o55Eml7wqRde9O90MutXhumKFCB6FT5bDpFSYFkgjMvFmUkWqzG2pUEYMANPfpTI/pQzXYuTmXae9RqZCtP20zTf5WaaspUIODaTsH68w+a1hpIjOD9b/e6XX3oyecu9N/4jE81eFPafD+R/boDb5gJ5e/GWmctn3nX85EVOXhxn6XDIhrUtpiZDhIl53Q0hlZLN+kmPlUaBpZpLo5Me7dH2Je0u+IEmyIAexZooTk33cW/Cnk0fbSVTAHkKx+41h2BZPU27xx17+4ciA7bJaEn6db962ynIHSvJ7LEpuF0nA/dom6Wazy//UZ77n51guV1hYkQy4WXg9lLenc8ay5wrybsmq+Ap9/bcEAh55GWHWuQw5rKK467itBkQwsii5Fq89voOz50KaUUuI1GqKXdDjROkF6RjpQBPfy8bIU0GKNizUfJrf7/JV5/z+Xe/t4bp5Qp+2aLsCIqxJh+DG4OjMgutRb/RtDL5dBXIxbd/VbKXHQNBKKm1JFFik3MVtjUYGPX18zidbvZ2PruZ0pJKoTqd3PqGxYZgqW3IFwJGK13uuyEArdg8IVk/VmBpxeGhl85z5Nj6d01WRv+o3elc/Eut4O12h3w+t/OxJ5/8B48+cYq8VeSazZL5ap6ZZYdj52KafsTjR0LGRgLeckuT+w40WDdZYKFaYnElC39sS1q+wu/KbCgwAHhPFUkVkKwhtFOdOh1aZPw5oxxKDQY4UqZ5JinwU2Ar1QO3znh3Oslz7BjHjvGcCNeJKOZ8LKvD44cTfvdrJb7y1CShLjFZEox7KS1JJcCeTq6yp8gq93D1jrCsgKePl+mEFmvzvQvu6gpOf0oYxQrPVty61yfWKcD9SNAdTqQKdKqAWCKr4pl+nQ3YDYLxsuCD97UpurP83td8njg+xnyUo+NJSrGhEBs8C5xeH6KG30sxpIsPdlRldvfp/b1SAqu3RAJok1KOdlf2d0B7FExrQZSklDTMfg+/m2SDrIRGx7DQEEzXoZBvc+9NLd58S8BEyWLNiEOjXWB2scDpixbzVU3Ojokbh8ip7f/gxtvvfino+mdc738cCfc/BPiFC1f4xoMPUSqV1128eOqek+eb7Noaccu1HdrtMuenXS7PS+aWFdNVlzNLec5eKXL/0x3ed2+D2/e0KeTKLK0UqTounqNou5JuILPYtGxNKhnIfaK/BAxOJuc5dvqhWNagOquMgvS+lr2qLQ3K6k3uUmDbmR/DsSNcO8JzQvL5Lo7T4U8etPj3fzDJuaVRbNdjqigYdRNKrqHgQiHbsM+56bTTywZCqX8lye4EKT1Zbia0QwdHKZweaLLqDT1gZI1mkg58wtgmZ3eZKvvUO0X8SPQHJo7d+9nTxi6lFGpoQEN/8jiSV3z3XW1u2rfEr/xhlz/+xgQrcYGOa1OMJUVLk7NS701qVzB9n7hSKf1Tgn6hkDItNMODMtuSaUFKUs9QEIpMmRnQmt4qXJz0fEVpH5aC27DSNsw2BInq8vpb6rz3ni5bJl1sOUK1UeDomRyzy4pLc5rzcxGtyOfWfREjbsC5s6fvMZp17Vb9zNLCLBNr/myq8j8EeJwk3HvXXVuef+nYR44cP8q12zyOXshz8lKHH3jzPDfsGSPvlRgpKMbLMct1WKxLZqYdfvkPCly/t8Yv/MAy6yY0QpRQysWxFL4jCcLMnJPQz+GGQYyDkunkLZX2NLYyq5pGKc0A7L0xtNRZrqDOqnfPaBTjWCklcZ0A1/a5uBDz0a8W+MKTY5xfqFDK24x6UHETiq7JRu89cMsM3LI/FOopMK6T4NoRpULA55+2OHMph6fSfdK+BMcA5f0YByOyNACLPZvhu25q8btfH6OdtyhFhm5kcMO0b7CVxrJkpn4wBHJ78GGZ9K6waVzyf31/hwNbp/ntr4xyfn6EapyjbVsULchbBk+ZtJpnzz4nzy5KJVPVyuoBXaYpu1GcZJKtxopkX27s6/z9389kU9beorKm0zXU24bLdYnMtfnFDy1y0w6HbjDOci2fBn3W0hMn5pYiTk1HWF6bH3izwcRFDp+W2M4hDlyz+yObNt/3liCo/w+pyp8J8FozHbU/+MTBDS8fO769VmuwdxO86ZYczxwp88iLkve/tsWOjRae61EqOJSLCePlhFozYaHucPj4BP/1fsPPf6hOObQxBpS0cQJF4GTBl0l22zOiJ2lntGMA5p4KMuDVOpvG6SFKkhmJlMZWSWYwSrCtGMcO8bKcwVYS8pufdvi9r04xUy2jVY7REcWoYxhxNPmscuf743uZ+VQyapJp531wO+n0MohCzky7tEOXips2mCpr2PryW88zY4Y8KZFFqWCxdUOIcru0wiK+I8hFhqAHcCvJBjUq5c2yZwH+ds2rYmKkw098d4d33TvP7321yUc+O0bVL+BbHp6tyCuRAl2aAcizbJge2Hu0RWVcfdC0pzbm9M9ilY7eW+xOp5+ZLh9BN9S0u1DtSGpBxC98YIWbtpe5PFdhoepSbSpqDcFKM6Faj5itJiz68MHbHJq1PE8dM+TyAd1uwNzMK9tdz9qwduNtF40JEML9iwF8aWmeTqc4MZK3Pj03/bJtORZztSa3XdPlu+4uYknDaCkk7zZwHc1I3mWlZFFvKeotzWQlYbSkyak8lmzhORH5nAVCYCuDG0nCbBO+V9EYArgQq5vFnknIkno1oGW2gqZ6mdkZuFVKSTw3BXajG/L0K5I/ebDEZ58co5sUcRyHMUdQdjQFx5B3DXlnAG7PlbiuxM2oSToYypSJDOCOnU4+L8wZnngxTxjZuAXzLQ1m76HNoBHTOnXo2bbF625q8YmH2pyaLuB7aWMW2AYnBjvS2KHOtOue2iGRckB9VmnsOh2wrCn7/NMPdti7KeCPHyxy8MQIS50CXeXSdFKg5xS40uAog92bG/QTB0z2ten/ner998xE1s9f6U1qewDvBYBGqTelEwg6kUBoTdQd4eXTY8ws2tRapKdwtBLqrYSlRkph2pHgwRc8XBnRJea2zV2klDzx7Cv2ui23fVrHK9d1Ou2lv3AF93Kj8uLFU7ccOfzwyJbJDsuO4tDJHF99Pub1N9dYN5Zwaibilr0dNk35rKnkWarlqbUc6u00527HJsXGNQUa7QpSGHJuhBQGW6X66CACQvRNPulEMu3K1RDftpRON+HloFJbUqOsNELZUhplxVgqwbFSVcOyQhrtiKeOCj7+9SIPHipTaxQROY9iTlG2DSVHk7cNeceQc8iqdlq5c67EcxSeI/AcMoeexnWT9NVO+beyAk5Pw0zDSwcr2bJvr3Kv8nmQ7kH21QYtCUOLNSXBzo0+Ry7HdCKbIMv4dkKypjDTrXtPCfIqn0bv4unJkFGS+sPf9zqfN91c4+GXWvz+N0ocPFGi2spTky4tR+FaAlcKPAlOBvaef74PbDkA+2ola6CZ9ybLyVUJt0Ek6MYCDJQ8lydfctkwLgiiCL+bNp21Niw2oJ1oypUu9+zrEMcWG8YT3nRjxEJ1hFfOuMxVDY889tjIG+4Tt2zYvPvr/BnhQX8mwOsrc65j8Vvd5lyh3sxjq5CxfI5qTfL5R0rU2jGdbsIN+1q8+eY2913XYdsmB9/PEcVpzEMYS1wnxJg0S5psdcxSFo6dDKZbWqQ/5aoFYZNJfzprIHsVvFepNSr7WqkEW8U4TkTOi7BkyHIr4fEXFV97qsD9T4yw2CwiPA+3aFG0BCO2IW9rcjYZ7YCcI7JnT73JeLcjcHvV29G4doJrxzhOjOeEGBPxyCGXS3M5xkcFttSrZLZVGXnZpn8/7iJR+IHN5jWC113f4QvPhrQjGz8SqY6dbTcFken/rqkBLeO9Qq6iKelT9pewk0QRRRY5L+D99/m84aYqX3yyxVefyvP4KyUWGzli4dJxrdS3ImVa0Xtgz4BtqUHEnRKrzVq9gVAP4H3/Sra8HMaCbiIItcCWgvPzmtnlmCgGPzJ0E00rStgw4fOm17R4680Bt+wWtDp5VpoFVurj1Go2UZwwXtScPDVXuPM2fmtpfm4v4P9PA7zjG6Ko+31PP3WwfGm+xkTFsHnSxnNc1ozCSiNhqSFYalhcuOTxny+V+erzbW7b12bvxib7t9bphBbrxgxrx1PvSBgpwtgiii1iKx4sqiayrwT0KIoQ6ZKwFOmH2ntVMsmAnn7QlkqbR8eO8XIh3SDh9DRcnJN88pslvn6wxGKtgLA97JJN3krVhKKlydlprrZnp+D27DSTMLWZyqGnyP67SUGeDYocO8Gx0/W0c7OaIxdcsO30Nj+koIjhEt6nE/SVlFRNSeOc928N2LehzcmZPL4nyMepojJQPXRWvXtqSk+CHHCVgQswvTskiSKOFVFi0w0d8l7AD725y9tvq/PAi20++VCeS7MeJ2fzBDWPwLXp2ApLpWN9V4g0mFSmFCa1//buIKsj4nq/X5Jt56cAzyInknSpRceG+ZpmzXjEuvGQ0DfcsrXL3k0Bd+xN2LXeIYrHOHyqxFLdZammqGbHI15eSti0tsuYF3L8xElcL/9n1eg/HeBBd0UkSfjT3ebhcsFTzC5p9m6t8ubb2swtj3BxzuPirGJkKaKS0yw1LeZmynzszAgTYwGTowF+R/Oa3T4Htne4+5ouezdBFHv4gTMU96AyeiJWNZlCDDZOVLZDmAI7SU91UEmmO8ckScz8iuabj9mcnfZ4/IUcsys5zs4WwHVRBZucJSkoQ8HS5KyUQ3tWCnDXJgNx7ymzp8oATsa5TbYpkzaWrhPjWBGeF3JhCU5czGPL1fLg8O275wfv+zp6SoqWac5LbLNvs8/OyQ5Hz8d0YptCJHAtcOKUx6ohgKfjdbmqkkPvewy2cnSSTU0TlX0fi27gUMoFfOgNAXftbzJTb/DICy7nr7g8cCjP7EqO0HcIlUPXSXdZ07U/gS0NtgBLZHRFgLwKP2muCoQmrdyBNkRhhNBd9m9pcs81Ibu3Jty4K6HVtpmqSCbLLo1WnulFj+Wax2LNYnZJcGE24fJCwmw9ZPM6n7XjLrW64LGDR8d/8kd+9B9Mz85+eMO6deZ/CuAPPfQAcRzz8JOLbF0XMuXZPHHUcGFNk6lKQHkkx163DDhYKiLvJUyM9DY4PBZmc/ih4StLZT7zRMzOtTXeenOVn/qeNqV8TDd0SCyVxTz0wN2LGEsrd1rBdUZpkqxiJzheRJQkXJgWHL2g+ObzOY5ecDh+MUcz8AgCF2wHa8TCVYK8grzS5FTWHFoMvfZss6kv3M1oieMoHEdmF4AZcG87ySp3xvOdCKNDFlYkgXHTE5SlwbrKSiCGK1xPRTFiiEakerjAYmI0RKou7cimaAlyGbgHpjE95ARMc80HQnsaU6eHFhaS7HvEOk0Ei+z0LhrGNu2uy1QlZONUyA1bQ/zQ54cvNDl6yeKbz+c5cj7H+SseUWwTexZIhZQqDdrPvrcUIBGreHhi0oSEtOlNMFHIWL7FT797ibfcFLFpMkcU5THGxXcdGh2Ho8vpETPtrqLZVsxXDScvdwl0h1w54q7tHTZNwuyygxYJ+9bPFU4efeGDUlof/p+q4L/9x99kodlS7aWjQpocx87b1DtQb4/xWGRIdMKm8ZDrtkVYyqVSssm5MuuWdX9h2A+h0RHMNVxeOjvJwpzh7utnecPNbUQ7zpxl2RPACBApuB0rrdioJP23fI1Gc2ZW8olvenQiycvHPc5dcVlquwSJA7YDysIuSVwlyUmTgtrqTfHSr52eXdbKquMwuG2Jk9ES1wHXIVNN0pG5bekBwO2InBeyWEv45jPpyW6VEYGV9QxSDkB+9cOYNABgePcxCBTjY4o33dblgYM+lxsFfFvSjQWOBXZssKMeF840dpmkciHDWSdZJddpWFC63pbRFUsSJwmxpbCTGNuyiCIby3dx7ZicE3Hn/ohb90Z8z901Tk83OHzCwg8t/vihPBfmXZCKjm8ThyngkSIl5kMXmum10joBk4AfcdOBGj/6jjZle5TphXEWVgo02+nKYrq4nK4tBplfJY5hx0Z4zZ4u68c1SZwnCC1WmoJG26Xj21y+dF7ce/t2NXvuy/G67W//8wE8HeUWfrMjlq/dsr7L1CjMLBaYXUoPVu0EGinzrDQsJsowOpJW4jR+9+oJlqFcTVj2NX5H8tIZi/tu7oIbo0yaHtvnJYBQ0GjDs6+kv0jOg+dPuHzpKY8glnQjm7l5By1tIm2jhYVwLJSU2FLgKYGrDJ7UuNkww1HpsCj1YmR+cEtkQE93Mvuvjsp2NEW/eju2xnF6Bq1B9XacCKVCHn1J8YVniyjHwpXpxFUN05M/pYL3tPAk6Skeim7X5u23+9z/dJM/fmSEduxRiAXuMA+PepNG098WEmIAMJFV8uGtHJ0Fkia2wEkksZXRFcsiynqZMEr6fY2tYkbchFt2xty6MwYZ8e57/NQVmgi+/JTHC8cdcjnBclNx+KhLsyMRPd2yX8vTGNtEJNyw2yeX1zQbNmcujzCz5NENUldpFJFtJuksCDRdK5wYcem213DBh05X0uwI5pZjZqtdxsuasYn6tcVS/jejRPzEn6uCzy10KZTc0smXP7f7mTmjFpcVE+WAW6/pMrfssdKyCIL0TXMsg+emjQ8Mwi7jfiimwgDX7uryztcv4rpLXFmEH/u/KyRGDCkLIv1YhEAoQb2tOHjEodm0kUoRGEWgFUYokOmcWQiJUhJXgiNFv9t3pUk5YgYGWw48LD1g24rsdDKyfcW0eg+D283sAanz0Aw1lUm/uXStCGNCZpYdwsDDHZE4GbhVb2VueIo5pBP3muo+yLNmMIxsKkXFxvEQR3TxYxc/FuSsFAi98fpgyDW0qCBk/3v15MjegnJP1ei7GHWSheGrbG6gsOJMoVGp7KrCBJX1O0olrBvTKBUjhGbP+0MiukhL02gKDh6xaHSyeIze1SyyQAqRUpaj5y1+5j+UkapASQiUTMAM5eHoNFVLZyNtSwlabcnMgkRrQxAlaZ56TbNpnaRS1LSasXrisN79/e99R8kkraZQxT8b4CQzdJvqw0ePX7rv/HSHXZt8FuqCfdvb7CzYYNIDVqPsmGshBiabAa8cpErZtmai7LNjc0BbBPzsh0t86uslpKvSct1PWZLpq5AYIdBK9oEshOx7lpUQ2IJBo9MDdE/KyhQMO/NWDEBOPwPcyYxLTravmK51pa5F1+lV9oHN1LF7NtsEJ5uM2naE60ZcWdb84QMFsBzs7ELr68OrwDfMTwZKSpLlKCZJupbXA/kPvMnni4/7HF8o0k5s8nF6KK2tRN9spiSI7Eye/vfKgNVL9krH5rKfj542fzJbJNbEVjo8smM1pEytbuylSpUrKdI/i97fC42ONRVX85bbkkwU0NA7I0hkf5Ya5SZ88hs5/ujzEywlZfat1awpBdjqauxkZwtlBUKg0SaVGltdQyxSkeHmsZAryw7b1tRpVc/fd2n6yoeTJP67/8MKvjLzBaQUjiMuUBmRfPNQhaMXuzx2TLNzfZd33VNjw5SF0Ta2klgWfe26t4ndU0SESF18+bwPus1nvuHxzUMFTMEjsWyQdh/UQsgsNy+9tTtCYAmBFAaLDLiCtLL0wnwyDbbnobAyUFlDEzhraJM+tdumXvPeGle6m5mBO2s4HWew0uY4KbBTu20anuPYqXoiZcilecFS00NYFm5PQrtKQenTLwaDnh51GDgLB0pHGNuMlQI2T/mcnA/wE4tuAm4isBODHQ80adlvxHtFU9ETpM2w98XI7OQ1gU5STp6odCvfUpq4Z31QKpM4dZaAZfqvPVD3vqfo/TfRe9VZwdNDAkF6F3CikDdeH/Get9X5va8WOLNQYKGebjz1DgbovSdZDUjvRVkCcELC2rEu77+3zba1gh1TkuPnbF46JZipT3O++jVn9XLunwLwh55uIYXgxHmLU9OGpq/ZUMnj13I8NpPw3MkON+yqk1Mhd70mZMu6pO/jNqSUqydTAUiRoDoRD79o8Usfq1APiuA6CGkjpUJliVOWAEuY7LUnP/Vu9wOtVfZu/z1wr8o9GUzYBmb+1ENuZ/7n/vKtJXGyp21LHCcFd5p01aMk2faP1VNPdFq9M/4dE/HVp3MsLOWwRxSOHPrZhhWUAcYHFXzoA9VXDX26QZpg+9Y72jz9Spdm7NGxLHKxJuyNzoea2P5WPJrB5lDv0MxBKFL6fTJ+qw2JEqgkXWNLp8IDXt/j+HIIxEoOZhOpytUD+xDQ+3+vUUIjlUbJmCi2KXkB/+ZHmkgxw2MHyxjL6b8zZpACCgwAv3F9zD3XdfGU5vptLiWvTK3pMbcoWDve5o5rFdOLXTrx9OoAo28H8CtnvspIybvz9z717E3jozEf3GGIIpX5tAWLNfj8s3l+58sFpIn5xqGQsbIeQnd6qEgaEJlyKqE1AsOpWZd67CE8C0uq9DQzaXCE6d/WLWH6q2bpm9Uz2w8D3PSHJ8P/rV815bCJv+dITKu2yo7mtlUGcFtiWxm4LbKnGQDbznzkvept9YZKEY4dMt/QHDqbA8vByuiJJa9qMFldxXt3ul4aQG+ht6eH9zTxKLK5fkfAWNmnUcvTiRV5BU4isLNmXq26W2Tvi9RDdEgOio0ZfM/ESGxtSFR6yFSSmMzjkgFbybSoyB5gGQA5s1D0wC/EIEBI9mcWvaqfUR5pY1kxcWLjOSH//HsDPnDfEoaUlunE6sdep/gW/a3+ibJmz6aERNscPpvnUw+NsLBiI4VBG49uGLNlqsP2bRM3Fda88c7f/9S9T/3Q+9/w7QE+vSBYrOm3RZF5TSW/gOVadIxFnL2ZtVjQDly2TzjkHUUU5Fmeu0ohIJ1ihQmZcR/8WGCUIZdL+bOnDK7UOEO39FX+hv4HZlato4m+9XSQ49Gb5PUqeW9ZokdVlMruECpbGLCy7SC1GtyDprLnwdY4VpJW8oya9Gy3lhUhiPjKky5PHy0iXQsnG4AMljC+ddCzOj9q0Gj2po46i8dItMLv2tx2jc933dXio18pEiYu7UTixZkhauhOJXu0QMiM/w4/ZL/+9HRxrUErQWJlvm3V8/yIvg98AOjhoRurAD5spxjYKobAnU2cLaWxYgtLJQShg2Nr9m0ShLGFHzgEQZqWq7OFZDOkqSfacPwCeG5MIdfBKy4i2xZKmjT8U0rmGwE7hHjNWCF8m07MU9+2gs9MT1MuFd70iS89+v1LKwskQYknD0vm6wY/iDFAnFjklWJ8ROPZg9tkv7npfXgmPRWg5WuWW4JqVxLE6ZvRH/eqrDFUQwb7IR/4cDJVCmix6pbf+3v6/zvR/98PG/R7Uz8rq97KklkuYca/M03czsBt2zpbTNZZ5U4XDtJVtzijKBEhEZ96pERiXFR/erl6PN+PsGAg3w3UDYHun5cjML0jWfqnVlgIbN7/2g5/9NWAuo7wE49uInASsBJQiUHFmaMvA5aIJULoq86HTOcMRg87DrOnAqVF+m+tAvegiAgxDO6BT0gM/+/kwBQ38A+lZrjUm59kA6pUOo5iRaOdY6WRo9mx0kNyM8l4WFqVIvX5u07C6IjNW27uok2A0YKWn55ed27GZWllmVtvWPz+7Xvf8tjS4uwDE5PrVgNcEJEkwQ5pWtsr+QYbN+UYybmU5lIrYxSn29h5N+WqtiX7q03Dfuf+7djASjOhdTFGdQ05K20EHTm8ScIqRaC3TdIL7ekDXAxAvir/hOE3Y/Az9DZRBrER6RZ5uvIlsZTEttP1rXTg09PHB5zbGQK3bSVYGfe2rAjXDjl0VnJm1sMoGyUlThbuqVbddQYE/GoVpffsV9VVeYCZQSq22b4uYt+2Ns+ezhEph04icBODlYAVZwsJcY/OmQzcMhUKh4Ce0qIhXVybPu9XyWBtrV+xszvmwNmZ/iurtX0zoIlyUMEH21ZZ9U40turJkSnIDele57lpl2ojO0p9FbCHP8v0M5pZ9Ch46b8RxYJ6U3Jp3nB6VjNSbLBUbW9f1w12hEH0wLdU8JI7S8HNMZJf4oFzmkNnE27eGXHTXpdGWxFG6RUvxPCC6mD7ZjjkMr3iDJMVn/jpLueeK1G0BK6iP0m0hr3HWTO46tYuhy+a1b/88M1+ILmKIRoz2CscVPB0GyZtLrOMFDvTyO10Y8jJMlNsK5tYZosGjpUOdnoc3BDxmUfyVKs5hGulF22vGf42FlIxqCKrJEI91JDrTM7rje1jnUYVj48K3ve6FofOlgiSHJ3EIZeIVEmRBisearyHq2u2dS/6TlLZV1Y0g8QqpTNw6+GCIoYKiOnffVaHK5k+AGXv9xaDfdi+R98y2JkcaVsSx8TkXI3rBLx8UXP/Ex5TI7Iv4yrV+yyHFimGbAlCKIyWBBE0OwmlfId33B3SaMdcXqgjTi0Sx51vpSj3f+VBpJTU6g1u2F4g0Yr144Y1o36a9RxKwlgRx4MG4OpfsneoU85NKBcCtqxb5NFTFpEpYsnMtZc1cvaQstHb6h6AXPTf6OHTwb7dyLuHG9GvlKtDf3oLAoMKTj/dyu6vw2Xb5vYwsHuN5WCBwlIRnhtw4pLg0w8WCaSDkiqbXg7uQt8ywRRw9Y8+fP7k1XHFPT08SSxIbN73xi4f/3qHVy7kiJRFJ5a4UmMnhrBPT3rLB9lcIuPkA9FNZ7aIodxBCVaWPaj6///fWji+JWCp9zqsbvV3OLNGW5q034mzgpFokt7pD3ZCTiYs10OeP11i07hDJZ9alm1LDArFVTMEg+hPy4M4nXxOlh3ESY8w0nhzM5y98AWMHvQhFsDy4jxjE2vy//yXPrp1ZXmGe69dwHNdOqFgoRmxe2OCa1vo2EJJRZw5AHvBjI412Khx7BhLBTQ6Xb78guYbL46Rk5K8nfL2XJa01Iswtvo8uQfyQXxBrxqvemOzt7p33uPVsZt9hWUotk0OHfS6GuCDXc/hym1Zg11OS8V9adCyYiw75MyMRSt0QNlYsmeuGqgnVysooo+OAagHQBsOuRySC4cchgU7YPf6Lq+cCUm0S1c7dBOBnVGUHrULRS+HPCs86MwrrjMe3nvN7hoqlQ8tCcnwHfPqC/GqcNPeBSDE4ILqb+P3AT44cdnOTpBOdMqxldJ4jsvrb2hw5OIiB8+MMrPgkZMSpyfnqlTV6p/XaSDSBqnSAwAcJ2HrxgRfWByZE4w4Pm+/psu1+9Ztvfnef5D/ez/xY53169ekAD97YZbLs7U33n6g/HPPPyf45rPruLAEC42ETrfLfTd2GCnEbJjwuffaiChKz2PxHNi6TnNlXtDsGixbY0cxxy4q/vCBIs+fGsVVLuuKaa5I3jF4juiPyW01CIMctoAObkeif4taVf2y0M3+4a7DueCrqrjsN5qD6LbsVZlvA+4ByO1+aHyveqcLyystzf/vc0Wqvodwrb5Penh6KcW36Um+zaMPdD1Y2dM9NSVrNuMkPUblp97d4uFDJaqBSyAtfClxpcCKM292PNwYij6XJuPkqboiIQM5vQtMglEg9Z/umdFm+KJcNYkfUAk5RFGlQFlgRb33VhBlADd6cDfYNGH49b/b4ODZK/zhAwVOXMyntlxL4geK0wuKbesSck5CnBhkrLnrOp+N45qxvOG11wua7QKLKzmuzFc4f0WwdtO6n5ufOfVU1/e/2K/gi/MH8VyHK7OXiOhw7w05rllxuTBjMb9ic/RkkZkVDXbIJx7pEkQJYaSZrMS8856Arz3tMlu1UFk4TbXm0Wq5TJZg1NMUXUPOJfN4ZHG+Vm/AsBrgvYrbk/2uHnWnb7gZsoJmQM/WgcS3VPBefFtvkpk1uUP0JE29uqp6qyRbXB4oJ44T8slHHI6dy4G0kdnmiyV6DbJZRU3SathTUb4NuHvkoe8PT62tOhnSxGOLOLbZv73Dd9/V5ONfz6FtF18LXC2wtMTSGpUMmsQeZUwTqXrj8x64+91LSllUevfoB4T23ufe2Zna9N/nQR6k6Stnole5xSAcSPVtvb0ZRAryOJZEyZBtN5aU8g637Oywd0PAUr2aFhNbM7Os+NozLu+8J2CyrFOKHNqsHbWQIs/s0ggvncgxvyw5PwuLjZDNa2rMzp/mqYOaOA4GFCVfcPBcl2JRIZVm/Zom+7ZGbF5bYHrBZv1swsU5zVzNYanq0okhTqBaN/zHy2nsmiAFlaug5Bo2TGWUxEk9171jpm0rDfSx+4rG4Kx4SwmGdeTe6/AtfuDAS3+GOEm/1mJgSew1wn11RpHlqTBUsXs9w6B6pzETvYiGpA92S6X7nSsNzZceK7Hc8MBzsDKA95oqeTVFGVJQxKrSyKrNGz2sbmSDGJ2Z1RKdercrJcU77utw/zM+1ZZLKFVWxdM4h8EKGchkWFUZeOxXq/BgTJopqDLKMkxPBgeCpe6+JDvqu08LxWo6OAgLkn3aaa2aHmcO01gQRTI7yUPR6TrUWh7FXMzkSLrAYqmEyaLhwEZQysEYSexYdEOH+WWXharHuWmHC7OGmaWY84sJpVLC+knwQ0nFKLRJTS7W8sJJxiqVLU899+JPX760zHzV45OPx3zP3cuMjrUIdJGGX2ClKRBCM1ZI9wP7Rz2brNmgF/NAn0PZmR21Z2i6Gty2JVbRh54C0we4YqhpGgA8TnqnDYCIhpuhFOSrbpnD1WQogqIfxtk7FFalwO7FTaTgjrFUKg06dsjFi4LTlzy0cBAyHc33J5dXy5pZhPO3ay6H/SjDfHxATwYVvJebkjMWezaHbJ/qUq0FaG3TTRy6cmB1uHqFrEdTer2AJLujCINIBjQDwAzlt6TDujQiOcrOS4oT3efDPY4hxWrFqndAgSUHi9G9AZutepnsaWKXHwrcQGVuTZtaM9PLV01IM5+OIVsIkXQDRb1lUW0ELDR95n3N+FjI99wJRrv4zSqlHYWf3rnn9S+/cuzMRavehNjEU36XNy0stKjkXCIj+I3PjtLuJCgSKm7IWF4xUpDoXHpl946AzhK6s+FLNmxR2WkKahA2b2WxvYMIskHTlyZRDWdypMHsvXCf/gclMoDHaYijIAVDPNTxD08+e9Vb9b7HVeDuyVi9Kt4LC+oNJpRK+vREqZivPlvgzJIHdqp9u31HI6sbTPltlJRvx8Gv4rl9Dt4b2yeDyWYY2GwbD3nrbW1eOF6AJCQUFr6SOEkquaokA1qSgSRJG3WRDA1pkoG6IgTooaRenf3c6c+V2i2CKE2kCsLUemG06N+VhgdzvWi34UDPXkTz4PMW2GHm5LTS4Vpa6IbSyvoRcOmFqfsSaq/5Tr/3rfu7vPH2GkYmNNuKc5fKJLFDENZxLN7kWcGUdvRFqxUILFdyedkQmRWu35Hw4KEyzZU8OSttDEc8SbGgsC2RfdNekzdo8HpFtr/GJMUQ/ciyBjOdc5gu9CrrMPiGswWHYyN6ZppEC9q+RZzYtHzR54f0OO+QJj9Ime35qK8O5tSDCt5rKGUyUE5UTC4X8uwpxRcfLeAHLuSsvjXW6o+phyrat1EjBrPMwZ1o4A8RQwOfnr11qIprRRRbjBQtvufegK8/0+b5Uy6mEOMndn8pWMl0uimHqnmciP6ruBrkeqhwDP18Mp2qIQQEURp03+mmB34ZhifOw5YIM+Df/SmyzCaZPRzIIRwMCwyrw1SH+61+r9JLPhOZzKyKKOmQcxPGCzH1is/DL3fZu9Fn/aSfytVejOVaIVJ0WT+akLMqHDtrM1VUbL0uXd/KbnAoNWj2ru6qh12Kg0mUWMWlB8Di24K6x4etodg1K4tjs3pRCZnjzbISmh2bxZURmm2bxJjs+wlQgwlYn8f3tXbzbb6vHtpWH6gnVm9j344Iw4SvP5Pj+OU8WHafngx8NFfTk6sbTfgWmbAvdQ69ZjuaWutVjWaS5YgHoc3eTTFvvr3D4QsFgsghlhYdLdPx/fA0OBlQlbinWWuB1NmfdfpnLQw6oxm9z89SIO1UBKi14HIVmr7MMlKGbMg9W3L/6yGa2b9rDkCc5tkMqnuvKR0WE+Rw+oAxQyqOHpzkIQULKwqBByYdKua8HPs2gO9HXJpzcEohfifB+sPPfw6DwqHFurXp1oSjuhzYFmNbDq12jpafegV6V1PvVtrrtHu32lXVamgINOjue94TPZQxmPqQ7WxIZEmNZfc48SB+zbEjcm6MbQWcnUn4yvMFnjrksnk8ze12nJRoy8xAP0wRlDDfQlGsPkXJgoOsQc5KSk/ivjR47JLggafzdHwHiln1FoOkp9X+jat18GGOYlYh/WoZTq96DrZvBts+FqWS4s23d7n/cZ/DF1yMZRNIm0CDnYE8TkAJQdwzQvWAPURV+tZZSb93EaS/j2OlnviRPNx+bYu16xt88bkCp68U8JQib4s0mWBVvqEZgL0X9da/U/Y0ctHPS5dyoMD03qdv1d/NkMI0OGws9ToZ2l1D3Te4Tsi120KUUrQ6FqdOPU6n+TxBqLE2l5bJOXBhzvDwEZdaK0FHmvnlkNExwxuuD+kGeYJQXqXVpuS/d+voDSxWzV6u8iz0JlRqFQ0ZqtbW1ZmCKbDzXojrdGl1I54/I/lXH53k0uwoO9co2vl0cVZmo2GM6uOpf3FlUcvWUBXvJWFZQ7FvaRJtkjWWCbYdkZiYrzzt8cTRPHgOiNQ56EqdDXeG7LG9paR+OpdYddFfTcBX336HYh50b+UvC+9J0gSwWFt0fZu793d4651tjl3OESc2iUqruD1UxVNgg0x6o/SMqmiByEb0PQ9Mf2jWK0gWeE7vKEWLn35nzDvumOZf/k6BV86OMNfMY1sOBUeStzJ3qJUZ6YabeTnof6Qcimj+NtaL1cAekoNXWYoH0mUQQTOGe2/qsraScM+BkCCwWa4LDl+IeelMnB6Au21DQM6DBMNNXcOejYp6q8SF2QrNuiZJWkxWOumboAWJkf3Y3zRTUJIY0f+QhjdV+opSr4u/ynWm+hQk6Td2KQ+O0kAdL02CbXQinjgk+cKTJb56cIyuX2TDCBQckyW0mlWnrQ0oyiAZdTg3XA3nHGYut9Ugj7FVhGNHHL4o+PQjRSDd2Fe9yeUqa++34d89Y9iQ1eBbmsurlBRtsrtiRlMSvZqmpEC3MEbx/tf6fPMZn4PnXYyKCIRDV4CjwdKgNKk2LgyJTCeCUgyAnWiQJvtz1gv0+xcx+N26gcVCtcyWSfjIz7R46FCLLz6Z59ljIyy0CjQsJ00Bs0SaYKDAHXKK9oM8MxlT9Hj2UEfSmwWspiRpAU3P6UzDg+JeUc0+59GCYcIpYAKbj31JUu9E7N7Y4lLdcHFZ4tpgPXnEwbIEK/WY5ZUOY6NtRoqSN91mUSlCuehTLjWxrTj9plqhtYUg1RqTRBElCr+r+p7mVdWod7R2JkCJ3qaOGuSdWKo3NYxx7YhiPsC2Q5YbMY+9IvnSE0U+9+woK80SpZzN2pKm7KX7kr0DlHo+lGE3Wm/40ldTegsJqxJqh8BtJRnXT3cuYx3x2AseR87mUtthv3qb1X5sOTBZiaspyqoSLgbV+9uBO9tLTMy3TjW1GgA8CByu2e5zzy1pFfdjCy0tfK1wsypuJRmodKqqqKyKJ+mKJKrnC9eD2/+q3oqU0nRDi5bvImslxsqK731di7fe2uArz7f50hN5njlWYrFeoKlcXE+lSWFSpFW9R11WSalZE5mhVGdATrQgzuwKiUmDOqMkG9WjSWRCYjRaa4xJTwAJEsknn1CMldqsn+wyPiZYO2mojIXs3ChSq+3yioNB4CiJK+CbzxZohwEb13Uo5WOk1NiWh1Sp0B9GhqKb8Pob20xVDEGoKHiS7RsN6PQD8IP02YtmM1r0xwxC9E5jMH2+25sW5nMhxoScn9ecnpF86qERHj8ywsziCLbnMDkiGHVTcOdd0x8c9cJvvlW6Gg6NHG4wM2BbgzuIsgY/SxoHF3J2zvD7Xy8SxA7kHZTKjFU915zoVafVlXxYJqQ38evh+ypfR2qDGmSkmN65lIkgUelpxsMZg4m2CCObghvyg2/2+coTXU7N2hhtE2mJr9O9TSUGDafKqqBM0gZTZlVdadHf00x6G+39cH6IEkE3lLR9GykNBkE3VJTyLh96Q4c3Xt/kqaMtPvVwnjPTec7PFal3PdquwrYUrgRXiX4QUm9Tq/d7JybNKgwT8AMIQ4PJclQ2bgwZ8yLi0LB2LOS1N/oUXEMQpngSIl01FFJQ8gRbJ3N0/CKX5iw8W7BuMiGOwfqNf3vfmtMnL/7LR584QhAqbtwjWKgn/NGjRRZXJDkblJBo0pTQZmjQxHz5uS4jbkQcJYyNRbz5dh+RJBidcNOuNrfuNekxcl2HKLFS/RQBfYCnu3q9s22MCXnlvOSzj7k88kKB2XqeCwtFLNulVFKMOIYRW1NwDQXXkBuajPZkKDUkOa2mI6yiJj1KoobvIH2KkpqqQmI+/2iOl8/m0/QfaWGJ7MMaSlwdlghXqSZDjdOfGvzT713MtzaYw02m6r1mLkNlEfgO1+/o8O7XtvhP/93BT2wSYdEVFm5vz7Vnh00yx2GmnKTZ3ZDIDOhyENegs6oZJ+nEMQgNtkp7nJ5/PY4V3dBmtNjlvfd2uf2aFouNBg8f9Pj0oyUOnyvga4+uY6NshSVTR2ca8ZZJvYY0PyeMiXXAHde0uGW3j8mmh2+8LWRqLCEKJTlHsWVKYrRLp+sSRgpjBEqlZyPNr0g+8WCOxaqLUoYExY59r/mXGzZt/XHriWfr5UYteovWLTasDVlswKmZHFN5jy1lRd5JK2GSGFqBod6R1H2XatVlNoJYG5JZzXNndGpTTCLWjHZ5510N3nd3iwNbfbR2iJI05CfNGkxXv2wv4uIMzC4LPv9EgQdfKHL2SoF2lEc5NqWSpGhB0dbk7TTieJAA28s2SdfPhj3lA0oyREv6De1qkPeMVINnhGOFnJkVfOLhYrr5L22kSCuSI8yguRzi4WqIh/enmN+Gf38LDx9u0L+l0RyiKVn0mtXj4spGa4sPvK7DFx7Lc2LaBRkRaZVWcW2wdI+qpEOgJPscE5lW7N7gJMl2aBPdO3qkNylOdzWlhN6BV73F6ChRBKGF57iMlwI2TAQc2BLyttuX+ObBOl94PM/0Uo7zMzli1walEFL195q0TnBNwPXbm7zn7hbvuCNmTSWd2iaJRc7NIUR61+qGNrNLLs22S73l0PEtoiRVYPJejOd02b25xVy9zWzdpeK5VFz/LSXmy1arrWl24OwViwcPukSxg6ssdm+0GMmnUQpSpTFaK42Y2eUIz9JUPEGUvUGxloSJShNktcvCSpGPfLHM/U9U+Tc/Os+77m7iksb9xtoQRQnPHrd48EWXJ4/kOH8pz0I7R1fnUJadnkVpQcEyaQKslR6H59mk4Zh2L1MwfQ4GCb2h0uA4jj4t+bYgT4Z4+ADoWsV85ck8J87m0zg4aWNl3NteVb2H8k+GqvjV1fxqG0p/Vn8VD+8vQVwF8rR6D+KQ40ShEkUQOOzd3uHtd7Y598kcobbSEb620ogJMZRQ0OfiDMCdGBKV8Vw1tJ+ZCKI4szFHg0UDVt1ZBLFjEccWYWzhdB1yTsiu9SHb14a87/UrnL1c55mjDt84mOe5kzmS0CJJFFoaHBHxzrvr/OKPdJgYKRDFJZotlzhJae1KI/u9TXpBBaFipeFyZcGm2khzx6UE11aUCw6VUo533BoQ6ZAT5xMsk6DjBGvPli61WkDYUGxdn8doC8vqhb33ohIMBs2pi4IriyILijf94yr63oosPakbwULL5sLcKD/7mzH7t8+yfm3I8y87HL9k8/tfrzBf9Vipe4TCQysXy7IoWaRBmdkZMp49yBL07F7MGplxa2grPnta1mBKOtC6M30909hXUZR+0E0KbqUyz8mc4De/WKIrbVBpvIUre/HBpj/s6CerDikoq0A+XLy/1WvVpycD515vTG8y9SSlDbE2KC1JYkUsE5RKlyGixCaX2Pyd7+nwucd8zs1ZIG1iLfG17FfxnpqihCCWJpUOJSllSVLqEMfDW/EDZ2dKK7LFCZNmHfYuuihJiGKJGysiO+0N7MDFtUMquYjbrwm5Y3/Aj7zNZ64Kf/BAnuMXHA4etlm7NuJXf6rOaGGEK/PjrDTydEOrf9fqXfz0UroMCKk5NR1w+rJGmtQSkEZ9pEeeW1YOjcdiPaClEsYCjfXMkSLNps+lSwm7t66wfUNAteH1dWXHThuvZ48LvvZimaCdY7KU+kiETFOph2UxSKvQ6AjkCxFSxhw5Z/Mrv1/i/ifzhKFLKF2MdBCOg6UsikqQV4Z8Njxwe/ENVvp1L43KtYezBHsnAA/O0Oytwn3LU15FS4YkwV5j2VNO2lHCR79UZGbRA+WASKu3J9OhhhpqYr/F9SjFt5lkim9VVIZ18KsGPKbXaP5/7f13vCVXdeYPf/felevEmzvnViu1soRyQIiMSbaxPcZhnCc6zng8Y5sZ47E9zuNhDBiwAYPJAoGEjAJKrZxjtzrncOOJlev9Y1edc25LDuME9u+tz+dwRfftG59atfZaT8jLcZ7Qh8FUFK2FIk0zEqlQqUGSWKyc6PEjb23zGx+3aCUmuTQIU4ugXOFnuR4bFgdNJXT/nQg9m05kMS+XmnMtpSASctBulRHSo+xHDXAdR54UqcZmYmAaKVFsYMUJlmFjGjE1L2K8FvHrP94hSVK+ssPmq/c7nFpSnJxzOHaqTqvjkI5wxfUBfUj/tYyM8UbA669YRDyW8eALPlIZ2BnYsX5iz7UzNq+UnLFeceFWmJ7MMfafSoh6ObZl0g4yfuszBi/s0zwChEJJB8M0yBKJJxWrxqDqaXCV5BohNblK80/ANCVTzYxLzj7JprULPPR8zq13VmgrF0wXYdiYUuEZGtiuKowyS+dXNZS1lV6C5YFStyXytJcYEHZKc81B9R4B+ZACkI7036VqJ8ayI/7iNpsPf6Gm3Wqt0epdGBPJ5XPd06t3mRY8mKC8GtFqhAs+qOTl2K6YaqhB762570mqvRjTVJJIWVRxpSNKDJMfe1eXlw9afOxWPa9PhUFQrvBFkZBWHDJVNqziSTpySJYZUkpkkhU35whJPEenRuS5PqBay01DNcBLaztFHKdEZoJpmFiJiWmYmIbea7z5+pDP3FHhdT+3hg3TFS7fZDLRGJKyhtGQ5YIuL2gjDisnqrz3xh7fe0MP04wxjRSJbjuf2Wdx+8NjhIFgxXiP1TMGxvpJh6Uli9l+ytyCRcVssn0NdPtZkYimK6NrCzxHJyCUlXPIK6CgQ4Jt51TdjJnxiPGaQd2zkDImcyzAQxkOriGpqBzPyAYV2zzdAbb4eKYx9BM0DYlZcCRGwT1wjDUZ4XeXTMGiPTHSZa3JKLiV0tmZC0s5X/qmx2JkL+u9ncIx1hg5vJbb0WVKnmV9+DC6RJwG9FeyCEe3dGJQuUugp5lEZbnuSWU5Ex9W8Tg2qdoJb7++x5d3+Mx3DXJpjlRxgVGSsEYPxDLndPXRQJlfSt+GNZWMkiatSLOMxNTLFzMVxIbESiRx6RRmpJipwjR00IFpKmzTgFwi4ow8E7TbPrOOy94jMZ1ehu9q81PTHBXBMGActnuS+SUDz63i2bp9Vko/6bp9SS9ImazlhEHMyQWXVNYxPDslsFKiXLJiTDJVjzk+59DuGgOer1EEh5YEmVGpkioSc0vDHM9JqfkJ4/U+jh0AMbc/5hPgYxgOFVNQN4uUhbIVGYB7COySKD/kEo/yyWXhLViGxBZBsQN1TkGJLWfdpaChBProzNuI9dzbi7jtXotHn/fIpAnKQkqFI9Geg2JINFo2/x4oWsQrVtDLhQ6vaFKWjQmHukyQuW4phq6zOYkUug8v1DBSKpQ0SNIUKU2MLOHSsyLedEmXT95mgxGRCUU/M7BSMZhDx6VjWNmLj5r7CDmypMqKm3FEwzk4/OaFj6KeuAwEDUU6tZUoYjPFTLRpUmIqrFSRZ5oo5NgpN10ccvtjEZ3I5WQLsjyl6ma4dilpHIph5EjrVwK+FJGXq/92P+P4YkwmUpp+ShBDEAoMy8xwzIQkTnj5kIulFHVfMjUmcaxS6aIXGzmaix0lBS+X0rNC+4i4dornJFT9iGa1w0SjxX3PCb543xipcGmYgrqV63FfESNiFjePNQB2mUk/pFMOBBKlaMKQA9Fwadpjjlo+qFF+d5l4/Cq9tyzUOlbEnsOCj3+9womOrZlG0sBUeiNnFq8yCXiUtbfM7kLm+hE/EDuI02bjeUGRHdVjah72KPlp4FcyUsllKou5tSSVilRmJFIiUwMlM+LYZNJLeO8buux4zmXvKQOEUSx/JGa5vi9m4zIVjBr5lCY7ovA0HNpN5FCEFGSDGboYzMrTNCcuAG4aAjOVxCrHTCSWmREbsqB1SLLCs9yQGW+7ssvNOxa591mHI8ohy1PCOMOzywlZNkxQRi+q4kJJllNKEXX76piCelWwYQYMM2e+rQhjRRhLDNvUlrxpZtKsw3kbQmp+RL0S49kRphlhGilCZKSpYr5V5dhshV5gFNTKInHMTnHtBN8JqVX6TDWXuPe5hF/5yBRz3ToNV9Issiid0uBypAUxi157FNhDNYgcWq4V76e9TBh4mZQWx68UEKenHSiHWkvDiLGtiDhL+NDnfO5/0i9SIiyU1AkRp09OlhkVlbP3kqR0mgB3aFo0PGXmr9ailLTVbAj0UpYnpSCVEpnlJJlEprIw2NEgH7QqiUGkLK68IODH3r3Er3zIIowNcmnQTyWGEK9qZFq2JYOcn5I8pKfVhWHQkKeejtx0RiEbNJKhqeng555qe2bTkKSJXBYXicipuDnv/9ct/ttHJXc9NU2c2kwkOfUowy1zSAvXBYBeCEcXc+Y7MUmmv16jECg7lqLhSep+xnkbIxwjJ0l0WoQxPR6SJSlZZrLUjbn3+SVmlwSWJVGmRBkmlpI4SpOtfEeybTX4TooswO3YMa6tWX9Vr4fjtPnmszn//WNTPL53nIZvMGbnVIrxonZwZWAncHrFXg7yoSPVQAFU9OyWORQNl+C2RlTxpb5yAPRRcJd0WDvmjicVX77fJ4xs8CyE1JwTp3DiGoSiji6SRq3ipBi8htYXr1z4iJEmvCQYiQI8aQ4y03sCmep/kxYc7jTVoa+DCp7mJEoiM4VKMxJZVvEM3475jqsC7nigxx2P6yqQCkk/VYXqpzwQL7eYGMZ/DQE+nPRkWo9plONLXb1Npau5UoI4zbFSQZzkWrGjcuLCojop41OKlqvMYzprHfz3H1xC/FnGvc+PEyQVuq4ahPLqp7z++bpOxk2XhVQrAXleRkdS+LxneFbMqSUTkTQJ+gYnO9BGYLxwwOfkbMBimFH3c57eU+XAUZOaU/Q/Qt9FjqHTf9etNFkzJqh5ERU3wnP0y3f7+H6PuU7Ar33U57P3TNCNqkxUFGPOMEXYLpc0g4PjaYA2RoXIktL5arntQ44xUr2NvwLcA/lZUcXNkZm3oXT1Xuql3Lqjxq4TbrGSN5FK4qqS/jk01l9mz6yGQF+mSBkYFo32jsuV9acvdjKhpWOpyBEZpEK7POjWBJLiY6WpKFqUbHDgTKTux1OpiKVBGFhsnurzxiu6PLLTphXpoIFISPplL54O9ZqyJMENjr/lmSAfTE2yEcWRYRRPF6UpBHFa/G4SQTw4N+X6vxNBbOTEiSBOtN1akgzVSlkq2bRS8dFfaPOF+3r8/qcnOLrUoOWYNGxBzc6ppJqa4dmKmXqVjat8PEenbJgj0e0VN2L3cXjm5Ziq12X9qpBqLcFoVlNOnEp5fm/OiqbLmrpi05h+1GbFIkdKPZqruJKpJlS9CM+OqfkBVb9P1etqo5+HBB+4ZYKn9o1B5jLp5tTtFN/Whj9OobC3raFWszxAqhGAq1LTaYyqgYbqEX0uYDApGXicLHuNepqcdrAslDoQ84nbXD785Sq50EY+Qhr6YClGTfeXq1hGXbhGDYuUEsP8yNNGiKcvesrqTQno8kYowVdSWjMGVVz33HlxwBzpx1VGkhpIlRHHBoZh8GPf0WPvcZMPfdkkTgxyoeinpm5VYFjFKceZ+chXVy5asqJvLmfymsKrlCBVOcnptnhKm64aSWnsJIkNTXW1E1n07LqSJ6kajBjrvsl7ruuyfcMJ/virHe55rsmRTpVebDDuaufcbj9n72FBu2tT8fRwQUn99ea5Pv+YRsrmFSENPyKQOa1OjmGriC0rQ/7dd/SwrQwwEELR7Rt0+wZRoeg1DfCdjHolZqweMFHv0ay1karL/lMJv/ihGvc9N06OT82VjDk5FSsbxGNr64hhJk457itPy4N1uxy1cxuKFNQIwEcVOaUSaJntQ+lrUggo9P/Xs25TxYPee9/JnK/c59Ht2uDr6m0OWpN8RDM6XP+/onqfBnL5ChMjMbIAGtqgDdzFCnCnI3OW8n3TwXRDFFW8aFPKfjyTqEyRJhlpcUZKpEkYpVQqCW+7usfXH/DYc8IApUiFpJcqfWZI9ZxbiAyRMuCIFJAZ4cfoTasqI1DSEuBDY9O40GMaSqDi0od9ZNQbS2IzJ07LSi6JE70FjRKtVKq4Jts39vngT3fZ8XyXX/zwGPtPNDkUu0SpJCMjSWOWOimurdtW0DZu3SCnG+rxZioVaVbnqktdZqYsjHrNIk0MFloZh+Yj6vUWm2a0V8q6GZswsklzXcUcO6FRDan5PQyjy74TIV972OLLD02x+2Ad1zVpWDk1K8Wzi9x3U8fxOabu64cWEsMtpAb4xx9ywQAAa3lJREFUUNOnStXPMmbgUDw8kLiV3JJyWlKIJobWx8kyhU65sbSMiDhNuONRl7uf9rVSR1pIVVA8ZSHDKgXLy0hcYjnQRxXk5S955P8L+Up1z7IpysjBk7KaFuO7pAB6UowjBxMMWbYqUq/ehfazkWk2GB+GfYvrzg254dIuh79uECZ6cRcLQS+VKAEizZcBe9iesJzhWAA8zfQTTKZl9YZEiiJmXSx7ksWnTcGsRPfnkSmKlkW/olgSxxrkOoXZ5vKzuvzJzy7y1Ye73PJwg73H6rQCk/mOoFHJcc0UQ+qfXy/JaTZipJ2waUWfRsVl9yEboUwSLIxzts0sPfpUePuxhYm3HZtNefC5GmkmuGp7mx958xKurXkohkoRIuXkYsoLh1IefVHxibsm2Xu8jmPYTNWgPqjYGtyl2Y/OnxxuIIfjvmLGXsikDJkPtlhSMLAQUKq05h3xvhuogUZBXlRsMyumJCPq+HIdb0QYTsS9Txj85p81SHNbr+SlgSlGqveAQz7SopwOdHVa1T7tkT0qpoVXagsFuvc+Xeo3Ol6UxRo9lUKv1AdtSjGSlDlKFgQsmZFKg0RmREmGq1L+83vb7Dpsct/jBplU5EISCEsfZNFeKQOiSblVJV8mD0uV3n4aqfYTl6V6v5DBjfpJjv5sDFlOvvREIyp2F1EsikxMSWgpoliTqcLIIAhNgtBm3XSPn3l3j3dfe4I/v6vFwy9UOTLr8eJxC5BYUs/oLVvyusszrjlLkmY+B45JjExQrzq3W5VVS8YP/qdvnkxz+f6K7bxt04oO2zcYWEqyboXBqXbMI49lxKk2dAljePA5j2f3uZya90DYrCiA7Z8ObEvgFNk3tqkGK3azZAEW6/RSwzcA9kCkPLTkfYX8rGQEDvSU2XKQF+5IQ+Me7QxrGvp1ZA4+fEuVA8cd8DQdVkk5XOqMMAaVGNleFr9AY/StOn2sObqgYODWmhf9dpKXdnP5oLJnxVQBNSjiA3/BpLR/KA6cg+qd5sVUJR8cNJOCZ59IhZRahb9uJuHH39ph3wGLg0u6iudIAgxkYVZKyuAOy/MiJVkWIC+5LEp/bpUNnV+HKRBDD8llPyeVDX4mpiELgOs9Shn4GtplAKwiiAwC2yAIDfqhiee4TNf7/Ny7+5xcnOO5/YvseM6hFxkF9UDw0ItVHnm2wqnjBqaZ4dohZ20UTFQefX/cfeSk4TspcQLNSojn9Vgx4XD+5jZffzzhg7dXeWmfQ54bhImOIklSiSEk45Wcmq2XNoMDZFGxS7afbel4Pv12ZOs4snE0i4nIIP6i7DulHl3pH9xQlT+aIKAK8bBaBvARV9jBoTIuJicRuR3z8U9XuPmeCrlbJL0pU48Fy9ZHlDfPqORNDFuo0tP8NPPQYTyKft9yqkKx4s5jfXCPk2yQBVmOF3XPK0cAXkxkihGhlFnB5y5bFDGYR+ttZ3baVMUglSZxP+U7rgl5YX+b3/qYSSQiEJJUCPqowXRnoBFV+dA/PIesfKpmDJ6icuRsIIrfkxis/ktV1ahrWTayfdaA1qS5oppbgjCSOJYkiCT90MANTXqBRadn4zk+DT/kunNjrtgGUSKJYoOchOcvXOLOJwLueLjO9o2CFeMRix0H3xOEERjrJvVjyLMVnm1wdC7g6b0Zj75QIQ5dLlqvR3VH5zJOtPQ36BppkUQ2nIrYxRdsFcC2TwtVNc28YANmBXdkeDAsD3BloNGoCeTghzcA/ukgLwAutf2DObrMGbE+No0I04i56wmLP/16RZOpDN17l1zvV2tNRsOshj34kIOjlo00y+kQwyeT1N+LFmhrwUEYpaRpuXrW/z7PStbH0HWq9BfUbL/SB1xowlQxMkyKn4eu6sXyR2bFn6ckiYntpPzAG3o89IzNnU8rcu3sQ4KgLyQiEeSqPAtoJmOu8oG6SOWluf3pnPdyCrOcBTgsRqUVsig4QqI4H2mAR6YijAV2JAgsXRidSOBYOf1Q4VgGtmXS6acsdRwsK8WQOSfnHY6eclAKZsZD3nZ5l5XjS5yYs2l3HE7M25pOnOQYptlCIEmygGf29tl50MM1K2ydMVk9KZgZz2jW+9zzTMLdjzqM+9kQzGVScAlsUyxPC7Z0FLZtlYGqOjXYNMsFTD6ItCidWU/naQzPXuVaOWNZVIZKixukJFOVc+50wDMxCoV8L8p5/0dr7DvmklsWlB6DAhzJwB1qMA4sBQPitJGgGk58Rs31zRHarlkktZUr/lLZc2I2ZamdghjJ8DTkad+rHAGKrvKJ0HbQGsCCROj+WyrNCVHlgbOYrKgsI0kVUprIMGPDTMAv/XCLh37BphMK/c0KQSxMesjCiIii/9bVW0lNq1Vi6GI15KqMHEzLFqw05hn8zIZTL7Pgbuu3GZYpCc0MKyoKYiQLkKsCM0UXYBpal2CZOFbKeC3kyT0h9z5hMlYxmB7zWD3lcPaaiIu3dHjhUIuFlqAb22R5hpGJaUxDsbjYIYmWuOIsi9VTOasm+9QqfRZ6Md0o4On9YzT8nEZF4FqjZpr6sVMeIMuKbVtDYNuDnPcyLXgYqmoU1VdIXQ3y0/SI2hV5RLA8EmGnBkm8pZihZAcOtZVKxRhGRJIlfOBLFZ7a5ZFLrZBHqaFSp6zcAylaqeUc9tyjS53lLYocjMSWpSRbOU7xvTeqMZ4Xcs+zBgsLimal4LhbkOVZ0Z6MsPikKCitYtAaJOnQonjQoqSCTOo2RWYZWap7cVn04WmWkmQKIzW4YEvMT72zxe9/ThtZFkdMYkwy5FBwLPVh0sgoNJsFf2VkxT8KbK2IH05cKElRorBOVstzkHRxLN6a2v/QNiVWJAkH7awaeeJL7V5lpyiZc87GJe5/PuRwy+WlIwZV12L1hMnqiSYTzZAta8Yw7Rp5lmK85Y3fgWVXOHb4aWYPfg7DzHjgRZM9cwJHhtzyYAVL1Kk5gvFJie/oO27U/rg8OOqWJR+A27HSwVvLTDVnxUp0zruZYlsxpcllqbZOM0mUGESxpllqkk4JcP1j1VOVIlpaDeOmS5ArmQx6b9OIsLyYbzxq8rEvVmn1i7RXaSGEwhQsSygeJAiLke2kWt6eDNMMyr6bwcsyhuB27QzPTvC9hJUTHXK1xIlOg1MLNaRI8Z3SC0SMVO6sqN5ymXNrWnwto1yQkmmYqoIvPlLFB+ad0kCKjDhJ8Z2Uf/3OLk+8YHHHIwq8oaYuxaAnJCkCJ8+xch2LaGalYY8YGhwBiIKnnkGYCnqJoJdSiBb0zWBLbaftlpJDQyu0nOLppjuBDDsShEVrG0bDYlkS64zyxrAkvUAxXlf8zLu6mGabWx5SIE1sEfHQCw7dwOQXfvQSLrvwXFrtLkazJqlWFEcOw62PKvo9j2NzJjkWVUdw5oz2+HYdiWvrT1wGBZUTBtNY3orYVopjZwXAU9wC1I6d4NoRvhuRE5Fm2uBndgl2HdCPybPWZ4zVTMLQ04p8aQwkTKIIVyqzGIdJummh1B/arqnC9tgwY3YdkPzfL9TYs2BrlpY0QSpUyfUux4BihDM9EBMPq/fQkrnsw+WgHy8to42C+GUX7ErXSam4EVW/j9PtEycVlgJBI5CavVfaXcjSu6R4Oqkh4SpVmk1XzqKHAB8+6ZTMC964ruK6ldG8bZlpb0MVZ2xoBvzku9scOGmy+6ggHwgacjJpECBJcoGVg50VQo+MAU14YLWG9i8JUslSCHESM97ocuaGAEHOrgMmrUWLEJOl0ETkiqojqFgM2KRucS7TrWyKXVZyc8j7N9Qw6UMpmDcVJ+ddPMfGdZpcuCHBd2OksFg3nXN0LsCyJK2+Qz+OMdo9gxSdrLuq7lJf7WtljKl/2WkmiRM1MGUUIh/YDugVaUGXtXKcolo7lpbzO1aCbcX4bkzFDXGsgCCOODyX8ux+wUPP2khl8/IxhweedICcGy7t8l3XdLjpoh6mqUhzObBfGM1FH4K6zFQvTHsKOwqlYmw75mQ75/0frfPlb/rkpqEH7sJACIklGJKplvXZp3mUy2FrMFTvD20qhjyZfJCWrKPAUxwrwbFiLCtGyQTylH6c04s14Wzg/FR4NsqUoh0Rg4Nakg6reNkXp6qUsQ1VP0M32gyVDUXKKtMazkRkSKkdalvBEv/p9xUnWxJsNG83z8hzk1hIklwSCYFVgNzKi/NIrqeZpQlrP4Esj3jb5cf5zmu6vO7SGMi550mTfce0YP2h5zye2+uzb85jtmdTMRRVN6dWUqcjPYVzzKEO2DJ066snTMVotUz5K0AfJ5DlCiEUluHorkL2sQ1Jo5piigwjyRRI50QQq2+MjdVe59uzHJwVdEOBb6dceQ5YyoFc4joJUuTMLTmcmHeIE1HQZXMcOy1eCa6V4Noxrh1RrwYoGbDYjXj5WMZXdth8/ZEGx5Y8FpccLGFi2oJ6VYPsnicanJxvsWnFImsmtMlLGXKqSmCrDKMA+OAlMqRMCuCnmEZMTMrXHvS46zGPXBQ9hDRBGqiBQ1X+CiLVMmdaUdJgc5YxBpd5YJ8mdDbKpGQNctPU83ghU0SeEmYQJIIoEUSJHpMaiTapVGVEd1ocJpUYVO5ksDIX2r9ELg+u0tpNWRgGFeAuqrnMMtJMh1oZRsqNFwe8+fIuf367JEoK1FIQ1KUizw0NdCEIc4GZ6YO4lYNZGI/KYgm6cWXET7wl46y1dU6eMpAi59IzEq7bHmEYIe+4os2ppSW+/pjNVx6ocGS2wvGWx6IwqPuSmpXhxbnOcIopOEsQm5nmtyQ5JxczZjva8MezdWtn2jFXn9vBtQW9IGfvUYctayaoePk3Kr55Ik0ExlnbNvOlmz9/wDDtP/KrK1/3wkuz7Dxis9Ax8KyUM9d2uP7Ck3T6KY/vVvQCE5lCFNuYJkWfmeK5CZ4d4xbswpofUHG77D6acPdTinse99k3V+HZvRUs08K3JWsncnwzxzUy7CJOW0rB5HidE7M2FTtGihRTpiMmPUkxOdFAVjLTkxWRIUXxZyohlRm33OfwWx+rcWSu4OcKE4RCSDGs3mJEX1mqdQb990hbIsVQ7jXah8vTiGCD5IjlFF0lU01oKozlo0wSpZqcVCpjkkR/jLSIDEkLNzHtcsVQcJANK1p2WsuS5qN6TjkQSyipI1GyTBFFJqvHIv7TD7doBZKv3O8Tp+hNlEh0KpVQIAxyoTM7U6lIcoGTg6/AQE+Ipv2MNVWHA4fXEPaLgjc4c+kneMWNWDsZ8h/e0efGCxY4OLfAXU943P1EnZ2HqyzYFg0XGnbBOk1yXDvHzcSgLR4fT2hM9eiFGU+87NLtOVx3PlxxtoFjKRa7Wnu0ZtUU/X70R/fd980Dr3v9d+uMnjwLEXlOECaYpsWbL7NoVnM8J6daiXl0d8AX7q3w7J4KljA5a5XNGWslK8a1RK3qRVS8CN8JaVT7uHaX4wsRf3aHyS07Gjy3v0a76+E5BivHciom+GaqDx6Fz4lj6j6/6ilWTJiEgcFSu0+tEmAJXZnLTaRR9NhKproqiryYlxcHTyvj8KziY1/y2bXHgkr5C1MgtT/LwE5sxLhnWRRJ2fctEzCMcr6HouvBtOXVPM+LWb2UQ5lxnufEOSTFIU0DuogNSbXtcGkZkaY5mSx1mqMuq6d5GOZykF68/CWLvxu2K1mmiCPFGRtjfvDtHR57zuTAKdCsK0nRhIzY5WrhRCxNcmWghJYXGgIaXk7FUOzcb9PqSmp+hu+Ubapu0dq9pGjVfNZOhmxb1+eKbT3eeVWPrz64wJceaHB0rkY7sBjzchpJNjismkbOeN3gkg022zb0Mc0eT+9t8YX7fE4tVPiDzzfwbIPxaspEvY0SMZ1+RqzvWA3wSy/cSrXiEiUBT76wh23rexxpReSLGbuPwn3PraDTdpmpCmbGJFXX0v4ktj5A1SsBNb9Ps9ZmrtXnz+4w+cYjYzyyu04/dqnZijUTeeFQdZqJT/myJb6rqPkGYzXdTWS5nprolIAE04xwrBDbDsmyYr9cLBukzJFGjshhoaP4w09VufdpB1w5BLdQIKSmwJaVe1m+5WhKWTnzHXofDiv6MO5wqLBfnkYhVb7sjCBENqogIM4oTCd161Ga8QxBOqzSaV7+3bBiZ9mIAih/NVBn5KPgziUyL94WsSiyl3Dt+SH/7vs6/NpHqix2DcgyhKlbUR0ZKMgwyCMTTJsEl740cMtNrIA4yZhvJQhp0gsUFU/i2QrXznBtowB6imNZdPsOju1ScUMu3NjnnPUhb7zsOLc/sshn7x3j8EKNvm+Q5DqG3DZ0pk+7YzE7P8aqSYebLmhx6RldHngu5uUjEXmWs7Tkct5UzopVq2hMnUMa94YAX7VqGow1dywu3fObF27jPx08GfLEzgpjFcmRhZSkZ7BtJmdmTDI1ZrFiXDLRSGhWQ5q1PuONDo67xOfvhQ98eYx9J+uEkUfVlkz7mjbrFkGwzsjmU4Nb4tgK11H4rqDuQ72itZ22mRZZ8TG2FVJxe0RpxG0Pm3zi9ionFhSGoXu0ddMx731Tn4u3x3zwZp+PfN6nkxajDTEEuRBDx6fR4KhRUA9cYkf/fJnYenSiclrfrobbVqU00HWMX6mUKdqUfCTIawTs2QDsOVmak6l80JoMjfGH4B5tVbIyJWIk66c09MwzOXhlUtMCslRRsRJ+9F1dTs5LPvwZnwu3R/zAm/usmUpJYn0mP7Gg+PPbfe5+skI/zIiER1cY+IZOHO5H0O4mmjuTGISxpG8rPXkrfr+OleFYGuy2ZdLt27RsF9/TQD93XZ/vvv4wf/SVGl+5e4ojiUtW0ANMM8FUgjg1aXerLHUs1s5YbJiRuNJjrB7x2M6Yl4+6jE3N/+Yb3rD1jmd2HhsCXJhr+fFfeH8P5H4ja7CypnjrFQLP7fOF+yRrxw3WThlMjZlMjUmmx7T/4NRYh8nmEodOdfnIX7h8accYc0tVmq5iup5TsTM8K8MxGC6AzBGGoaVwbD1+dB1Bxc2peSm1ih79OHaMY0U4ToDj9rjryZxP3dng9gdrzPct0kwvR8hiHhIRdz/g8M439NnxjEk7EOBw2qNWq8bLVOLRyn26En5Us1jagwxm4EIsvzkGnJVRKkFWjAFL+sGooCAfaTHyZaBNBxW8XJXng0z7QZsyMOAZiT4pvdkzlv1ZlpcLnOErzwuwS0GWCKpuzrtvCFg5kfHuN/SYcjMMSi9y7VV+/YVL3P5Ql0/dUeOuJ8bpUmVJSewI7CDDkCBESpblxIkidBRBJAlshRPKAuAK285wLBPbSnAsbc7asW0qrsumFT1++Xt7XLTpIB+8bYKDx5pE5dMojwvbP5ModpAyY6nX4bbHMxqWzVQj5YItFpPV2f23fem/9d70zl8bAhzgB979eiqey2e/dh/zi9+AluCee5rkscOmVSarpw1mxnKmxwOmmj3G6m3SvMUDL6T89ucmeHbXGK5nsKmp7ZU9S2fTLwe2HOGq6JdrC1w7x3MyKm5K1Uup+hFVL6TiBVT9Lp7X4fZHBf/hf09y7FSN1LJRtsIQgixLyZKAOMhpTka85aqQmp/x8n6TVmSM8EH1LF1bkWmXU8lI1ebVci7FSD9eUFilGPgQDo1/hszHQbpCOdMuQD5cbVNEc+gqvqwi58M1eUmtHbi+Fi3KMBm5DK8qg3BHQDxSzUtH2JLMNYgPL4m5EtpdwdcftLnvSZPrLwqZWQe9vksYO6SpAnJsI+E7rwu56pwFfuaPMm59GBbzKqaQBbgzcjLSLCdOc6I4I4w0yB1LC4NtK8ceBbuZFlXdotu3afccKl7A97+uwzkbTvI7n+/z9L4x9sy7dELo9mP6QUY/NElSl01rMv71m9o88GyEbfS5YPt1TK99A2nSA04D+Dmbm3iuy+XnunzwUw2sIx7rmgbjdYNVU7BuJmSi0adR7ZLLLg+8EPOVhxzufWKMXLisbELNyfAttLB44B84fFvarVmWLPpu/b6ekxULEV25q15Ize/TqHboxV2+sUPxXz86xeH5BrZnUTP1gkYI6KcmSz1wzS4/8R0drrkk4OKzQ1ptyf/+nAlmWcX1SzJ6mCwFt6d5mbC8Bx8w+8rqPaqeFyMUX7kc3KJgQopBezJA+CsNf0ZW3VkR1zes3vlIpWdZRR9Ub7TyZgDg0i1r9P8PvP6GN7w0cj72JZ/f/0SNbk/yxzdn/M9/0yVPbFqdCnFi6hvXSHDCiMlGwP/8sQ62mXPvcxmnenWEKL1TskKQnBLFGuRRrAgtpVfwA32A0AtBs3iKF+2La1t0A5tu32Hryh4f/dk2dzzV58sP1nj8xTqLJ01mOymnlnJaHYPFts94w+XCjV16keLZA1NUV08TRL3BT3oA8H5kgXL32Ja798x1/kbSnFUTButXREw0OyR5j7lewH0v5Ty60+LupyaIY5epimDMzag4eWFrLEbAXfK/C4PMwTeoq7tjZ8vGjL4b47sRVa/PWL3Dkdkuv/Zxl688Ok6c1Wn4ioaV45kZTpHIFqaSBSPjzVf0eduVGTKwqFsJ77ihz1ce8DhwwgLntAo+CurTwX3aS468v2TYmy8TJIh8WSsiBjzpfOTzlCLMktJ0midhPgLcfFjNBwqbsjVhNPLj9CCroQ1zmeRWAnqQ7JYL7c0CKCNj31HFl+72mQ9tsE0+f5/N1jUWb77EYalVJ05l4VGZEFgWYWwx3TT4wM92uO2xkF/505SDJ5ukuSLNIE4z4hS8OCsUO5qLFFpygAnL0kscTcCTxfZbaTz0DTqOSbtnU/NdXru9yzXntPjm010e3unx0gGHk22bk3tNDpy0WD8jmRkX+NVxNq+p7p1qmHs6XeOVAJ+eWcNDD3z1G2P1+qfq9fH/2l48zLqVXU60Yw7MB9z9lM3sUoMX9jpYpsmUC/WxTPfZtsCzy7ZD99eWMVTulN6B+hsqCEhWjmulOE6KZyd4TozvhtS8gIlmi30nAn71T31ufmAKYVUY9yQNS+felz7hjq35MGtXSr7/DS6uBd1eiOf12bIu4uKtEQcO++BompsoKnjZmohlLMVXgn1oZ/JKCwj5Kq8yf2bY0+fD9uRVhMfLXa1GgDoSLzIE+1AnuTz0Kx8BrRiyAk9/X05rT3JQZs5juyx277dBOQjLZaln8KGv1Im7knXTDqaR4ToZrpXgOHHh362oVyXvvLKDIY/xXz+SsefoGFHNIEoFcZYVsd05USyw4xw7ypb5Spb2e+aAkSqLhaHCtQ08x6LdtVhsu1S9iKvOCnnt+RHP7etzsh1wz1MmQd/kwKxLo56yfmIa265+6p4dD37jLa9//SsBDtALawjl3taP7Le6tnHewy92ufNJD1tWyVIT35FcvjklivXK3LGEHgc5EscuOeAloEu/k3xozlOu9E29DHALsyC9HAqpen1sq8PDLyV88JYqN++YxnQ8xj1B09I3k29r+wrPEVQ8Rb1qcsZak24vZ3ahTa3SwbJS8iQhTYeUzjJKZGBVxhDAgy59BIDLfL4HZ9SyRRnx8ZP54BBaAnt4cC3bk2Wqy2GLwmgFH6nWgxtgGK416oS1/H2W5+os+2/EQPR5evtS3nFKCYQyQNrYps2Mm9M0TV7YaxLHJmO1nKqX4bkSv3CSTVNtxl9PFG+9rEUSn+DDt0Q8smecMHUJUkU9yfCTjDDOceJca3ILFqFlZgMpW0kXNgwxaGf14CHHcxS+a7LY1ofKMFIYKmd1PeY910RYVo87n0iJoyp1l6dnGt5t8Uh78gqA33DDNfze7/2XHeMVHp9dkOc98EyDTRM202OKiQZUvYyXD8HhE0KDzFV4joHnShxbFB7epbtrVvCqs4HFg+YBa3A7VjpY57tOSLPaA9nlT29VfOgrk+ydb+K6DuNurjdcdobvCHwbfEfiu5JqxWS8rjCNlH6okwDcxCRNDa21GmBKI1CJkkeRD6uzWN4eD4FesvjFsj8freBDW+Rhe1LmrA+r9/B9RgGula5FlWUI9pKPvdwY/zSQvxrQGaaPlY+I08E+APeygybFo8fANYTeVVgZSZIwtyTJc0MnPqQ6Lz5LR3xNijn7Gy/tsH3rLB/6SsDHvjbF8bBCvyKpJ8XHSyAsvd7NoTuZVmINeT26qhcgdySeY1BxFb6b4js5B0/AywcFVc9ksuExPV7hijMXeWSnYP/x5PF9x2/Z8TP/8f1/NcABmmPrNW0z38lbr1xEKcFZa3MqXsBLhxMWA4c0d2jUdLR01RP4Lni27qnNQuFeHrKkKFXwJT+jICDZMY4d4TsBlWqXPYdjbnnQ5v98fopT3Tr1imLMyakXVdsvqrbnCHxHUfEUNU9RcfXnVTJf/gguDoiD8otY3pqcVrGHAB+l5pbvN3wCMJim6L9cZtH2qq+ygg8ak+UpayNKdjgd0OXoLx+p5mIZsHWFznn1q2QKiqGbFuXoUBaeg8NHVjlJyjIIo5xuP8VUuqnLclXM1oeMxpIDU/UU6ya6/OL3dqk7R7h5R5Ndhxp0PZuapajHGZ4J7ohc0Sz2B6O7Bb2tBsvSo2PPUfQ8Rb2iqHkxtVqLdpLw2LMeVdtk27oIsJgYq7F5w4aBDPCvBfill9+EUkZ0661t0v4sFR+U2eKj3zB5+YCDIyzWTSkmGgZjNUG9klHxEnw3wbG0HlLKsn+UQ1OWQgxsWzo92LUjan6PVi/gdz9j8sX7x9l/rEmQuUzWJXUro2aXrkZi0JZ4rsJ3FL6r8D3wHP1EMI1iJV6s65M0J0wVSAOkgZR6waNGqi6vgouh7c0QH6NAH0xZRm4WTgN0eaDU9IFS1pUPPwHLU3vLt+UU5RXVe0RcsKxa5yy7MU7H9lCjU9xI5aInK3gpqcJROYbSLMc0NwaZlGGc0w/SIsVOsy9LgcQgT2gQPS6JE0nNN/iP7+7x9quPc/OOFh/66gRzrSod16Ru6qwlt1Q8qWGBKbe1UmhvQ8dM9RPbTekHijgxsU2DdSttfvANfV44NMdn7qrQi0xqnmT7tnGuv+7GKE2TvxngK2YmaFT9X3hkxaYznzx+7FrPO8qnv1Fh3xGPKV8yPWawYkIxNZ4z1YhoVkNqlQDbCgvdYwIIktQiDC2SVCFEmRahq7bnBOT0eXpPzge+WuHW+8dppz6+YzLj5tQsnabmWbn2JbcFniOLVwFuV+A7+gDkFEohrRJKkCLhvicN7njSB9cceA1aKh+YTzIClNFH+XKIDw3XTq/MvKJdGTlcyiHwGQX3abfS8MD3Kv03ZSMjllX1Zfk+o3j+K54gAyPNUiWVSUSq1T79nsUNF/S46oIeh++OCVObMNUMxzDO6YfaLUoVs/8S5INZfD6s4mkqSVMD3zXZsrrHz3xnnzNWHeEDt9R5dl+dk5FPyzKomuAbWamYI8oE3TgnyRKEyDGVxJIKz4Cml9P0E/phRpyYRInPzLjFGSsC/tVrQ57cGXHGWpeN69fe49fW/kIYtv5mgDdrFb58+x3tWsXbdfikedXC7JhaNw0N18A2DSYbsHIyYcVEn2atS5T06IQhtzwieHSnjWE4jNcSvuf6LmesSuiHNkJkWEaC5wQI2efpPSmfvcfhaw80OdqqYVg2k66gZpVuWBQWFKJYBGlwu45e6etWRc/PvYKia1najs02Y2bbCZ/8RpUoccF1MKXEkzl2wfseBXeWC7Kyyp1eIUcr+fKiftrcfKgnLaumOL2Cv8qTIoPT+uTlnoXlf58O6tOPrKNngWX9/8g5QI8WpRY7U/iES4uaFfOvburwzSd7HO26dBOFnwiCqPR6pGBu6gN2+fwafaqUIE9SrR2IIgPXsXj71X2uPn+er+5o89lv1nl8d4NTsUvX0gA2RE4nyjljbYvvvWGJ8Zr2kXx4p8M3n6wwG7icOqEY70CrF9HrGyy0LBw7p923uGBzwsY1ViqUu+upx77WvuCSt/zNAC9/iWnc/qm3Xm5dEvT75x8+lXNiyeOqcxRb1vZw7TaW3eGJvSlfvN/msZcmSXMbMzeo2LqnGnN7TL6uT9VLsc2AWqVHmAR86Bab3/yLCVr9GqblUPcldSvHN7RtbmlB4RQzddcuT9UK114Obj2F0ZOYcq1v2X0eeEyy4/ka2B62oagaOa7KB+0JomTj5cjBckUsO8wN4SSWg7r490OQ58vbk2Wb0GHvvXzPU/bhp91c+XJQD8G//H1erbU6/QA8qg4SRQRghiBP1WDjCdBTGZed2eGKc1t86V6ftulTiQSOITCj0hs+Q4qkaMmK3iIHir68pOomiQZ4nCjC2CSILKpuyA+/oct3XX+S3/5Mhw9+ZYJWt07kmtQMwUQl440Xmlxz5hhS5Xh2xMWbQn7yzXM8skvwpft8XthXIZw3mW3lbF4puPK8kMXjOQ+/CKe6k89eVev/VLPhvRqUXx3gb3v9jXzu8x9PrcrafP+Roxw6YXPDBYo1M/N04w43PwQvHXLZd9QjjhxWVDRtsuqA70oaFcWaZo1WV+K7S5hmwLP7Im59zOMPPj9NL6pSrSjqZk7VLPygDXAs7QntDMyD9JrXtYeV27XBdfKBHMy1YxwrxrVCXKfP4YWYj97WpBdVsX2LhgUVQ8vSYISiWgBMoIFv5MO5cwmqUuy8rIovA/PyebeUw0Pl6X/3am3K6dHZr/p2cLDM/8rqrd8Ol0uyEGKrwuRfFgdwbXyp+2hDpQMpYKOe8sNv7PDk80vsbVssGSZOJAb2eKVVsZTp4OAuigquD6yF8DjVVTwp/AbD2CCMLdzQoub1+fnv6uEYp/j6oxFPH54EYTLhwonjVe5+3KRZK+gafkzNj7h4Q4/z1vbYc3yWFw5Z3Pmoz+4TDvETDlds72MKg0vOX52naZxe+CrV+68EOMCVV7+NJIlZmD9Omu0hylPufjrmsZd89h3zcKRkbQ2aFfAdgetIfEdR9SXjDVg5EWObKTUv5OhcyH/4vSaPHZzAMT2mq2gVR0GdLf3CrYF4eUjIcixVsA01uHVbol+6ese4TojnBDhOjz/4iM+9z41jeQ5jFjSsDMfUW88sF7QCaEeKKAfHyPGL03yaaW7Isgq67KkmXtmanL7tHK3gg383uhgvnwr6Iw+2kgMwn7b4eUVlH7npRp4yo08QJYfxLToQKsY0M7JM0enZ9AOTLJcolWKnihyBbOdcflaLf/+eeX7u/3i0ZB1XlQZGQ8WT5tUkgIEYWRxluRgAPE4kUaywI4VtaXet8lXzTX7+PV3edPUpfuB/Ghw9MUFQERydTchzGKsbVH0L3zXxXZeKW6FZjVk73mfTdMQ5q2Me3plx9ETAwZOCycmZ7mWXXP4Z13H+Khj/1QBvNKp5Pwj/SPrbfvfY3IH6i/sNal6dM1fAlJdBDtWKQcUt+mNbtw4VL2esFjPR7DHZbCNVmz+9o8IzByapeS4TxSFStyOl09WIYY4hRiwoCoA7uqq7xWrfsVNcR28/XSfGc0Icu8ddTwg+f984yApNWzBm682na2mz/DzXpvJt+nR7gqBvkTp6cWMorSDPsvyVVbL8H7Ec5HqSMjSQH25GR5c85Qd45ZB6YJNWGF0ur+bFn436jsDy80FxHi57b82JKd29EiwzouoF2pU1NOn0PRZaLllOkacUDwyHTCPlHVe1ufWheW5/2mIx8rCLiJDSAEnz2jVrUD859Kw0L6YpSQpxLIhMSWhIrEhhW9p3MIoM4sSgmhhsW9Xih183z/s/aXOkVcM2crJMCxUqbnHWsgWeY1D1DOoVh5yMuaWMFbWEbSt7nFoQXHfZhrm540/94dbt3/lXzUn/aoB7tuLpF/Z++txt63+lc6pSd2SHxX6PIMzphQ6NisPMuGSspnkkUmjOgeck1CsBKydaWPYCf3Czy599YwWVisuUl1G3tRG+U7AMByb4amjDUIJcE3F0bLcGdl6AvNiAFtW7UelxbD7iN/9sgoV+naYradoZVSen6ub4tsB3JZ6ruHZVxNlbTvD8wYjf/dwUnaCmbdtSQWaUQDutPRkB+qtPUvLllXz0sFfeLq9y0sxYfpg8nZvC4GvJi5V88f9HPtjomFIWQgulMkwzoeKGBHGX3/28w/P765yzusLGGQffzam4KWlaGA4VAbD1asJ/fm+Ll37d5eApiyXDwFLZwNVXS/qy4sBZ7AfKZVV5yFQ5YayDovTWUoM8iAzCoj9PU8n3XN+m1TvF/75ZsPtUlSCBZpDi2/rmlELiOYJGVTIzZtBo5Mx1e4TzCQttl+lJn/rEOdRrNf66y/jr/nL19Mqws9j6iXO2zXzui3/5vD+3aCJw2Dhjceb6jE2r20jVI05zGr52OK16IeP1NjueD/nE3TXuenoSM3OYqWTUXb2N9GwtdCi3Wto4nsK8ceiHMSBmDRT7WbEB1eB27AjfDYjTHh++1ePJA2N4lqnBbedUnJyKI6h5knrVYLJpcta6jAs3upy/qcNDz8zx1UdsepZOf0uz/BVTDY2i5YFSozRbMQKukjm4nHxVHjZHikyB3rINyZbxSoaffxk/ZQTcyw/CwxtPDlqUFMuI8b0e9z8On7lzijSpYsUSlcNkU5EkxVaz+HeGzDGNhLPXxvzYmxb4tU85tII6jhRYo61K2ePL5ZU8y/X5JhpoVcuQAl2ogjAlLKySk1QxVpP86JvabF1zjD+/q8+9z4wzVVE03ZwkzahUYrIFgTpqsGkmY9t6xZlrTKRKOD7fppVt6s4uWT+xccO68O8M8DSdy8anNzy6PrmxtWZiv+8aimbF5OIz+8TZEs8cjHl2r6LdsfjZ7wpZMRHRDTr82R2ST/7lOC8dajJRUUw3UupOju8JfLucjGiLN0PpGWv5iyttAcpk41GHKNcaKvcdO8azA2q1Dp/9puQvbh8nxmPGzqlaekHk24KKK6l4BjXfoF7RvfSpRY+1My7vfX2PbzzVI0ps4nSker4C3AxajWUtyuBQdxr/RI6CPBtZ0y9vUzKKvh8KbvgIuSoTr5isvGJ8OfwSh22KyArhb0IUR3zs6+Ms9H02jwOktDoJtmWilByxyCijXhxsK+Z7b2rz3N55/vxOh0XTxVYSUxaOvkqg4nzQk8viwJGjs3vkYLGqC4JpaGqsawuCSBJFiijRi6GxmuItl7XZtmaOP/tGj689OMHBxQorGvBjb+3Q6UU8tc/kxKzD/c/4BIFNtSZZ6gu+77uvb61bu+bRYydPZvw1118LcNefwffkLHn87nPOPu+bzz77uHnmxg6P7Qn5xuM23U6N1U2TczYqev0l2sEi/+uzHp++awrHtFnbyGl6KXUXKp6g4io8R78cW3PCjeIriBOIYr2WHiQElAA3C+u3QsRaclhqlT67DiZ88i+bHOnVGPeEPrwWNs7lDN11Fa4rcWz9S8oyQZKYTDUEU/WQY0sZSa6GvOqRrqIE9/KKXQL5NNKVGKp6Xm0ePewsdF+S5dpOecgafOW4sGyZXo149QqQC4qbS2+NZ1uCYwsOShbe4SkEUUavn2GbhmZ8GgrTNAqKhY1lJTSqMd/7ug5P7l3kxaMWnlLYgypeBuKWYQSZ9m5hOO2JYs0mhFzzS4rVexBpX/AoKSLAU0UYG6was/nv7+1w9trj/M5npqhaNY4cneKcTQmXbWvRCjrc8XjIs3srbJiRXHDBJXE/yt5dq9VnazX/r4PwXw/wqq84efwgK1ZuOZIm8d5Dh54749aHYlrtJk0DtqwzOGeT4oz1XZ7Z3+G+W5t88/FxVlYElaIHrrmCqqeZfxXP0JtIT+A7OZ6tgStlzmJHcXJeI6B0MTLKgNiBv2FppBPhuX2E7PGxWx3ueHyMim9Rt4fg1lpPiW2XihJ9oyilK2qaSc7ekPGd1/T43c/nJL4G04in5ODtcE1fqHmWaTXz0xQ8o4KH0wBeVvGCLVUSrQbVeyRGcKjwYVjNs1HQD0eHrwC61GPUL91qsXOfjVJ6bp1mGnxBlNGPMuxQFsnCOpHYNEysvo1luLz2wpAfftMC//lPfJbCGo7SrYo54hgQF29TI8dAp7ZlOSy2E1pd7SNomQLH1kUtCLXCJ07QgVSpruRBZODbHm+8OMQ229z3XMr9zzWYXbQ5d9MEE82I89fHrB6POL5QZ9PGrXs3rl1/ZO/+A2zasP7vDnAAKRWf/dynD0xPTb67E6z59MrG7nMuP7PLc3s81k1Lzt68yAuHe3z0q1Vcw+fyTTntXkoQQd0T1H1tDVf1DCqepOJB1UsLeVrCWC3Ec/t884kqc0sOriMxDDWcbBhDBqJt6dg/x4qoV/o8uivnjifqCMPTW9DSA88qPcqFpvAWChKrCLWVxUxcFibtJV+D0/D9alvLUfvgUU9zNarFHDEqGoL7tP16nmn7iExqwfHgpVUxo0r6PB9ywge8cEYZgqNf83CDGhdegVLpPj9J8+JJmRFGGWGkq6oVSuwiajuITHqBg+943HB+l8s2L/LASw4t08IppypGjpnkOsnYFAOSk22C5+QsdkKeeSmnYhlMVDJ8N8d3MkJXK3zKhVApwxPA7IJNu9dg28qA8zcv8sGvtnhuvwe4rFmheP5AwnTN4porzsFS8Y8++8wDBzZuPv9vgu/fDPCJqVUA/J//877n6lXjfVI4n9t1KGbbOoE0F/nKgwHP7qmxddpl+0bJ1ESPB56NOHTMpebrw129alDzJTU/p+ql1PyYeiViqtkjSNo8eyjlLx+38KRi5aSJ52jLLrO0Qytottp6IMb3Qk4tRnz6Tp+Xj9epOoqqlRWVm+EsvdR+FlHfhllm1Y9W3dMK9rIZt1j2dlR1P6zeDFxuX2kXoY2ISl3m4MozyFPIM+JcEmVgjfoODio3w0peMPnybPnE5RU9+sjUfVQhlGTanVaDPCeKc4Iox47EwPQyCA0s08QyEjp9h/XTIe+5scXuEz5zvTE8JbGNFCtGxwOm+qbJimBW24IVEykb1nQ42g158UCd+RMOK+sZNS/VN1WcEscGUWLopZMwqfkJxxYC7n9KMdOoce5ml++8aonn1i7yzK6YnQcqbFoRI5TD+PQZ973mNVccW2qHNGrO3wTfvxng5XX55TfhuC5PPfUUUf9eloIODz4hmJ1rct4GmwvOyFk13eb+5/vsOe4w7gkaVcV43aBZE9R8nWFf82NqlZCZsQ6z7Q5/+AWTHS9OUTMctqzQfaZWsJdGlkWScuGS5NghptHn6/cpPnbrGBgONZsRvxUxEF1YpipCr4Ze3eXq2VApR2fhsV0WwhgqfU6v2gObiFKAPIg1yQd+KLKwh1BS2zgby3wS02IDmBWfoVjt5CnkCUmmCHNwBvEmBahTyBQDeqrWaebDmfky1uGwkpc6zCiRXHhGxIqJmKPzebHB1bzuONGhsXGhuAljQRBLrFhiRQa2adLr2ziWyw+9cZEn9izw8Ts8WrGLawi9lIu1OitJ8mEkS0G1XTlm82s/0GLHrqP87uemeXnWZ3U9I4y1ACKKtdonzTRLse4bbFrVZ++JLjueGuPIrMOFW8e4cGuHleN9HnquxYl5yU3XXsB40/vDZ55+cPd551/xt8Lt3xrgmzdsolqrPZpEwc1Li0fefueOg7jK5y2vkZy9sU83bnP3sym3P+jRdB1WTeix3EQDxmoa2FU/ouaFTI93mG21+Z3Putz60CRTVZvJZoZjqpGkhHyZiaVd9N6+EzDfDfnivQ3CtEKzIqmYhTVFkZy8PA+o4CCbBVd9JNr7wAnB/c8Wpo2Dqciw3x4dA4rCHmLQc48EZpVZQWr0JYcut1KkILKCRJ4PK3gWkwuDIC2yOVOdyTM0AtKOV6VKfmAlkY0IkEfEEUNbCEEYKa44J2H1TMi+2Zx4AO4ymLVQvpdZOaYsXorANLAsk07fwfccvvOaLnc93OZgx8Y3ZJHwAVGcE5cgT/Oin5bMLznU/DrveM0pbOMI/+PjM7w8W2N1I6cf5wRRShDpz59lJoa0qXgN3nbFPErN88wul9seqXLwRJXztrhcuKlLX2xgxeptN49Pbnu022v9bWH7twd4rTnFw08dPjA9c+l/aAfPqnUzrbeesSZizcoFbns0Zvchg6W2z7pxi3XTmlI7PZ4xWY9pVEMqXojvhjSrXU61uvzGp6vc+vA0YxWLVc2MmqcpsY4ltZ2ulRWv4VjQdUJMK+Ab9xp889kGtmtRNXI8o0yQEIOXWeRxakN6RqRSGuTa+i1DKAMp5NAaWAzDp0r3qoGLVfl3A4P80qqtiFEZCZsdBGAp7SyLn5FbAiKgl4ERF3eOIs4k/VQWRvxgppAoRnwIi7SzHLIsKzjYw0pfkp3yrNwqioLvLSBNybKMMDWKFqUEeVZUckkUi+KlW5XQLFbspkm743Ll2RGvu3SRT3zDpxX7eGUVN3PCot0J44wgknQDyVLX5NisjxApb7p4HrJjvO8TKXvn60z4kroNtX5ON0gIonxAhd2wwuTaczqct6HP7iN9bn2wwdySxUVnNjhv+9gtl15y0X+Aowcnxjf8wwMc4LLzV3PL7fcfPHf79ufI5t86M/Ek9z1js2tfjZmGxZYpQb0iGW8IZsZjVk32aNY6VNwuthXhuzHHlyLe/8kmX9kxTdO3WVFLqXsMV7SOwB21Yra1/bBjh7h2wLG5iE/fPU6U+jQ8gW9mQx6LMZKgXIYemYWCZCRmUFfwGKGEju5G6G2dGPE6KZU6Ump3WTE02xyGwg4jDM0ywtBIBh6KthWCinhyt+LOp1zSTPDaqwKuvyLijidtnt+TE+VCpxALC1sKLAVmmuueeRTcqa7gg8o+8EEZTlqGpviy4H0biDyBLCZMC0Fwmp8G8pwoYRDtZydF6lmkCE1t4+C5Dt99Q487n2xxYN6iZZg4KtNPWCMnMDPsMKUfSLqWom0pbNPCNCpImfPmy+YhP84vfyTm8EKVBUfgmpJqx2Sqk9ELwoIKa9KoNqj5Vc5Y1ad9fsgDT/Z5/dRmtp933nMnjzx8cHr1Nf8vkP1/AzjA9PQ0Qb7xN9/1+qc2fv3uqe9Oo4y3XpHT6sdMVG0cK2dqrM+KiSX6cZu/uEfy0Is+Y3WTn/vu4/z+5xrc/MAMjQLcTR9qnqTiFUIGR+A5afEacay1QzLZ530f83nw2Sa2Y1IztJG67rEFpsnApsIsMoRKcI/Ge9tWTKef8pk7XYLApF7RExup8hEbtqH/oBw12ZRDQtPyCMPCSdaMsYwIx+7T7sf8+ierfG2Hx+H9BhefGfL+X1zgom0x/3q/wa07erz/Ew3mujrJuCst7DTHkrqdsNJ8YMiZlkacBeCzwqN9mbNsVniGF57uNV/xPa/t8dzekF7saoAX7UmSCuI4f9UqrtOH9Yzaii3aXYfLzg553w/P8m9/x6UVFRtOQwwlaIPwXc0jMgxzhGqb8dbL5yE/ye99vsu/f3fOWNXg4ZcUt+yo8+xhj9XdhKl2im3BeCPg0ZcsVk+aXHWhw+HO2s80Jrf/ZhYd/n+F6/87wC89fwvpwp8uycbkD2/aVVvlWUev2nM444k9PjddCGeu7yLkPF99JObLOxosLflM+pLKeMaJuTZP7vFRhs1MJaPpQc0XVH09I694At/VUiXfTfBcDe6KG+C7Xb7xRM6dT9eJlUvTFLhGhqVyLFXIoAYRflLPbEs1v5mzPL8+YTFI2X3ERuSmrpqFEf4A1Mu0giPgHlglZyNx4toi2TJjbCPGcwPaUcR/+0iDT9zapJdbIHKCPMVB4CQ26yclP/odAY41zy9/CGYDSSgV3URhywwr1WM+s2grytCBNF1exdPR6UsqSAoX2ThRgMHmlX1qdshSJyNIxcCyOUryYqKiq7iO2daVPI4kkalBXiYQO7HDddu7XHvhPLc9arEgvGIuXgTlqhxTJcX5yUBJiSFN3cIZmth11oYFxhs2vXaD9eMG33V1l9dduMCXHuzwwFMNeidsLtwiuHJ7zJN7M/YcM6hUJu+vrFnzw+/7o7/s/eq/e8c/PsABVPMHObD3sd627Wuinbd8kXavyw3nKtZORShzkU/cIfjaA9OsahhcsFaybsbk0rMjGq5Ns2LQXdJypLovqPuKqm9Q9SVVL9PWbV5CxdPArvl9Kl6H3ccifuGPxzm5VMNxTXyjVGkPgW2OtiijAtdilm6aGoSWEfPg0wYPveRjOqpIWCsyekZTjEcz50dM7oe9d6rbk0IqZxoxnttnsRvzPz7e5BNfn6JveFimQaIAMyUJAtptkyCUWFbE997UI00X+B8fl5zsGPSkh5sK7FRgFWO9NBsBdukdno2CXoN7APJUkqQGnZ7JRdu6XHZ+h8P3NuknVmG6D0mix4VJ0aqUFTxORFHpNW8kjg2iWM/Gx6ox/+snF9h7zGL3EcWctIsKPVz5K5kUT0GlN6jKxFAO9YrHQrvPQqfK7Q9VmF80Wb/SZ92Mz799ywJrJxb489ubHDrlcN+TNabHQs7aOM0NN7wlEkL0Lr34+r8LVP9uAAeYmtlGnmePnH/eRZfvPHyfu/NowNRExKfuUjzybIOL1xtMNgRTYwYbV2esnm7zxR0mL+yucubKjEYFrZaumNQqkrqfU/czPUqsaAP9RrVHzW/xl4/G/MXddQ7PNZG2i2+gD5aFeFUvHwqQL2tPingVowB3Ee2dZhE7DxpEkUPFEdiqzMUcusUui6RWw967THEwi7GjWQTPmkaC54YsdSN+7eMVPvb1KSKjSs1WjFk5hp8zXqlxcs6i7uRImeA6ARVP8d43thFqnvd9zORU36SnLNxEf12jBvnpaA+e5kNgF4DXwC68SxIdS1OrGZy1NuQWGdBPLa25THNdyRNdye0kK5YvRQsT6w1jye2OEpMotugGLtP1jF/+gTk+fVfKbQ9PczJ3KKMd9fY2He4OkAhhoFSOY3ls39jmTZd3uOVun+qBnDC2WGrXOD7ncvnWJZK0y9MvZWxem5CkVmhUVty/dfOmR2S5rPinBLjrVTg11/ulTduuy8/dfeCn9+x70dl7JOGFXTVef6GBaQrILdbOpJy5fomYeb76cJOVTYOpKozVDJo1k3pFUq9C3U+pV2LqlZC632ei2aFeWeKWHTn/5U8m2Hu4gao4+IbAN/JBS1GCexijXUb6Fb25mQ/BbWqOdKuX8Bf3NJGWha3AUsPw1yGw5WlpvfnIo7is3oW9s6mdAmwr4KO3mXz6L8cIRIWmo5iwM5puRsMXrG06HDnhY8mIRi0o1DWCukp5z40ddh1Y4A9vduknBn2lKbz2AODFomYA7kwraIr5dpIUippEgzxOJXFqEAYW7762y//5Sp/Zrk8/VfgJxbo8Hyx+9H8zBHkqiAc3jE6+U6GNFPCOq3uct2keRcaXH5giS71CEKK3wkKkxdLJIEchhIGhXConm7z50lN85YEuLx6uoGREllkcmVO8sL/Ja85dot1JOTEvWLVy3ZxSnbc3m/XO3xndlD4Af8drctzLvvDVB3/Vsqd/6/JzJ6I0sXnH1YIzNizR7qU0azlnb2xjO7N88g6bNPRZP67pmpNNi4mGZLye06ymNCoxtUpEoxow2Wyz1G3xx18z+JVPrGD/qSn8hkfVUniDSjvM1BmEQCkxyKscPfiUldsyEhw75Jm9kuOLHoZh4Cl0wnERymoooRPX1GgOz/BzlP23qcq+XrcmvhNydDbhzkd8FuIqnm3QtHLqTk7NhUZFE466fcV826TVsen0bHqBTbfv4SiHGy/ts26yTRQk9FJBWBjuxAWwkzIJIs010IsWRQO/lIyVwCy1kRZTdcmFm7sQx/QSCIs2pbRX036CRS+eFB8vkcVTo4wkVMSJQS9wODlXZ2Wzwn/9V11+6q3HaNZbHGrBXFew1INWN2epk7LQipldTDg5Lzg+Z3LoRBVXNXjvjUt0sx7PHchZausn9ktHutx8jweZRz9fF529be2fvPHajdHfB59/rwpeXudsmI8cp/Ybi/MropUzvf++92hbBodMVo4rztqwQCua5y9ud7n/iSYbxiWrJhQrJi2mxqBZTQr3/wzfjWlU+4w32hxf6PA//9zn649PIJXH2iaYMiNItKc2MLBhG4DcGMmKL2a0erqi82IsUy+K2r2YP/26RxS5eF6RT2+MAhhdvYsk42XANoYhU2X2jmmk2GaMbQXc9ojF/S/UUaZNzQTfzAoRtTYkVUr3yUGodFS1bWKFKZaREFgOrzkr4g2XtfjgLRVdxQ2BO9qLj4I7Kau4KoCdD/vvsn9ODKLIxHdNfuj1bR5+sU8vdgjMIgBrtHonGUkxXSlfo1wYCguLMLKIYoN212ei1ueX3tvm0nOP8iufyDg61yhak4w0ywiinE4vox+kRLFJntso1eSmC3MsY5FP35Xw3OEqrmty2TZo9RaYb49nZ2yd+e+5Of67j7zU+tYD/LWv+wF2v/jZ/hkb19+cGc777njkaV5/SU6ltshtT6Q8savO/LzLujHJmknFqimLDStT1q3oYVkRQaQXLVVPL4Ha/Tbv+7jL7Y9OU3cdVtQyGp4G8oGFjCMtSe4IKpYoZFojcdqqGBWOeiGWm1AzxncDdjwHDz5VA8PCM3R7YpY9+LIqXqYYl1V7+WhwtHp7bsie4xlfvrfOUs+nWpP4Rj6wstMR1gxco+JEDGfNlkEYm/QCm6mGxTuuDrjz8Q67T7oEpkWY6rzKJGUww9Ygz4qeu6y4YtBeJEnRoiSKKDEII4vLzw84b3OLe5+u0rUMKglFFR8eOPU0RX996cBpQCBFjmUkVNw+pxZ8js7WkDKn7jtMNk3efMkCpnGMn/2g4kS3hlkYz/SinO5ijjsP6/o5eW4hhYMUY1xxZovNK/s8vivmqZc85toO155vs3nbOXkk196852jQ/6Hves/fF55/f4ADGO46/DHv5dWrpn7qx7/H+L8vvPCg3L9bsP+gi5XYnLlSA2Vq3GTj6pR1KxdpBUt89X6f6arPDefHVNyAaqXF3Q8Jbn9iimbFZk09ZbIKYzXFikmD71m/wOcf7HLfc5OMOWJgnTaotoPNZVG9LV25rYLHIlXIU3tNWqGH5Sg8pScxmtQlhuBWAmXo1wD4BkVrkg0S1MzixhEi5p6nDB59uYq09I3jlCNMQ7dOSur1f15wS5JU86LLUVwUG/RCmwu3RFx7QYe9f1mjF5v4SuAmEBsFUaocGw768OKAOFJ5o6KCR7FBHJuEkU3FN7lwU497nu7TTar0E4mbFD7exWw8Lj5WWnycLCtsllWO5wbc+3zCzfdUOXOFw4pJwWTDIEm0V+EN2+e5ctscX9lhsmg6VJ2cq7fHjI93+dojJrtP+eS5wDItPMdivtVkrFply4qQKIRTSymxc1V23pYzfqq2cublzvziPwQ0/349eHmtX38ZRE50/nmv+UgQeT/bjdcQRjlrJiWXnak4d2uIVDA9DmtnWjy2u8Ov/Vmd40ca1GwTy0ipVTrc9WTKr35yBs/yWFHNGK/kjNcVKyYsNq6SXLAFfuSNHfI8IskFEi11KwGp25N8hIGYFjTbGNcJmGslfOquOoF08A2tqreKpGZz0J6UvbcsenEGB0vTKCco5Vo+wXVi5jsJdz3ssbjkaQ+XYjZvGPrjySJMFoZStDQtDoYDLxGTXmBRqypuvLTPymqfIErpZ2Iw8SgT2YaHzpGRYUqhah/24XFxOAwjiyxx+O7rQyZqXYIooZNokpXeYhbVO9ZtyuAmKiq4npKEfPS2Ks++bLH3SMLRk4KTCxZzLZfZRZ9+UOeXvjfghgtOsRgkhKmg0/NYOz7GL7834vwzl9g/G3NyPiHLU57am/DgcxaHTphIArZvnmCs5v7sBRe85iMnD6bR+Wdd8O0DcAC3voXDx06kV1375j3btl/bbjTG6AYR1VrIIztjGhXJ+pkej+3u8PFbq0y4FS7YbLFlTUyzvsi9z8f8+z9exYm5OtN+RsPNqfuKZs1gvCEZqxWHREvDRJSz16LimoYc8E6cUhxhZnrNb4U4bp+P3Oay90gNyzAGc/QhuMXgkKonMmKQkW6McE7KZZFp6KeDaUQcn8vZfcID08JVRV9fHoaLjM0yrRk016pczoyO9uLEIA5tNk3lTI33II3oJzoLPs4YAC8ZgLx4JTlJQjFJGY744mT4dAhjm00rFT/+pgWyIKATQy8RBDEjIM+Ikqw4aOqE5bJNAQgiSZjAYidlbillfkmy0DJZ6jjMtzwm6hV++ye6XH3eKU52E3YfyXhyl83iwiQ//PqE7We12H8qZrENl509T6vfw7Y6eN4YN95wVfuNr3/9nsWFY+kVl27+h4LlPxzAAVzXpWr2b3nrDZf8mzfdeMP89i1jHJqN8e0K521NqVTn2PGsyaRf4YKtJudtDTGtef7wy/D+T64mDhqMO1CxcnxHUPEkVV9Rr+RUfb3VlDLBkErnXJatRbHcsczSZL+g2FoxtqUPr/uOpvzlY1V6uUvVEsM5upGPqPrlYEQ4PHCOBruWG8xiKmNFxFnM1x92eGJXBctV2GqUljuSKFHwcEdNNkcXM3G5nOlbXLAV3nh5F08FBElGP9XLlyQRp7UoZZuiuSvlxCUu2pQolsXK3SQILQQ2N14csnXNEr1uQjuWBLEYUljjfECjjWMGN0qS6ijwLE9ohdDu5bS6Ca1uTqur6PYN+oFFp2djqya/9B74N+86RY+Ap3fHPPGSxfz8JNeeE9MJuzz1ck6n02BqrMep1gzbL3zjfHPqNf/mwNHeLY7j/kNC8h8W4BPNOqY/TS/IPrHtrNf+3DkX3HAqSsa5dFvCXGeJm+9TxP0GrznL4JKzQhxvjo/dDvc8MsmmZoXvuTpgcjwCtCeh7ylqvih45BGu0+PBl2wMaeCaQ69pa5AFlBeytiEDseIG9OOAz93j8tL+Bo5hUC2UP1bRooxWbFWasg9ak7IHL4GdFZOZGMuMef5Azse/UQXTwlI6O6ic0Zdb0HLxUV4DauuIp19aWCrEsUEYWnz/jX22b+iQJgm9ROjR3rIKflolTxhW8bhc1gw5JUFo0Q8dtq01+K5rW/h2l6UAukkB8qKKR3FGFGka7ZBhaJAkFpef2SOIE1oBdHoZ7V5Kpw/dQJHngmPzOZ+7u8bBoyu56bwKP/imRTppj0d3Rjz0nI0tJ3j7NRHjYws89Jxk69oJ3vC6q0/dcPX1P+c56hNnbV2J6zW/fQFeXo1GlaV2+LGzzrr6F6+/4sxTcd7n64/Y7NwzwbkbLS49J8D15/jzOxX7DzW4bKvNdRco3nNjh1VTIVLoSJSKq6h6OTU/oVnrc+BExCe+0cA3JZ41TG6zTanzzS3tNOuMOF6N1bvc/aTgT748QSv2aDhaHGGXB8AyiWLkgGkYp48Hy6lJOTlJsIwYRMTdj5nsP+ajLAt3sDQabkM1BXfEg3lEHZ8NCFJFm5Lq6L5+aLFmBq67pINHQD/J6ZeVueCMLO/Ds8EBdLCkScTwEBtpKVq3b2NIlx95a8RNF87T60QshYJepM02g1i7ypbChCDSSvggNAgih+97bcyGFR1OdSTtfk6nl9Lp5fQCRZZJDs7mfPpuyTcfVzzy3ASbp+p87+u6tOMOj7wY8czLLttWNbnxYoFhBziNs09dccX1v2hZ4cf8SuUfA4qof5SPCvzOb/8GE1u2P7nYl6d67ewaosA9c73DRdsi6vVTfPZuk/0HG5y7zuLsjYrzt3Y4urTErTuqTPqK6XGjWAilTI/1Ga8v8Ce3SXa8MMHqGjQrOTVfUvVNKr6+Eaq+5rFU/ZiqHzBW7bDnWMDvfr7O0wcmaHgGTTujMhAma5lVeZNo/abOGXLswo/F1llCrq1zalw7wXFCfDegEwV8+JYqLx1s4rgWNQP8wiquNDUacNSNkWyagkZQrvvL+XpJv5Uyw/cS+kHMHY86tGMHQ+n2x1o2zhxZSBVj0pJqMLBbUyNpcEWfVK+k1PweT+6THFv0sA2BrZYvzAylv9Zyp2AaOdNjEXHe455nq3hKFGl62iHBd3JWTnR5am/K/qMWAkkce2xaoZga7/PknpSllkGa2KSpwdYNK+evuNj9+aD97Mcqzb+dOufbCuAAd9zyeT70v3/n+bPPPPMHZDY70evM0mz2uPURSWuxyRVnG2xaI9iyJqBRP8VHb3eZPeWzYVpvOqeagqmxkFWTbWZbS/zu58Ywco+ZqjYaqlcMKp5Omaj5GVVf6z1rfshYrUvFa/GRWx0+dvsKKq6jbeMK33HHGobSWgOAD4O0nOJ93MFTIRkYDnlOgO/0ePwl+MMvTBDKChVLaUs6g5H5d6FEN8RIKJcsZvUMpzIDg8syDjxD5DAzEfDA85L9xx1yaeGocm7P4HA93LLK5SQxNYw2FKUGrzQvQnD2hpDFTsT9TztkuY1jaMLZgPpg6JvGVMVhW+mbff1MlzueNJhve1Tt4ka2FKahWDGW06x3+OYzJv2eotfPOTpns37aYu2KgIOnoGJnNCZWt/3Kmn9z+IT755de8YP53xdn3zKAA/z27/9eXm/Unkx6B+8WInrTA0+dNLqdJudt1s5L002B6y7x4dvg+V0NNk0rZiYspsYkU2MJM+M91s7M8b9vsXjkxQnW1AXjVWhUda591VdazDzQfIYDktZtj+f8zhdnCKIa05Uy62doz6yVPnIAcHPgh0jxyot2Z2jRrI0+++Sqx3/5cJ2n945huzZNM8c39b+xihQDa+QAPAD3yLTHLKY4ysgGZK4y8kWInLFqwlg15Gv3uwTYmEphF8xHfQAereAFf8YQAzGGVCXpSff/ZfhUnmv3sE0r+hydTXjhsIcQZrETyAfjUkMKpBzh5EiYbsZI0eP2RypUHIVratN6KRV5brBtTcqaFS2e3mNBqjCdPnOLsHrCYbzeotLYHHqV1T+UG9XP9YIsu+Xmz/+j4u8fZNHz112mEPkzj3z8gdec23xoYWmqf94ZfLLTOuQ8tTclChze89qEFw7HPPFinU2TJutmTKbGFM1qTqMSMdnocP8LKXc/NcGEJ4etiVcGFA0dZ11H52zW/B4Pv5Twnz88yYnFOiurOU2nNOIsmIYmI9OTggdeChsGap18WQ9umWlh5B/ytYcN7nm2hnBsKkbR1xvD/nv0UKnRNWJJMZq8gE5LSDNBnCgtfYtNDJXS6ztcdW6Lmy5b4ss7fHqmQWRAnIllq/uSSptlOVkqBhMaPTLMCidYY6gCynQln2ik/NqPtJnrzvHQSzNULKGfbqE+rPcMgTloVQxs08F3a1y3fZ47ty/w0r4JGi54TlzE1hgo1eDizTGPvdTl+HGHa7YL+nGHR5732H7WueHrbnpXu9lcuSOK+um6VeP/2PD7xzlknn5tv/S9fO2+Vnr7o9/9xQvPHX9vtbGy50iX6y9QHGuFfG1HnS3TDuduMjl3S8aKiQjLzGjWQrphhz/8XJ32gs/Kes54VdCsGtSrimpFCyR0UnKCZydUvIAo7fGVBz2OnhpjpiKZcPW6v+YLKq7O+rGMYrtYzKjlCO9bDVb3QytivaJPsa2IVjfhs3dX6AU+rlkY7Jc5oMYwXOnVTO1LcI9m/OQUKpxYEkUGYag1kf3QxrVs3n19j4rf07EiqRyZh48IlJcBnYEoOUn1QqcbKNpdk6WOyVLHZqntMrdUY9WYyzuuWKJudVgMBL1Q0I9ybbLaT2n3YhbbOfMtxeyixfG5CuNVn59+dxvX6zPbkcRJzvH5mOf2hjzzssnew5O8+TKD5liPux616HV9tm1b0+uKVd9/5paN585MuMfWrBz7p4DeP36LUl6f+vQX+eD/Wo8TPffCmnWr9q2ezG48Pjfv3P6wYFXTZesaizPWJUQs8uDzJivGJNvWLXLbEwl3Pj7GTEWxclwy0TCZaJiM1QQ1T7vNeo4+XNYrAbVKi4/cCh/48gqaFYeZSkrDh4YvqXoS31VY5nCtKIXuZa3RiHELHDsvfBBLs88I14moV3q8fDTmt/98gi5Vxh1BowjLci3dmkhV5EIIBmzEUVtoxwLb1p6LlpEPDOqzrExe0A5aSuYoI2PldMDtD5kcm/MxzUKgsYwkVk5+ympbalH1ATNJJf1AEoR6rp1msqC36iXOZWf16EQRD75Yw1YKp6AvCDFy82QCgUIKTUmeasacakU8s8dj07TBJWfHHFqIODkriSILicmFW1ocns3pJGuXLG/6x/c98sRnXppb7Fx18fb8fe973z8J7v7RW5TR6/xLf4I9z/wec51tn16xumOmxobfDeNd4749S5wIatU2X/x6jqcMppohRxYC7n+2StWwWD0OEw2DqabJzETG9FiMkhmdvoEU2t/ad0NOLgR85cFxDMNj2s9o+jnNiqTma3ct19Hi3f3HI5JYi5stc8QyTi4nVw2qt5FhGAmGEXHfszbt1MMzFVUzw7PzwopO96lBBGECKtOHPNMQA5OeMv7bUHoh5dja4iyMFd1AoVROlskimS7BsWwc2+Lac3s8sTskyEyirORrL29TsmwYR6h/JhmOnRHHcPSkIs0EnqvdrMp0B6V0a/e21yzx+fvbLLabjLlazBwlMN8BQyZMNjLy3CoEDB6W2eDqsxd5cmeX40sNfNviLZe3+LOvSZZ6isM7E87euJ7LL982F0SVn6lXnE+HUc5/+rHv/aeE3D8twAE2bf9pAE6ean18xXrD2Lju7t/4iy/ePemaPe56KiOOKlxyYU4/6fCxL7kcOFhl05RkakxHF86MZ6yZ7pFkLfYdt1B5g4mm0J7YRshXHjLZub/BqjEY8zIavqRRVTSqJo2qZKKR4Th9dp3oMd/ymayDaxf0W3m67nJEWCz19jJOE776cJ1u7LDC0RMZ38qpOoKKr1Mu2kHKziMZKtcNiGXq1gH051FSy+k8O6VeCYGYIwcqtHs2FTcjywRSalqAY8dUPIs3XNbnA7cExKlHlMkRp6rh8ifNssJGTTsA2FbOVDPk5OIiLx6s4xgWY3WDKFZkuVE4+WZYZoVta/q844pFPnJrjTjTN2WzbtCY6HPwRM7hWQtBjBQWQpgIamxZlfFv39nhs3caPPJinRsvqXLdRR2OnhCcv7XOmk3XnvruN1/5n6Mo+bjt1/6OiPn7Xf8kPfirXVOTNWw7++iq9df94pve8LpT7czhlnsFm6ZNHLfHX9wN+/ZXOXetyQXbFDMTikZVsGY6ZKwxz8fvTPjk122OnNLVyDRSlAr44o4Gnmcy7mc0Ktpdq1k1Ga9Lpscy1s0EbF49Tz/pM9fVRpBZng/aiWUyNyNdZubj2TEPPa84esrDMhS+qdsSz9a0grGayboVFm+6MmZiqsPRNnRDrV7P0qFrl6F0woLvxkw22xxeWOKrD6YcOJoxuyhpdRW9wCAITYLQJIwsVk3C5Wf3iMOMsBA4pOmQ050kJci1jYSS2jSpUQ1w3CV2nkg5fCrh1ELE/FLCwhLMtwwWWjZLbY+lTo23XxGS5wFhJpFCsnLC4AdvSvieN8xzopdwZC6l1U04NgePvWjw3J4mZ6ys8p7XdgmSDnsOO7zx0j4b1picdc7rTr3rTVf9Ypzx0W8VuL+lAAeoVir4fvSR7edf9PPnbn/zwnnbVnPO5oBjcz1U5nH5mYoz1kka9T7dIKbiptQrHXa8FPLM7hozdQvL1La+jUrIU/sErW6FaR+aPjQqunI3a5LxesZkM2JqrIPrtnlyj0OOZuKBnqJo4BV2zVaKZWWDxYsQGZaV8OIBg9k5G8cQuIVthVvEmtcqBuONnDPXRrz3xlmEFdMJ9eYxTYctinZdzfDcmDDp8sm7DF48JJlfiljq5HT6kl6gCKKC8poYzDQF56wLyeOMFM1lSTLNMgyLDWQU54VXoP6elNRGnNs3prSjmGNLgrmljIVWzEI7ZaEFC22D+ZbNQsunajucv6nNQleLKqIITszVuHC94rJzlpjvZ3SDjIobsdDr8NJ+eOjZGiKtsnKiz/P7U8JsPW9/85sWtp51yc/vP5l/xLK9vys8/vkDHECIJlla/8Q1l13yAzdcufWnN209L+52bG64MGD1dMyq6S6P7QxpdQWrp/u0okX++Mt1GrbFzJig5gsa1Ygs7/Gpu6pkgcVUNWesKmnUTJo1xVgtZ7weM14PGK+32XMsIZe2tokQJbj1XNy1MjxXe7I4ZqJn0iNfr2mCNPQ8urSrsE2Bayt8B3wnJU4FrzlTL5x6ke6Vs8LquMyzN1WOY8W0+ykPv+BiGYJeqNUv/UCvyMNY81OSVJtVxjGMBtUmGQSxXrX3Qu0YG8fZ4FCox4WSLDPZsrrFsQ7MdWChnbHYjllopcwtCeaWTOYWXWyzwvdc3wMVstiFVi/j+JxJu9vgp97Ww/bbHJrNqVdyLjm7y+G5gEMnY25/xMCQLpdedkGc2ef89MZNr/mBzaucT2xZ/a0FN3wbABzAdc3MN/fe8hM/ePUHVq0+999eccU16aGFeqaUZO/JlG7f57zNOQdOLvFnt1UwsgqTNVGAN2Oy2eWFwwmP76wxVRGM1wVjdZPxumKinjFejxmraV6KkG0+802PfmBhlbkzRaKEa2lPlkYlZGqsy1i9D0AUK9JUDRYlSDlYtpgDJqMYLG/0VESSpilRNnSJHRwA5dB2QqkEhCLLcuJU80A0dVUM6K9pquOy81yvbCyppy8AJzuSY0s69aAb5AQFG1CbAumpiWsZvOe6NpnscaIjme/kLLRS5lsxc0sps4uSUws280sVLtpism1dh2MtWGqnzC/B7KKDSGr86BtD1q1a4Jnd4Jk+a1cERDFs22Bk55xzZXre2ef8W2vFWz+w47kTtwhpZX83NPzDXt8WAAeoNs8nanWjjZtXfGLz5rVnbd6w7ZfnwjGe2Sk5f6PJhtVtntuvGPfqXLs9xbYUk03J9FhIrdLic/dVyUObmQZM1E0mm/pAOj0WMd4IaNZ6TI8t8tiujHsfb+CZQ99BQxbV28mpVSImx9ocmlvi9kcFh064tLs2YWyQZ8OMbjXwAmGZOFmpDCm0fjHNNY01y1/Fd7zIulFFjk9O6TNYWh2X8diCLJeDm0tJbZlRc3JWj0tuuKTP5EybI0uCdh+CsGxVyhtLEkYWr70g5Yptc5xaSjnZVcy1c04upJyajzm1kHJyweD4nIclq7zr6oDFfsiJxZxTCylBKLjnaZeF+UnOXCfYfSzi6V0W56zLuOpij80btv3y+NTas5Sx4hO9U7PR1Ree8a2G0+D6J5+i/HWXXT8boP+Xt39m1w+9d8Nv/PFHfGvV5Ngvzc4eVHuO9mm1xrjp0oiXDob4tsvG1SFrZto8+CK8vK/CyrpgqqmYGjNYNZmyZqZHo9LHNDOa1S6HZgP+8JZJ5mOfyeI7H2QCmbq9GKv16SdtfvXjDby8wU0X25y5IaJWNchyUTADxbJIk1HfwgH3myIKkFdGjowms1GkEA954vmIL3hhjVwYa2a5QAnd+9c8wZbVJq+7PMK0T/GTfwCn2hUafkYUa71mGeKd5wJLufzkW/u8fGSRk4vjCCQLQU47SEkzPUu3LZOqV+Ws1RGvObvDCy9bOFbMzIRBkOXs3J9z48U+61Z1qbhBGItN7c1r1n7gm89O/cbZ3rH0phuu+1ZD6BXXt00FH71uev138+nPdtOf/JF/9Svveud7f/MN118VPr1vDVtXK9K8w6ETdS7a1iHL2hw+lbPjOQ9fWaybUow3TKbHczasahOk89zxVMpiW3JiIeEXPjTOC7vHWd0Q5CqhHWqNpJR6C+m7Cc1ah7ueViwsVpmoavppFOv2JE6hHSiygrSkL1HE+IllaQ6iiPT421yaPjsaJZ4v+zs9YdSMPVPpSATL0KSo+UWPcb/KDRe0ONXL6IU6wSHN9E3kOTEpISfmfc5eW+N//ugi0+MBdV9wzUU9pNtn38mEEwsxpxZg/zGPMKxz1Vk5KycTMFIeezlmzbgFos++oybvvGaM+uQl95gqWaOM5vuvPbefvvWt3/Oths2rXt9WFXz0+t7vfgcnZ1tMjoe/tHLqBllpbrr8wEtflk/uMi4/d33H2HUkIYlcxsb6HDzicO4GE9/VE42VEwFB0uLDX7MIu+NsnYk52e5w8HiFs2ck118Es/0lbr6nSppZqKJFqfkxc+2ALz8wRsOS1DxZ2D3obenJ+ZyvP1ShEyrGrXwkIOq0FmQkk6esIGKUe1K+58C8fph6XL7vwIRfaoA7juD1l/f5wkMRncAmzfTkZKmr6PY93n55m/uf7bHYqxAleumjZE7F6/LZey1aC5O89qKM9VPH2TAdYkQerz/P4spzFvnjLwuOz0ummjlHZ3PaXY/1qxK2rUuYqhp04oBHXzK48rzxZPex+oNnbH9TdsnYxseBYNVM41sNlb/2+ras4OU1NVFDiEmkMfaLzzx/9LqTwVVvPv/c13x++zkrs1NLVabHE3YehPGKy7lbAk4uhbhWxli9wz3Ppuw5UOP8jYqxWsxSL6fpGqyeUKyfVtx4QcTGVQFhrHtn28oYq/V5ZJfi8DGH8SqF422O7yRU3B6H5nKOnvJRuVE4R5W6RZ2+MJqVQ8G/lgVIyzArYJlhfZ4LMkb+bfF+Ug1V/IbKERisGhesmejRCnO6IfT6Ge2uYL7lsG7K4qIzesx1tTInTbVn+u5jOfc9YXPwqMGhEy6ttk/Di5ht5zz9cpUzVnpcfX6H2U5KGKVMjXV4em/AwoLHGWsS9h9P2bLSpTmxOjtj62Wf/4UfuuzNSffYdatmGv/l2x3c8G0O8NHr+7/nzfzQd61sv+1tF/27s8993a9fdfGZN/fUek7Mmlx2ZsKxxZA4MdmytksQd7j3KZctK0y2rElxvRbfeNwhiQzqvsQwYOvqhI0rU9JMT0F8JyNOQ57ea1KxFHVfFrlCGVNjfWZbAf/3qw1m21UmqymxTFjsC8JYL1jKfnmQOlwA3BjRZZYH1KFJvSwOkPrfl+8iC+s5x06p+QGIgNlFh7pb48ff0mWi2eHEkqTTS2l1cxbbJr2+x/kbI4SR0Av0fFxK2HvE4OXDiiTNaHUEtuFw40Ux3ajHy4dS9hyqcf32GOXG7DySYCrF1ETI/c9KKpbJ9ZevxG+ce/Obb3rdr0+sveTfHe2va597yZu/1XD4W1/fti3Kq13KOQtg9v6nDvy3zRdtXade3s2Ksb1vj3sP8/zTgkvPSDm+GNI9XqUXmWzYKJie7HDfc4KX91dxVCE2MDP2HFUcOanwbC16qHgJYRrzxM4qVUsUSyLBRD2g6rX50sOKR59vsqmpOH9rTHNink/d0aATGDpvJs0pJ+baZkHnR2rXWn04FIxYRhRi4ywVZHk2mLQIIYpVfkbFjTHMDp+4QzJdbXDhVnjNGSd57QUtbrnfZbalGO+kLLS1pdpFW5YwzZhOYBLF0Aska6YyNq5MiEqbtsTgjFUuV24P2bXfYt8xh5VTFhduEHTDiCd2mpy/NaUfKmZWX8drLl178+TKtf+RrH9AqHXfagj8P1//bCr46HXV+evYOqUOvPGac37+hqvOfdfW7e+893XXXMW6NTkv7pXUPcmGScWmNQkvHIh46OkG2zcYSFOPZh0r5Zl9JrsPO9S8HMeGmhdx95PQ71uM1ySNmmK8kbJqqs0TeyP+9OtNxh2TrasE52+yedcVsG1di8WgWMUXCNWclhzLyjEMpZdBhbpHKUGWUgh6h/6BaZQPU4wLwpdpZlS8kBcPRXzpvjGe2emw84DPUrvJD70+ZvvWJQ4t5IV9g55V+7bNay9qs9iHMMpodRWbV0q2bsgIYm2+Fqchz+9xufIsl7M29th9OOXgiQqdjmLzdEKQKbzKWc9uWmu8c3LlBe8x/Yt+/tRs44BQ277Vv/a/0/XPqoKPXtV6E2B3L8h3X7SC52QmV0TZpg9e6+zaPHtih1o3kWM7AY/sMtg8Y7N6VYcjcyaWKfDdCNNMcAwL1xbYVk6tErL/pIXKFGNVxURdsHqqj1BL3P6Yzfy8z7mroF6RGIbEUjbfd+MCv/KR8UEfDnrJY5kp9z1jMdcymVBaPVT1Fa4j6YUZqitoVhVRohirwVXn9XlmZ4M00wdPKctMoYhP3eGQRiZxkrPQkswteZy5vsLrL+7xB/tdjsy5TNRT5lsGa1c4rJ7qsdjLCaOMfqgIQo8k6dENU5LEpBcKHt6Zs2HS56x1Mfc+2WffERvLjtiw6Yr07e/cuOflnfP/yq1sfObyy876Vv+a/97XP1uAl5fnCIBdDz/T2uWQvn5b01vFmRd/3q3cW/vmY7v8xUW48YKAB19KEIlFxYUwjvjm4zU2TmmRg2dnBHFAGCuaFZ2hPjOeYJotPvQ1iwefHmdNo4zr0C1ElktqLsRxSpKqgcWZaeo0g3ueMphflMxM5TiWYsWEoFLp8tDz0O07TDUFaSKZauRce37Ag88Mg1sFms1omzFLPRNV8LLLBIbjc1WuOUvSe8sSX7jb4PiCZPWizULLxTN6eE5AN6pqWvCxCjde0GfXvpR2DyQ2Z69v89CzLu9aY/GO6zIWgy3dd7z72lY/SN+97YzVR845Wx0QYuJb/av9B7n+2QO8vC7bXqPdyw+Y5kWH4qB3dqvHa6bWXPnhYGlPsrD4zJhjLlQnGwpEwj1PJTiywjnbMvYelTSrCc8fhGd22ayoKiYaghUTPQ7P9bn70SmuOVPh+yG7D2rZV0mjlSJDyJggMfQK3cipuiH9KOCa7V3ufKpHmtcwDclYPcOt9DjVNUkiiyhRCJlx8GTOA88Y+G5AK3BIiox3y0zJRUSKUUjU9OY0zlLufFpRtye56YJTPPRil2MnDWaXMjp9i/M3w9Z1AQutKp4T8dhLknM21rj6/CV6bZvZRUmWV9m2pdKuTF4wf+Wl6412T/2oV9/60MSYuwRkf9v5/T+H659lD/5XXVVP4JgiO3C0tVBvrLq9WW9sbe377KbtF//w+99w/VXPn7tt8qkVU35wvD3FqglAtrHMFN/tc6qTF6m7iqmxDNdt8YX7PNaOO1x+Lpy7pYdQKeRQ9WKOL0TMNCU3XdahFeiljudkOE6HX/uEx/G5aX70zV3aUYYQ2pTIUFnBNwHyHM8J+eBXq0zV6vzX75+nE0d0Q02rrXoRtz1icHzeYWI8pN3XguQsT3h6b8gDzwoOH2/yzqsi2nHMyYWUpbYiS22a1YROGNGPMsK8xf5jkjPWVMGoBomceGrl6mue//mf+sH3/9Jv3brJcZpb165deft4ZWFBCPEvCtzwL6iCj17nnLEC9O6k9/SLhxDS+C1Dqd+67oqzVKPuf2Dluv7WUycPXXXrjoNq+5qEw/MZ+w45bJjKaPg5k82Qe5/L2H+kzmWbBNVKxBN7BK2OgTENphFy+8OCtVOruGH7HMeOxOQ4NKsxT+7NOTFbZ2mywvTUKapOnyS1izCmlCzLSQpOeC+KiEKHmWqTmZrivM09Tp1yEcB8O+Pep12u2eqydtUC9zxqkGQWDU+wdWXMUztD9h9zuPhsk6vP67J3v81SR7H7qM3KMUmvG3F8vsJrL3Q4OLc1nV6z7v5Lmv6uOOz8lCBNfdfloa/9cu7VN/S+1b+vf8zrXyTAR6/zzlwDwyVhkoSLP7b1bKt5/Pjcrx9busvaMrkzDZLahTdeZF70xIsnCHsRJxYWufeJKlef08M3TU4tZcwueCjLIMwyDp7KeegFjzHf5bwtknpFy96atYDHD2hnqiiWbF2luOTMhKUl3daQRwghSVPdgjz4os3LhxzWbZc4lsXUeMzL+1PixGChKzl80mb9NpvLz8zZdzDCNAziJGWyZjPZiJlrmdz3tMHVZ6ecONXi1IJHL68Q5is5c1Pw+InZ5InxqbPVBVfeFClr8r/kWbgwM1UH4Pu+1b+Yf6LrXzzAX/EN2w2ABeAnAe695z7SXFyzaqJzU2p33u2a8RknF2e59IxDzEweZ24uYmEpwhQu0+MxUkpsJ6OX2EihOScVRzBe1+ZAVSun6UEQCTo9hzBPi4CmkF4/peZmBN1E6y6FwLMtLEux1DHoBwZBlDHXyhjvK/I8JcsFpjJph5I8zzh4IqLVNjHMlFYvYaFvYKgpvu87VhHHU6yYsXcenqt/ftsa5y+TNL/34kuv+lb/yL+l1//nAH76dc21VwPce/zEwr3XTHKfbcabXtw7l7Xnv5AtRCs23HDd5H9eWtjFhnadp3eewFNLSNHCNhp0A8Wx+Zyqm5ER8cQug35fsGkVSBly4LhNqxtQM1KOzMHOww2uODNl14GIKLUY8yM2TAtyEbPniMK1bM7dlJLlEa1OzopmiG3GzC0mdHpd9hyRnLF5Cn9sFeOyy5b1G1g/sf83Xnw53ffaa26Q/WRGNqpqz6Vwu+X+09gyfLtf/7JOFP+AV9CdRUi3kYR7rtm9+3H6oR/Pt6o/PT2Wvi5MYg6eUBzY/RT7jx/Ft2y2rSushHsBpsw5sZjg2zaP720zXfFYszpnx/MGP/aGNg89b7Bxpcn02HEee3E1nhdxYt6mVpfkucVSF85ZF+PZC3TCzVz5mrM5vqCIE5uVE/IbLx/u/16/1zG3bTufMzetu7fXDxbXrpn8Vv/Ivi2v/89X8L/qcvwJgEXgKwCHDx9nVc5LFS+aXuqobM2aiLljuzmx6LJx2qBRiUiTJK5NXPmr45XeW5oL/dhUFqLaZdx3mJ4CXMXUyoAtsWD1pGK8vpJQTaJUxIq+b5612fvqn3/5yV8NUst0bFg7rTgwV2Fq5QVs2GzT6iLHqurEGWewrzE2863+Ef2zuP7/Ffwf8PriV3eQ52K66R6rzy31ckNaHJnv03Atxsdh71HJJVsi9h0TTDcljWqLwyebCBkRJhVxzcWTS1mWn5hac/W3+lv5F3P9/wAAUvORe21C2gAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODowMjo1MSswMDowMG6Owm8AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6MDI6NTErMDA6MDAf03rTAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21335287
    {'hecke_orbit_code': 4503737334759473, 'n': 1, 'trace_an': 2}
  • id: 21335288
    {'hecke_orbit_code': 4503737334759473, 'n': 2, 'trace_an': -216}
  • id: 21335289
    {'hecke_orbit_code': 4503737334759473, 'n': 3, 'trace_an': -3348}
  • id: 21335290
    {'hecke_orbit_code': 4503737334759473, 'n': 4, 'trace_an': -13888}
  • id: 21335291
    {'hecke_orbit_code': 4503737334759473, 'n': 5, 'trace_an': 52110}
  • id: 21335292
    {'hecke_orbit_code': 4503737334759473, 'n': 6, 'trace_an': 1446336}
  • id: 21335293
    {'hecke_orbit_code': 4503737334759473, 'n': 7, 'trace_an': 0}
  • id: 21335294
    {'hecke_orbit_code': 4503737334759473, 'n': 8, 'trace_an': -8156160}
  • id: 21335295
    {'hecke_orbit_code': 4503737334759473, 'n': 9, 'trace_an': 3139803}
  • id: 21335296
    {'hecke_orbit_code': 4503737334759473, 'n': 10, 'trace_an': 11255760}
  • id: 21335297
    {'hecke_orbit_code': 4503737334759473, 'n': 11, 'trace_an': -20586852}
  • id: 21335298
    {'hecke_orbit_code': 4503737334759473, 'n': 12, 'trace_an': -46497024}
  • id: 21335299
    {'hecke_orbit_code': 4503737334759473, 'n': 13, 'trace_an': 380146676}
  • id: 21335300
    {'hecke_orbit_code': 4503737334759473, 'n': 14, 'trace_an': 0}
  • id: 21335301
    {'hecke_orbit_code': 4503737334759473, 'n': 15, 'trace_an': -348928560}
  • id: 21335302
    {'hecke_orbit_code': 4503737334759473, 'n': 16, 'trace_an': 1335947264}
  • id: 21335303
    {'hecke_orbit_code': 4503737334759473, 'n': 17, 'trace_an': 1646527986}
  • id: 21335304
    {'hecke_orbit_code': 4503737334759473, 'n': 18, 'trace_an': 678197448}
  • id: 21335305
    {'hecke_orbit_code': 4503737334759473, 'n': 19, 'trace_an': 1563257180}
  • id: 21335306
    {'hecke_orbit_code': 4503737334759473, 'n': 20, 'trace_an': -1447407360}
  • id: 21335307
    {'hecke_orbit_code': 4503737334759473, 'n': 21, 'trace_an': 0}
  • id: 21335308
    {'hecke_orbit_code': 4503737334759473, 'n': 22, 'trace_an': 8893520064}
  • id: 21335309
    {'hecke_orbit_code': 4503737334759473, 'n': 23, 'trace_an': -9451116072}
  • id: 21335310
    {'hecke_orbit_code': 4503737334759473, 'n': 24, 'trace_an': 13653411840}
  • id: 21335311
    {'hecke_orbit_code': 4503737334759473, 'n': 25, 'trace_an': 27802126025}
  • id: 21335312
    {'hecke_orbit_code': 4503737334759473, 'n': 26, 'trace_an': -41055841008}
  • id: 21335313
    {'hecke_orbit_code': 4503737334759473, 'n': 27, 'trace_an': -117104402160}
  • id: 21335314
    {'hecke_orbit_code': 4503737334759473, 'n': 28, 'trace_an': 0}
  • id: 21335315
    {'hecke_orbit_code': 4503737334759473, 'n': 29, 'trace_an': -73805136660}
  • id: 21335316
    {'hecke_orbit_code': 4503737334759473, 'n': 30, 'trace_an': 37684284480}
  • id: 21335317
    {'hecke_orbit_code': 4503737334759473, 'n': 31, 'trace_an': 71588483552}
  • id: 21335318
    {'hecke_orbit_code': 4503737334759473, 'n': 32, 'trace_an': 154934083584}
  • id: 21335319
    {'hecke_orbit_code': 4503737334759473, 'n': 33, 'trace_an': -68924780496}
  • id: 21335320
    {'hecke_orbit_code': 4503737334759473, 'n': 34, 'trace_an': -711300089952}
  • id: 21335321
    {'hecke_orbit_code': 4503737334759473, 'n': 35, 'trace_an': 0}
  • id: 21335322
    {'hecke_orbit_code': 4503737334759473, 'n': 36, 'trace_an': -87211168128}
  • id: 21335323
    {'hecke_orbit_code': 4503737334759473, 'n': 37, 'trace_an': 1033652081554}
  • id: 21335324
    {'hecke_orbit_code': 4503737334759473, 'n': 38, 'trace_an': 337663550880}
  • id: 21335325
    {'hecke_orbit_code': 4503737334759473, 'n': 39, 'trace_an': -636365535624}
  • id: 21335326
    {'hecke_orbit_code': 4503737334759473, 'n': 40, 'trace_an': -212508748800}
  • id: 21335327
    {'hecke_orbit_code': 4503737334759473, 'n': 41, 'trace_an': -3283948036404}
  • id: 21335328
    {'hecke_orbit_code': 4503737334759473, 'n': 42, 'trace_an': 0}
  • id: 21335329
    {'hecke_orbit_code': 4503737334759473, 'n': 43, 'trace_an': -984806218616}
  • id: 21335330
    {'hecke_orbit_code': 4503737334759473, 'n': 44, 'trace_an': -285910200576}
  • id: 21335331
    {'hecke_orbit_code': 4503737334759473, 'n': 45, 'trace_an': -163615134330}
  • id: 21335332
    {'hecke_orbit_code': 4503737334759473, 'n': 46, 'trace_an': -2041441071552}
  • id: 21335333
    {'hecke_orbit_code': 4503737334759473, 'n': 47, 'trace_an': -3410684952624}
  • id: 21335334
    {'hecke_orbit_code': 4503737334759473, 'n': 48, 'trace_an': -8945502879744}
  • id: 21335335
    {'hecke_orbit_code': 4503737334759473, 'n': 49, 'trace_an': 0}
  • id: 21335336
    {'hecke_orbit_code': 4503737334759473, 'n': 50, 'trace_an': -12010518442800}
  • id: 21335337
    {'hecke_orbit_code': 4503737334759473, 'n': 51, 'trace_an': 5512575697128}
  • id: 21335338
    {'hecke_orbit_code': 4503737334759473, 'n': 52, 'trace_an': -2639738518144}
  • id: 21335339
    {'hecke_orbit_code': 4503737334759473, 'n': 53, 'trace_an': -6797151655902}
  • id: 21335340
    {'hecke_orbit_code': 4503737334759473, 'n': 54, 'trace_an': 12647275433280}
  • id: 21335341
    {'hecke_orbit_code': 4503737334759473, 'n': 55, 'trace_an': -2145561715440}
  • id: 21335342
    {'hecke_orbit_code': 4503737334759473, 'n': 56, 'trace_an': 0}
  • id: 21335343
    {'hecke_orbit_code': 4503737334759473, 'n': 57, 'trace_an': -10467570077280}
  • id: 21335344
    {'hecke_orbit_code': 4503737334759473, 'n': 58, 'trace_an': 7970954759280}
  • id: 21335345
    {'hecke_orbit_code': 4503737334759473, 'n': 59, 'trace_an': 9858856815540}
  • id: 21335346
    {'hecke_orbit_code': 4503737334759473, 'n': 60, 'trace_an': 2422959920640}
  • id: 21335347
    {'hecke_orbit_code': 4503737334759473, 'n': 61, 'trace_an': 4931842626902}
  • id: 21335348
    {'hecke_orbit_code': 4503737334759473, 'n': 62, 'trace_an': -30926224894464}
  • id: 21335349
    {'hecke_orbit_code': 4503737334759473, 'n': 63, 'trace_an': 0}
  • id: 21335350
    {'hecke_orbit_code': 4503737334759473, 'n': 64, 'trace_an': 20621115785216}
  • id: 21335351
    {'hecke_orbit_code': 4503737334759473, 'n': 65, 'trace_an': 9904721643180}
  • id: 21335352
    {'hecke_orbit_code': 4503737334759473, 'n': 66, 'trace_an': -14887752587136}
  • id: 21335353
    {'hecke_orbit_code': 4503737334759473, 'n': 67, 'trace_an': 28837826625364}
  • id: 21335354
    {'hecke_orbit_code': 4503737334759473, 'n': 68, 'trace_an': 22866980669568}
  • id: 21335355
    {'hecke_orbit_code': 4503737334759473, 'n': 69, 'trace_an': 63284673218112}
  • id: 21335356
    {'hecke_orbit_code': 4503737334759473, 'n': 70, 'trace_an': 0}
  • id: 21335357
    {'hecke_orbit_code': 4503737334759473, 'n': 71, 'trace_an': 250100229829104}
  • id: 21335358
    {'hecke_orbit_code': 4503737334759473, 'n': 72, 'trace_an': -12804367818240}
  • id: 21335359
    {'hecke_orbit_code': 4503737334759473, 'n': 73, 'trace_an': -82171455513478}
  • id: 21335360
    {'hecke_orbit_code': 4503737334759473, 'n': 74, 'trace_an': 223268849615664}
  • id: 21335361
    {'hecke_orbit_code': 4503737334759473, 'n': 75, 'trace_an': 93081517931700}
  • id: 21335362
    {'hecke_orbit_code': 4503737334759473, 'n': 76, 'trace_an': -43421031431680}
  • id: 21335363
    {'hecke_orbit_code': 4503737334759473, 'n': 77, 'trace_an': 0}
  • id: 21335364
    {'hecke_orbit_code': 4503737334759473, 'n': 78, 'trace_an': 274909911389568}
  • id: 21335365
    {'hecke_orbit_code': 4503737334759473, 'n': 79, 'trace_an': 25413078694480}
  • id: 21335366
    {'hecke_orbit_code': 4503737334759473, 'n': 80, 'trace_an': -69616211927040}
  • id: 21335367
    {'hecke_orbit_code': 4503737334759473, 'n': 81, 'trace_an': 150980027970519}
  • id: 21335368
    {'hecke_orbit_code': 4503737334759473, 'n': 82, 'trace_an': 354666387931632}
  • id: 21335369
    {'hecke_orbit_code': 4503737334759473, 'n': 83, 'trace_an': 563473461780936}
  • id: 21335370
    {'hecke_orbit_code': 4503737334759473, 'n': 84, 'trace_an': 0}
  • id: 21335371
    {'hecke_orbit_code': 4503737334759473, 'n': 85, 'trace_an': 171601146700920}
  • id: 21335372
    {'hecke_orbit_code': 4503737334759473, 'n': 86, 'trace_an': 106359071610528}
  • id: 21335373
    {'hecke_orbit_code': 4503737334759473, 'n': 87, 'trace_an': 123549798768840}
  • id: 21335374
    {'hecke_orbit_code': 4503737334759473, 'n': 88, 'trace_an': 83954829404160}
  • id: 21335375
    {'hecke_orbit_code': 4503737334759473, 'n': 89, 'trace_an': 715618564776810}
  • id: 21335376
    {'hecke_orbit_code': 4503737334759473, 'n': 90, 'trace_an': 70681738030560}
  • id: 21335377
    {'hecke_orbit_code': 4503737334759473, 'n': 91, 'trace_an': 0}
  • id: 21335378
    {'hecke_orbit_code': 4503737334759473, 'n': 92, 'trace_an': 262514200015872}
  • id: 21335379
    {'hecke_orbit_code': 4503737334759473, 'n': 93, 'trace_an': 239678242932096}
  • id: 21335380
    {'hecke_orbit_code': 4503737334759473, 'n': 94, 'trace_an': -736707949766784}
  • id: 21335381
    {'hecke_orbit_code': 4503737334759473, 'n': 95, 'trace_an': -81461331649800}
  • id: 21335382
    {'hecke_orbit_code': 4503737334759473, 'n': 96, 'trace_an': 518719311839232}
  • id: 21335383
    {'hecke_orbit_code': 4503737334759473, 'n': 97, 'trace_an': -1225572272163652}
  • id: 21335384
    {'hecke_orbit_code': 4503737334759473, 'n': 98, 'trace_an': 0}
  • id: 21335385
    {'hecke_orbit_code': 4503737334759473, 'n': 99, 'trace_an': -129277319340312}
  • id: 21335386
    {'hecke_orbit_code': 4503737334759473, 'n': 100, 'trace_an': 386115926235200}
  • id: 21335387
    {'hecke_orbit_code': 4503737334759473, 'n': 101, 'trace_an': -817641571654098}
  • id: 21335388
    {'hecke_orbit_code': 4503737334759473, 'n': 103, 'trace_an': 741114547982552}
  • id: 21335389
    {'hecke_orbit_code': 4503737334759473, 'n': 107, 'trace_an': 2514301452571644}
  • id: 21335390
    {'hecke_orbit_code': 4503737334759473, 'n': 109, 'trace_an': -1268353947457190}
  • id: 21335391
    {'hecke_orbit_code': 4503737334759473, 'n': 113, 'trace_an': -4108325732704476}
  • id: 21335392
    {'hecke_orbit_code': 4503737334759473, 'n': 121, 'trace_an': 3753429694145747}
  • id: 21335393
    {'hecke_orbit_code': 4503737334759473, 'n': 125, 'trace_an': 6078079566513000}
  • id: 21335394
    {'hecke_orbit_code': 4503737334759473, 'n': 127, 'trace_an': 5981351895461632}
  • id: 21335395
    {'hecke_orbit_code': 4503737334759473, 'n': 128, 'trace_an': -7303960555683840}
  • id: 21335396
    {'hecke_orbit_code': 4503737334759473, 'n': 131, 'trace_an': -1626226733523348}
  • id: 21335397
    {'hecke_orbit_code': 4503737334759473, 'n': 137, 'trace_an': -10592201511845946}
  • id: 21335398
    {'hecke_orbit_code': 4503737334759473, 'n': 139, 'trace_an': 37341823044417080}
  • id: 21335399
    {'hecke_orbit_code': 4503737334759473, 'n': 149, 'trace_an': 12555957651134850}
  • id: 21335400
    {'hecke_orbit_code': 4503737334759473, 'n': 151, 'trace_an': -28758788173002152}
  • id: 21335401
    {'hecke_orbit_code': 4503737334759473, 'n': 157, 'trace_an': -14527638158544394}
  • id: 21335402
    {'hecke_orbit_code': 4503737334759473, 'n': 163, 'trace_an': -16774137626235212}
  • id: 21335403
    {'hecke_orbit_code': 4503737334759473, 'n': 167, 'trace_an': -128399848669319472}
  • id: 21335404
    {'hecke_orbit_code': 4503737334759473, 'n': 169, 'trace_an': -30116038391257026}
  • id: 21335405
    {'hecke_orbit_code': 4503737334759473, 'n': 173, 'trace_an': -75986044070753178}
  • id: 21335406
    {'hecke_orbit_code': 4503737334759473, 'n': 179, 'trace_an': -93374877047641020}
  • id: 21335407
    {'hecke_orbit_code': 4503737334759473, 'n': 181, 'trace_an': -148635339531593404}
  • id: 21335408
    {'hecke_orbit_code': 4503737334759473, 'n': 191, 'trace_an': 98622390566317248}
  • id: 21335409
    {'hecke_orbit_code': 4503737334759473, 'n': 193, 'trace_an': 8911776556935358}
  • id: 21335410
    {'hecke_orbit_code': 4503737334759473, 'n': 197, 'trace_an': 70835148269834652}
  • id: 21335411
    {'hecke_orbit_code': 4503737334759473, 'n': 199, 'trace_an': -286460988828497800}
  • id: 21335412
    {'hecke_orbit_code': 4503737334759473, 'n': 211, 'trace_an': 751667653103138104}
  • id: 21335413
    {'hecke_orbit_code': 4503737334759473, 'n': 223, 'trace_an': 50615575783134656}
  • id: 21335414
    {'hecke_orbit_code': 4503737334759473, 'n': 227, 'trace_an': 303691994772520716}
  • id: 21335415
    {'hecke_orbit_code': 4503737334759473, 'n': 229, 'trace_an': 107991586981028270}
  • id: 21335416
    {'hecke_orbit_code': 4503737334759473, 'n': 233, 'trace_an': 790506217682068518}
  • id: 21335417
    {'hecke_orbit_code': 4503737334759473, 'n': 239, 'trace_an': 705912984257893920}
  • id: 21335418
    {'hecke_orbit_code': 4503737334759473, 'n': 241, 'trace_an': 68568967462179602}
  • id: 21335419
    {'hecke_orbit_code': 4503737334759473, 'n': 243, 'trace_an': -334678954296921948}
  • id: 21335420
    {'hecke_orbit_code': 4503737334759473, 'n': 251, 'trace_an': -3176112998986326504}
  • id: 21335421
    {'hecke_orbit_code': 4503737334759473, 'n': 256, 'trace_an': -1239799119002730496}
  • id: 21335422
    {'hecke_orbit_code': 4503737334759473, 'n': 257, 'trace_an': -828562059034685694}
  • id: 21335423
    {'hecke_orbit_code': 4503737334759473, 'n': 263, 'trace_an': -1404454851260256312}
  • id: 21335424
    {'hecke_orbit_code': 4503737334759473, 'n': 269, 'trace_an': 1435820360137377030}
  • id: 21335425
    {'hecke_orbit_code': 4503737334759473, 'n': 271, 'trace_an': 509159783589159152}
  • id: 21335426
    {'hecke_orbit_code': 4503737334759473, 'n': 277, 'trace_an': -568946210839495166}
  • id: 21335427
    {'hecke_orbit_code': 4503737334759473, 'n': 281, 'trace_an': -8123673283039476396}
  • id: 21335428
    {'hecke_orbit_code': 4503737334759473, 'n': 283, 'trace_an': 2785059360043480532}
  • id: 21335429
    {'hecke_orbit_code': 4503737334759473, 'n': 289, 'trace_an': 151368642828599597}
  • id: 21335430
    {'hecke_orbit_code': 4503737334759473, 'n': 293, 'trace_an': 7276054231551617316}
  • id: 21335431
    {'hecke_orbit_code': 4503737334759473, 'n': 307, 'trace_an': 1950592174601527688}
  • id: 21335432
    {'hecke_orbit_code': 4503737334759473, 'n': 311, 'trace_an': 336691659808831752}
  • id: 21335433
    {'hecke_orbit_code': 4503737334759473, 'n': 313, 'trace_an': 3655511591562842762}
  • id: 21335434
    {'hecke_orbit_code': 4503737334759473, 'n': 317, 'trace_an': 797379754904038314}
  • id: 21335435
    {'hecke_orbit_code': 4503737334759473, 'n': 331, 'trace_an': 10158512678893878748}
  • id: 21335436
    {'hecke_orbit_code': 4503737334759473, 'n': 337, 'trace_an': -9629307763628529308}
  • id: 21335437
    {'hecke_orbit_code': 4503737334759473, 'n': 343, 'trace_an': 0}
  • id: 21335438
    {'hecke_orbit_code': 4503737334759473, 'n': 347, 'trace_an': -4502751666049603476}
  • id: 21335439
    {'hecke_orbit_code': 4503737334759473, 'n': 349, 'trace_an': -44864629982739093100}
  • id: 21335440
    {'hecke_orbit_code': 4503737334759473, 'n': 353, 'trace_an': 8025097307604388002}
  • id: 21335441
    {'hecke_orbit_code': 4503737334759473, 'n': 359, 'trace_an': -1615072843193774040}
  • id: 21335442
    {'hecke_orbit_code': 4503737334759473, 'n': 361, 'trace_an': 12737354019053245899}
  • id: 21335443
    {'hecke_orbit_code': 4503737334759473, 'n': 367, 'trace_an': -9977994448626462064}
  • id: 21335444
    {'hecke_orbit_code': 4503737334759473, 'n': 373, 'trace_an': 23686588714485006178}
  • id: 21335445
    {'hecke_orbit_code': 4503737334759473, 'n': 379, 'trace_an': 37370242313964792040}
  • id: 21335446
    {'hecke_orbit_code': 4503737334759473, 'n': 383, 'trace_an': -30252066823473936768}
  • id: 21335447
    {'hecke_orbit_code': 4503737334759473, 'n': 389, 'trace_an': 1007143932951970290}
  • id: 21335448
    {'hecke_orbit_code': 4503737334759473, 'n': 397, 'trace_an': 35632419864211771526}
  • id: 21335449
    {'hecke_orbit_code': 4503737334759473, 'n': 401, 'trace_an': -39432703089652313202}
  • id: 21335450
    {'hecke_orbit_code': 4503737334759473, 'n': 409, 'trace_an': -52782330312986685910}
  • id: 21335451
    {'hecke_orbit_code': 4503737334759473, 'n': 419, 'trace_an': -17252598821564919960}
  • id: 21335452
    {'hecke_orbit_code': 4503737334759473, 'n': 421, 'trace_an': -85849714823729308196}
  • id: 21335453
    {'hecke_orbit_code': 4503737334759473, 'n': 431, 'trace_an': -50476373204365891152}
  • id: 21335454
    {'hecke_orbit_code': 4503737334759473, 'n': 433, 'trace_an': -101146794186224921764}
  • id: 21335455
    {'hecke_orbit_code': 4503737334759473, 'n': 439, 'trace_an': 24794607909003802760}
  • id: 21335456
    {'hecke_orbit_code': 4503737334759473, 'n': 443, 'trace_an': 130654278967707957708}
  • id: 21335457
    {'hecke_orbit_code': 4503737334759473, 'n': 449, 'trace_an': -155655990351855301500}
  • id: 21335458
    {'hecke_orbit_code': 4503737334759473, 'n': 457, 'trace_an': 118450824223090809094}
  • id: 21335459
    {'hecke_orbit_code': 4503737334759473, 'n': 461, 'trace_an': -277286062239380798604}
  • id: 21335460
    {'hecke_orbit_code': 4503737334759473, 'n': 463, 'trace_an': 351290009189089097824}
  • id: 21335461
    {'hecke_orbit_code': 4503737334759473, 'n': 467, 'trace_an': -136630964339996286564}
  • id: 21335462
    {'hecke_orbit_code': 4503737334759473, 'n': 479, 'trace_an': 64105810232391205920}
  • id: 21335463
    {'hecke_orbit_code': 4503737334759473, 'n': 487, 'trace_an': 24134317584467009704}
  • id: 21335464
    {'hecke_orbit_code': 4503737334759473, 'n': 491, 'trace_an': -56181587769796776696}
  • id: 21335465
    {'hecke_orbit_code': 4503737334759473, 'n': 499, 'trace_an': 171993603615123328900}
  • id: 21335466
    {'hecke_orbit_code': 4503737334759473, 'n': 503, 'trace_an': 366993030558233456496}
  • id: 21335467
    {'hecke_orbit_code': 4503737334759473, 'n': 509, 'trace_an': 267203608600830147990}
  • id: 21335468
    {'hecke_orbit_code': 4503737334759473, 'n': 512, 'trace_an': 56920860431883436032}
  • id: 21335469
    {'hecke_orbit_code': 4503737334759473, 'n': 521, 'trace_an': -201467622292352438598}
  • id: 21335470
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