Embedded newform data - 82.6.f.b.31.7

Formats: - HTML - YAML - JSON - 2025-10-02T03:14:56.981303

• 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': 2952, 'analytic_conductor': 13.151473224664413, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 41, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 10, 'char_parity': 1, 'char_values': [82, 10, [47], [9]], 'cm_discs': [], 'conrey_index': 23, 'dim': 40, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [12324732727897357476456108416493576152678400, 0, 38654646100043574190783483956847663389081600, 0, 10811215741091587119203267858094380260085760, 0, 1202827650104770284477906985595984913576960, 0, 71232060294839221691498094185297642601216, 0, 2549204846884065764135237424015671086464, 0, 59302419189498224656169397885228107376, 0, 941335248646222432088037467752994292, 0, 10557497748514915208705387240990689, 0, 85832034493039063296679056282746, 0, 515359268090301545127071452459, 0, 2315234010818580743411316296, 0, 7845068978533433210302223, 0, 20113402940985492262138, 0, 38931025980321992651, 0, 56389904456766382, 0, 60043359870554, 0, 45532216346, 0, 23240104, 0, 7148, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503943325417554, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 41, 6, 1, 10, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '82.6.f.b', 'level': 82, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 41], 'level_radical': 82, 'minimal_twist': '82.6.f.b', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '5.2.3.c10', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '82.6.f', 'trace_display': [40, 0, 24, 0], 'traces': [40, 40, 0, -160, 24, -100, 0, 640, -4576, -96, 20, 400, -275, 0, 1385, -2560, -105, 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-38121629, 7372800, -5484182, -44527160, 23086536, 6297280, 0, 54020720, 125169495, 14736960, -28737378, 23631120, 11520479, -4833280, -272818345, 27051784, 87581120, 0, 38553523, 93835992, -27835021, -9894272, 45704630, 0, 70268872, 14244720, 269439935, 16392980, -81273777, -7535104, -32417035, -59049820, 33657565, -19079040, 0, 10445500, -39938432, 30861440, 101462168, -546360, 73263223, -2663312, -4486820, -13001948, -215870310, -1458176, 43759945, 0, 17995970, 30783280, -5652460, -13509716, -80767426, 21573248, -82058840, -105456140, 47186315, 5723424, 0, -6542488, 8940854, -10720256, -127650618, -12457176, 0, 35396912, 99901240, 129934040, 95278960, -25755456, -16275612, -77349300, -208884970, -13349520, 11150750, 0, 108992995, -7128064, 61220110, -13774424, -6940020, 5332944, -12442511, -13383980, -10205496, -33438720, 69067028, -2476320, 0, 36300960, 144134400, 27713180, 2506142, -8824320, 46606707, 78974260, -93144875, 20997776, 294311884, 0, 44833041, 6545536, -129799291, 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185704065, -18067264], 'weight': 6, '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], [0.5720614028176843, 0.4156269377774534], [0.0, 0.297790778213113], [0.15450849718747373, 0.47552825814757677], [-0.43088141904824134, -1.326116649879484], [-0.12376986924708096, 0.17035461033076332], [0.13404048688886555, 0.18449090276498792], [-0.10925400611220527, 0.3362492559819787], [0.9113206524112285, 0.0], [0.3046791732962939, -0.9377060757741698], [1.4458319774309918, 0.46977928691070014], [-0.14160793005609298, 0.046011205617996376], [0.7283228438740544, -1.0024503945743977], [0.0, 0.16125096174665807], [0.39490530916897787, -0.12831251309594624], [-0.20225424859373686, 0.14694631307311828], [-0.7775089874252382, -0.252627984012563], [0.5213313708350946, 0.37876941209502996], [0.9877391472615243, 1.359506304432376], [0.5640311000945412, -0.4097925813363327], [-0.05493968950762551, 0.03991602090269984], [0.6318517427978696, 0.8696693152051899], [-0.3052135409105806, -0.22175061759464088], [-0.10013192761245367, -0.03253483550305381], 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[0.14797678724651853, 0.20367257461551744], [-0.2547663311798927, 0.18509857430609025], [0.6956180772427459, -0.505396116366173], [-0.03034092004213599, -0.04176069379645745], [0.6951827694541439, 0.5050798467449817], [-0.6635043033745174, -0.21558561670167434], [0.3231052860346737, -0.23474973132752705], [-0.19295865613217567, 0.06269606793597635], [0.0, -1.391573451082296], [0.2402451147449086, -0.3306690324164147], [1.515083359881897, -0.492280425060357], [-0.20849679213094138, -0.06774471436472089], [0.05188529769373708, -0.15968652653345175], [-0.10444148308157143, 0.0], [-0.5355109540772239, 1.6481332473404853], [0.23466598924830534, 0.3229900249508503], [0.366448895694438, -0.5043736348104514], [-0.057616063361727234, -0.1773240096852342], [-0.08860377998576216, -0.2726943949936784], [0.0, 1.2902073873324396], [0.8414330540038928, 0.6113368982032596], [-0.1753484488087384, 0.0], [0.34163727444045916, 0.16003941599391605], [0.06256328817242449, 0.0], [0.1464182309928507, 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[-0.03457742485401142, 0.10641837123110537], [-1.8142049427399594, -0.5894709188993048], [0.22608353686797136, -0.07345899412240234], [-0.3681488294435109, 0.506713392888674], [0.0, 0.3645888379529372], [0.49261560708190316, -0.16006051341264071], [0.022237111152454962, -0.016156206952240834]], 'angles': [None, 0.023785883820303628, -0.4272187415884199, -0.08181333760594625, -0.06257034204217413, -0.29365787526743853, -0.2670194595539931, 0.05878743064455697, -0.18020272222859018, -0.20272345243120293, -0.3274717929945127, -0.47481669626643036, None, -0.06797109855066903, 0.28809482795331837, -0.2876032434710607, -0.16996684850505606, -0.35910830418699047, -0.39810956119349367, -0.1436071740094328, -0.3749489011839948, -0.4784470112987655, -0.39712635680848496, -0.07351943704065328, -0.14824251831749524, -0.13760279848562387, -0.3148404272730072, -0.3870592777116079, 0.1969913086168837, 0.19268032433680427, -0.01961903628705368, -0.3371116709682683, 0.09395296897438034, 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-0.07822231136667322, -0.40076906348889624, -0.14362311159192123, -0.07788453887772538, 0.03557593842321792, -0.24464153945130115, -0.4853746578247601, -0.202507913726488, -0.13938876893905489, -0.4565115407743595, -0.29835054455804777, -0.45888721404021743, -0.3985617796308743, -0.11422855675340125, -0.047138793299314606, -0.3889608169726165, -0.3994128829954478, -0.4522463818657304, -0.03447320144986813, -0.22819282903839358, 0.023267685597002964, -0.3504128537477781, -0.012921914751496868, -0.1807172905349195, -0.09885223351948591, -0.30971771523743075, -0.25604792175489655, -0.09208066009392576, -0.15815397210575474, -0.44330279142534934, -0.20700788319051217, -0.06170293655957133, -0.3775279381560924, -0.3495474464897876, -0.06295959061048026, 0.013459419751919274, -0.49816775294691834, -0.324832782511948, -0.48537228735387966, -0.07094998476110474, -0.28475419045212563, -0.07639777275924399, -0.450694828695331], 'char_orbit_index': 6, 'conrey_index': 31, 'dual_conrey_index': 45, 'dual_embedding_index': 4, 'dual_embedding_m': 34, 'embedding_index': 7, 'embedding_m': 27, 'hecke_orbit': 2, 'hecke_orbit_code': 4503943325417554, 'label': '82.6.f.b.31.7', 'level': 82, 'weight': 6}
• 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': 2952, 'analytic_conductor': 13.151473224664413, 'char_conductor': 41, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 10, 'char_parity': 1, 'char_values': [82, 10, [47], [9]], 'conrey_index': 23, 'cusp_dim': 200, 'dim': 72, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 343698047058, 'hecke_orbit_dims': [32, 40], 'label': '82.6.f', 'level': 82, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 41], 'level_radical': 82, 'mf_dim': 216, 'mf_new_dim': 72, 'num_forms': 2, 'prim_orbit_index': 6, 'relative_dim': 18, 'sturm_bound': 63, 'trace_bound': 1, 'trace_display': [8, 0, 72, 0], 'traces': [72, 8, 0, -288, 72, 20, 0, 128, -6078, 96, -1145, 0, 0, 0, -1980, -4608, 3610, -664, 2235, 272, 5178, -4720, -8040, 3200, -5842, -11940, 0, 0, -25050, 19000, -5182, 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21001608, 89003312, -86998400, 3645440, -138546944, -71295072, -24956648, 24850240, -93515090, -27586880, 0, -18910400, -25672188, 2210520, 59879228, 55321600, -3228010, 11820440, -28264400, -7434496, -195671890, -114035768, -5659295, 0, 182132520, 152449340, 26198180, -35219712, -45443778, -78990812, -26770020, -35702560, -69034963, -52403544, 0, -6146048, -17930974, -105745084, 91125502, -8616432, 0, 13377448, -71345742, 116388480, 103250235, -49140764, 150398120, 37476096, -102899920, 51303840, -84202860, 0, -25683465, 292672, -108990200, -51038880, -78771055, -86954816, -186988164, 19723520, -31386805, 16812440, -27308306, -42946560, 0, -20683400, 47318570, 0, -40633675, 43259136, -113002565, 55370160, -86517390, 158182076, 4980824, 0, 168976194, 41378056, 62753687, 79168960, -9713280, 0, 215316496, 19790336, 73581925, 50603360, 30737825, -36086816, -4378684, 96007040, -24473490, 2004160, 0, -76975320, 112773638, 15288320, 32823213, 58764680, -47089056, -1873920, -36316465, 70498276, -62788885, -73566800, 168848090, 0, 222189530, 41510400, 114436125, -4837432, -190938942, -84986784, -151540730, -104882520, 48745744, 10276352, 0, -74672240, -202742900, -24860128, 17220594, -213921120, 0, -62668160, -115877819, 116875880, -18849805, -28424384, -17931710, 24204952, -27321120, 5427200, 28842375, 0, 74953420, -75997744, -111096860, -27140084, 7640270, -51632640, -124529476, 2414460, -9651669, 34712160, 1187295, -156254720, 0, -3659520, 62027110, 186105860, 71242318, 116978816, 75483886, 114109720, -41728220, -20339648, 7289058, 0, 84789526, 64348480, -50483368, 20742592, 98460418, 0, 159838981, 32587456, -206969295, 38332640, 72486642, -187809680, -62756830, 56276480, -130957780, 83213320, 0, -76723760, 227522311, 174127560, -190763224, -23813120, 165217712, 125085336, 68949495, 67626416, -344201710, -43052024, 72548840, 0, -84576510, 241462080, -19515600, 81392384, -297546576, -263338496, -242631670, 0, -179556994, -12130272, 0, -160981920, -314105942, -157921352, -547030740, -17142720, 0, -138305464, -254968918, 74731040, 191522245, -104127808, 376596780, 35351808, -3777760, 160612280, 322095130, 0, 417510530, -104978464, -45620510, 36725120, -296625960, -98333384, 10399822, -149546080, 50852519, 96645080, 103714658, 0, 0, -321731040, -84006860, -21114800, -29080762, 110176168, 199588764, 71113600, 165275250, 159248368, 82384989, 0, 24408406, -31193872, 222295192, 31229952, -42916050, 0, -24760392, 24541824, -158636835, -173654180, 381569952, -111407616, -82088803, 128124320, 210346230, -49112320, 0, -172845560, -25203080, 8110080, 55580878, 125285260, 528421951, 45492624, 527616660, 291754104, 81526090, 1186112, 643523790, 0, -165309140, 85994320, -40396420, -51070672, -147743524, -4100352, -156653635, -207536900, -131863320, -48211488, 0, -294140456, 37536964, -73086464, -528092590, -81653552, 0, -119932736, -382820594, 484383240, 125907140, -23533568, 530512610, -12162464, -194442470, 254939120, -4875165, 0, 105380960, -24501952], 'weight': 6, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 35311696
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 40, 'source_embedding_index': 7, 'source_hecke_orbit_code': 4503943325417554, 'source_is_minimal': True, 'source_label': '82.6.f.b.31.7', 'source_level': 82, 'target_conrey_index': 31, 'target_dim': 40, 'target_embedding_index': 7, 'target_hecke_orbit_code': 4503943325417554, 'target_is_minimal': True, 'target_label': '82.6.f.b.31.7', 'target_level': 82, 'twist_class_label': '82.6.f.b.31.7', 'twist_class_level': 82, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 35311697
    {'conductor': 41, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 40, 'source_embedding_index': 7, 'source_hecke_orbit_code': 4503943325417554, 'source_is_minimal': True, 'source_label': '82.6.f.b.31.7', 'source_level': 82, 'target_conrey_index': 45, 'target_dim': 40, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503943325417554, 'target_is_minimal': True, 'target_label': '82.6.f.b.45.4', 'target_level': 82, 'twist_class_label': '82.6.f.b.31.7', 'twist_class_level': 82, 'twisting_char_label': '41.4', 'twisting_conrey_index': 4, 'weight': 6}
• hecke_orbit_code 4503943325417554 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 6, 'hecke_orbit': 2, 'label': '82.6.f.b', 'level': 82, 'portrait': 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mE0M+Oa6bGUpY5PZyAYJi7LfcHGMc1iW3PygiJwPTZOwtaZiA1TQ2anQjZOhWzdYNi+UXHZNpeaanDsZIvHXvJ45mDCCydiUtXlW97Y5n23GmpqioMnxjl21uHMXMr5hZiT84ZDC4YbrpznZz+0zLbpMc7MTTC3XGNhxWWhLVhup6x0U1Z6gucOLnHk3NJlC4sLb6p7Czt9d+HL3//9H4w+8tuffK0h8d/0+GvN4J1Oj2bzHFo3fvHQwdO3/l//76fkt99+8tZvvuGsE0dN2r0xLiy2mF8OmFt2WFgRLK2kLLVjFtsp51bg6KJgdnqFn/veRV6/p86pC5OcnWtwdsHhwqLh/ELC6fmUuW7C+OSQN1zV46ZLwZM1fOVzYSng3ILD+SVBP4Qk0QSephGkTIwlaODE+YROD3ZscGnUQowRIDx6A832jSGLKw4YK0VWehAmYDAstSO2zLp0BwqhDEKHtAKX7ZuGrPQFJ846pNphqiVpBgLfhSQR9EPJ+SXJuUXDheUE3x+Cm3Dz5T1uvUIw06qxuNzi1AWfswtwYSHhwlLCmSU4smi4/vIF/vX3LrNpvMXJ85NcWKwxv+KxsCJZWE5Z6sQsthPm23BmRXKmbzCDHj/+7Sb5wW8de2Tgfb8em971yLml8J9ff/E4jWb9tYbKqz7+2jL47//hndz0+mv40R/7179w/0Nf/b+OHPjTi+98KNr59KGuvOWKDrs2GaLYRWuF1hJtJAYJSOx9a3CkwVdwZrHGE4clV+1e4tJtQ+oBuI7EcxWe59CoSequpN9zOXA84KvPeJyYC+kkMQdOhWyYWuLdb1jmqou7XH9pm+MLCQt9Qd0fcvSsod1pcOVFkpVhyr7jimbd4eUTcMlmwzBKGaYejhMz0YT9p3yUk+LKBMeFQSh5/aV9Bn3JVRendAYpJ8422bVR0ahHrISG2fE+y70On7wXnjuW8sKxITs2L3L13g4TkxHvurnLt91m2L2xSRqPc+zMGEdOu5w6rzk9F3N6LuXInODkSszr9szzr7+3y8bxcU6dn+TCUp2FDNxL7ZSVbky7m7LSMyz3JXNDSb8XcsOeeX7i/XNSarPzv37+8K7pZnTjLa+7tNZojX3tqUc/w2/99idea8is+/hryeB/8qlPc/nujeqJF078P/e/cOFfPvjMCeU4PU4s+vQGCddddIFf/dEFrr044MLiJIsrDRbbAUttj8W2w3IXltspy52EpW7CQhtOLQuc2pBbrljiO26L2DXbYKXXYm6pxvySx0JbsNS2EmG5q+kMNJ3Q0B8mTLVitm/QgMB3DafnXIT02TGr2LXZsHm2z4XlkOcPNbnuEkO9tsxLhydpNiKiyGVqQjMYwmXbh3z83nH2bksIQ8P0mCROBzQDn5ePD6m5Da7Zk/DC0YgLix5bpnx2bYLtGyOUijm9AJ5rEMKwY0PCRFPSHfj0+i6dvstSR7G0AottzVI7ZaGdcr4Ni8OU7Vt6fMebF7jlUofAbXFuocXCcsDCisNSR7Dc1qx0Y5a6Kctdw2IXznUVc+2Ym/ae59/+/QUu3V5jpRtwak4yNdYglpelS/3dv+A2dv4bHZ5Lb3vr+19r6Kx5/LUC+PL807heUAt7p7Z/8avHP3jo6IWff+rFU5xbknRDST8RLEeClX7E9bsv8O9+dInXXVRjbmmCxZUGy12fpbbHUsdhuQMrXc1KN2Glm7DUMVxoC872DIge73tjm3e9XnPRpoAoqrPcDljpebS7iuWeoNsXDENDlBjSFJQ0+C7UfMN4yzA7GeO4Q46ci3jxsI9OGrzjxgjHXeHpfWPs3ARfeiLhjVf6zLUHBI4iSWMmJyCJXRw3YXGxzhuu7fClR5vs2gRPHQpxqXPH6zWJGPDikZRjpwMc6bFhwmGiIaj5As8TKAGJhig2DCPo9g0rPU23r1npaxZ7hkGasmNrn3fd1OZ9t0agmyyujDG3VGOx7drz1IaVbkq7l7DSTVnuaZZ7grNdxXwn4YY9F/jwj85x5c6A5U6T/jAgjFx6A5fjZz1isR2nNvOv4vreP7n68h0n+/3B4LbrLnutoVQ8/toAfO7cQWY2bvZeeemFHzhxYt9vvPzSPrH/aCS7/ZR2X9PtG7qhoB0KFoeS+V7E6y+Z45d/aInrLvZZWBlnYaXJcsdnpeux3HVY6QpWuoZOL2Wlm9DuaZZ7hrmu4FxbMzHe55uu73LzpQk7NihaNZdON8B3JaCIEhu4agP9ISA0E80hh84YtIm456kGYb/GxVs8brmqT6xXeOCZca65xOXQ+R7t5RY3XdXna0/7bJg07Dth+Afv7bDvuM+GSclXn1Hccpliqd/h6KlJrtkT8cCLA5Kwzs2Xe+zeNmSQ9PjK0wpSwZHTDq26gyOgP5BoI0i1IU4AqXE8TbtnaDRjtm0KufWyPt90XcJUI+DC0hiLKzWWO/bcLHcE7R60uwntXkK7l9LuG5Z6knNdwUI34aZL5/iFH5rndRf5LLbH6PZr9AY+3YFLp+ey3HVZ6QjOLCt9+VVXmcv27P2xzbN7PrrSmYuuuXrPaw0p4K8JwE2aym5v8O4//bMvXDxWjz/8lXufcgPfwWhod2M6g5TewNAbGnpDC/KFoeR8O+HmS+f4pR9a4NqLXVY6Y8yvNGl3A1a6His9h3ZX0e5Dt2fo9BM6vZTeQNPuG+Z7gvkexGnI1ZcM2DiZ0usb3nlTyM6NmiSVONIQxXD/8wEn5wI2TSS8dCQAXefSrYpr92r8oM/Th/rMLzS4YmeD1vgyj77gcsMlAYv9FZaXW2zcaHhin+K739rjyX0OW2ddFnptlpcmufayPo++lDJZG+eKi3vMtds88co4NafB9XsNe7YPQfZ4/phgdjLmwnzMA8+7DGOFlJBqw85NEd90U0S3p9g8obn2EoiiOkvtOkttn5WeS6evaPcknR50+imdXkq3n9Lpa1b6sDQQnGkL2sOQW/bM8//7oWWu3+MxtzhOu5eBu+/SGzh0Bg6dnmS5I4iTGN9N2HHxDfGm6eCf3fqmbz7serUv+L6jX2tsveaZzKNnehw71/3ecOmJX+0uH5xcOrvM7q0enb5gGGrqNQcDSKFRUqOUQSlwpEYJhycPbeCnf8flvbcu8V1vXWLX5ojziy18r0bN96j7Lo2aQ7cmaQ5cxhoO/WFKb5CyIdQMQkN36LM0H3D6lCFKNGfOJ/i+AQSeMjhS0B8oBC5J3+F1OwW7Nxu2b+kTpl3uflKx//AEb7/O59rLlvnY3QZP1Nm5pc8Ljyq2jCumW30CVSOKXea60Agctm4QPLc/4to9NW67ZoHfv2uA5za5/UaD6/f5+hMRX3q8wSvHaly0uc7OTSkzExG7pmOu3JmilMZRBjDUfZ+ZcZ8odun2PV465NIbOvQHit5Q0htgCaJvv3s3I43OwLAygPm+4vyyptFq8+PvnOdv3RJy9a465+ZbFtx9j+7Agrs3VHQHkt5AZBJJcWHJcOL8k+62LbO/2jPTS9/89mt/0pjl3xdi4n9fgBvTA/i7d/7Zk7/oDT81uWtGM7/SpD+01WxS5I4ICJEiBRbkwqCkwZUGX0leODzNs4fqHDo7x3tv7XHr5UPGmy2W2nUanYDWwKPXd+hmF3swdOiHDsPQMIw0UWyIY0OS2meUeBgNUglcRxB4gvGmYKIJG6c1Wzf0mZ5o8+Wn4cFnXaQe4+3Xubzu0i4PvxITDVvc8jpBezBgbrHBzXs00+N9ao7PMFHMd2KUFrxuj0O9GfLMgYA3XTvGTVd3eeaAAjPGdZd7/OC3LPG15yK++mSDfScDts8oNk7WmGjWGWtCzQfXMSgJ2sC+Y4I0FcSJIEogjLHfMUwZhJphqOkPNf1Q0xtAJ4T5nmSuC6Ee8LZrlnj3rW3+9u2aJGlxfqFBpx/QG3h0B04Gbkl/aMHdHxr6YcpgmDIM7cr44tHTPHfyi5MXb0n+7fTWtzpn5sLf2TLr/+8H8JOnlzhzzvzg2TNf/cUg/NrsTGsJRzVITYyUAiEkAokQAiFUBm5QShTM5SqDqzQ1R7DQr/GJe7fy9Wc7vPHKFT70thWu3NVjarzO4kqd7sCnP3AzYCv7jARhLIkTQZLYpd7Wbtmg0nEg8KBe00w2Y7bM9knocehMzCcfCDh6qsG4X+OGyx1uvqrDEwfb3PNYixsvCdi+qc/H7xUo4dNqxqz0QrQBJWCm1afT9dBJjXe/cY5PfKnO7gsB77qxTxQv8sCLU8RpwOsvn+VdN3S4ZFubrz/T54VTdZ4/5rF1UjLZEtR9gefam1AKEMKgjS0bjpPsZo0NYWxv5GEEgwi6Q8FyKFjqgnCGXLN3hQ990wpvvDxlqhWw0mmw0q3RG3j0BvlKkINb0A8tuAdDC+7+MKU3NFYKhg4vHezx8//pa7Pf/cH0F//WHW82Jl36XaEm//cA+I//7G/z//2D7bx8/P7vO3Zq8OFPfunZ6ZsvP8Fltzh0B5p6kJCkEpN/NGFBLqVCKoGSKY4UOFLjOhrPMXiuoeYKloeKxZUJ/uS+Bo+/1OOWq1f40O0rXLO7zVRaI0l8+sOA3sBlEDpEsSJOJEkqSbVAG4HAIIXB9+xn8b0Izw05sxhy11OSw6c9jp2eQGmf3Zs8LtuluO7SDsqf58UjTbaM17niItg4s8xSp8WVWySJNnz5SZ+wLxlvJNzx+iFfeCDm5Pkmey92Obcy5OWjLts2THD1rnkefqHLoy8Lwsjj0l2TXLrN59KtXY6cW+LwGXhyf51DRxvUHYHvSBq+IXBByiwDYOzNmqQQJRClgl4o6AwFnRginaDNkOsv6fChb+rwxitTNk16DMMWi+0a3b5Pf+BZYA8V/aFiMBT0h5JBaPtGB2Fqn8PUMvlQMwgFcSpYChVB7QRu557ZT39q5cOdoZ/8q1/+8sf+8QdfYWb3P/pfF+APfu1O3nT7Z8B809/es+nAr100MT9+w26H118a43swjFJqfgZwAwIHIUBKiZICJRWOEjhOiuMIXFfgORrPNQSuoe6ljAeCbuiy3Jngzgdb3Pv8kA0TfT745jaXbhsyHPS4Ypdh20ZFGLukqSLVEpODW2pcJ+XEBcOx84KVgebzD9c5szCBiVwmAsXmKYcdGx0u2gJX7O6g5QIf+UKDpaUxbrzU4Yrdbb7+vEAkLrMTkkY9oR97SCPBSJTj0R4KLiwJLjd13nxdl0eeqbF52uPGKyb5O9+ywEe/1OXJAw16Q5fFlSa7NtfYu6nP6/d0ef+bupxdWuLzD/ss9n1OnHM5c8bDVQIpJQKBNoZUQ6wNaaKZmIq56vI+YRhz6baQD7w5ZHZMMdn0ieOAc/MB/YFHP7Sr3GCo7DOyrD0IBcMQuxJk4B5mMUw/1PRDuzqEqaCXwLNHAloi4vCZB6b/1jeN/9pPfnBbPHXRH//R73700/zgD3zgfxrm/qe5KK889++57HUviGceeeO3P/X84kcfe+ml+gfetsIV2x2UE4MRDEKf/sBqvn6mk/tDh0EoGYSSYSjsMhsawuxEh5FmGGnCyDCMDcPIEMbQjwT9SNCNBN0YNAnoBJEkXHdVn10bI5IEtBGZLBFIIZBK4LiSAyc99h0OaAQOTU8yXRfMjElmJx02zyh2bErZu2OFVCzy659tceLkODfucbnpSsP09Hn+450enh7n9hsUl168wEe+KIk7E/ztt6csRUv8/l11rtpa55tu0kj3HL9+Z5ONjRY3XeHw+su7HDm/yH/6XB0RN9i7xWHbBofNM5KN0ymzE0MmWkNqQZ9Wvc8Lx+DAKYnrGpQyCKEBY//fQJLAzo0pt1yZkMYuceJjjMcwchkMPQahXdGGkSrk2yAS2fm2rB1GZuR8W6AbBpEFdz8SdEPBSihYiCQphjFpuGLHMt/2BoFwru7HcuYHmnsXPzU43jQ/+SM/8j8Fd/9TGPxP/uROXjx4sXr5YO19vd6Bj/nOieDGK1J8b5nZaRiGPlHk4joS37f+LoDIdKVSDo40uFlttKOETbO7kjDS+FFKGBtqsSaMNVFkaCUQxpowgSgRDGNJmPrEacD+ww2e3w+pMdj8pNXGrgRP2ZqPpg9XbIJWDcYakommYmrcYXYStm8M2TSzQmyW+PXPjnHk6BjXXqS4aKtk99Zl7ns54cLiGNftkky0NIE3wJc+RgmSVCKMIUkjlnsBFxZdrr20xuv2dHn4mYANE4J60OTaPZoff98iv/Y5zctnmqz0NCtdxfyyw/R4g4lWjYnWGK16zEwjZse1Eb6b4DoJSqVIYYMJg0BrSRwr5uYd4kQRJ4ooVoRx9hpJwlgSRpJhJAkjYQPUSBBGlkzCWBOG9jxbkNsE0yCGQUYmvVjQTQSRNqRJynw0RJgOzx72Wek+X3/D9Ts/Nt25SF9x3dWfvfuuO9N3fsu3/c0HuDFGYOI3HHzhjy/62kO9j3ziS+1gKAM2Tnd47rBLq9Xj6h0JjgyyywEYC2whDVIaHGVwpMJxVFZDIuxFcAWhp4hiC/Q4NkRJal2RpPJMIUkNaapJNVZvawpwiyyAdSS4LviOIPAFdV/SqCvG6pKJMcHsZMKOjX2ajRU++0jEAy9OsrLQ4qrtih2bXC7ZNiQVK3z5yToN12FmQtGsD3nxCLxy1OHKbYZ+qLj6kpirdhvOn0uZX/YYDOu844YuD70w4NAZRaMm8b0WV16k+Tfft8j9Lw/4wv3TLHYMO2ZTltsO4y3FWMOlWXdp1AyBr/E9je+kOMpKLSnza4BNWGlBoiVJKkgSQZxIokQQx5Iwts5LFFvrL4ogjFOigjS0BXdsLOhjGEaGQSwYxIJuLFiOBZ3EkIYRMulz7UVtvv32FWbGPWbHxhh0LwQnzk7+wSsnXvn+blL/9L/6lY+nP/9PvvtvNsAfe/aok6bh75w7fvTSvZtO8PbXN/n9r7k88koDkgaHTi7wgbd0+ODb+ow1baJFSINS1vd2ZIrruDagdDVDV+HFksiVhJ4gioW9OLEiTiCKpXUQktL2S1JNmlp3ITWZU5K5JTaABSUFjiPwHIHvSQJf0qgJWnXDeFOzYTJkZqJLYlb41EOSj35pitkg4Krtgu2bXHZu1uzYtMxnHzMsLQVculEx0YJmPebCccncso+3C8LYSp3xcTh0zLDc0ZxfCLhkZ8Bbr+ty14MBU03wPQ8lx7lyt+CH3zWHK+f4s4cneOVMwIZOzOx4wlhD0awp6jVJzXfwPfBdcBxLClKAFBWQY2/sVEOaCpKUDOgQp4YogThOLSnEmih7DWNNHGPBnWTgjgXDDNydWNCOBb1Yo4dDxoIO3/HOZb79LT3uuEEwDB0OHG/w8Yca3PfcoeBbbl/87e+/Y6cz0fT++Of/CX+lyaC/UoA/89jdxP19H/qTP3t+9vnDx7n9xh5HFxIWhmOouiJN6nz5SXjsJZ9zK8v8g/f1GW8lBGFCu59agCsXN9a4joPnKDzXIYwlUcbclnGEZaKMlZIE4hTS1DoJWtuAS2uT93Bm4LYAV8rKHtexAAl8qAeaZi1hvJkwMz5gemKFR/ZH/ME9NQ4cG2fnmMvujbB1o8fWDbB3e4d+0uGJfS1qymVmQjHehPFmyMRYguc5CGFvrkHosdSJWekb2r2EuWWP7Rub3HTpHPc82efAmRZ1P8ZVHkKMsXuL4ntuX+D6vXP8wT1NnnhpnMWew2wrYbyeUA8ktUDhuwLflbiuwFESpcjsQ4tyg+1h1ZoC6Emqs9XNkkKcaJLUgjuJIUpM+YxtqW+YWGD3Y0E3kXQSQziIMfGAqUaXH3v/Ev/ku3s0Apd2t8YwdGk1OuzYNuBWKbhq63LryOHmr/fMld4ff/ILH/2u73j33zyA7z/ZAaH+bvvEH/3izXuPTh08HvBvP+nRT1ISI1BSgOOSNhqsRA7/7hMe+w6v8K1v6vHma3psmIrodGsMQh8vcvFcD991smVTEceKMJHEsSRK7LIbJ5mnnZJZf2TMLdGGEtw2SZkxNzjKJkw81xB4mlqQ0AwSJlohm6Y7XGj3+Y3Pu3z5qUmWlhtcPCPYPivYMuuxdVawa/MQx1vhEw84HD3VYM8GyURTMtZIkTLkzLzBdyRSgDGCKHbYMdvhSVI6fcVyx3BhqcaerQHvf3ObT3/d4/gFH9eJEcJFmwZxIrlu1zI7vqvDl5/p8/EvT/L08QZbJgTTjZRGkBJ4At8VeK7EdQSOwgbOUhRugsHeZNpgnZbUAr4AeWolnV0FIcqZPREluBPoJpJeDIMoJe2HbJ1pc9u1K7zntj7vvD7FlTXabZ84cdFG0KxHfPBtXaIo4JEXNvCbd52buv22DR/+yR99n/pOM/87QvzVzFL8KwH40lKbwHf+zsc/+8AvPvLkS7OeO2RxWMMjQGSZN2M0sYFQuIRS0Y5dPnGfz/0v9Lj20i7fdXufb76xw/RYSH8YMIhiYtclShzC2CFOHOLYBkxxKkkSSZwKkkSSpoJUi1Jra0GhSoxlbinI0v42WeS5Gt+zNmWzFjI93mMQD/j6i4ZP3jfGEy+NM+G5XLnFsGlSsmHKY/OMZOuGiIu2LPPC8QGff2iGMeUwMyZoNQSteky7n/KlxwKankEIC6xB6PDuW0K++LitiWn3NHPLDltnm7z31h5P7O+y75BHw09QUliQ6zrDyGr973lrmz2b5vjE/R0efWWck8s1NrYEY4Gh7mkCR+O54CiBkvZGtkwOuXGmM6mmdbnCJRnQLUFAnFpfO0qs/TdIBP1E0EshjDRJFNEIerz3jmW+6/YO1+5N2TihGIYNuj2POHUKG5bIRcoaxijGx3rcck2XrWNPzp4+svkXp7fervv97u/V682/3gA/cqrNRVtXQOvvfe6Zh3/llWfvnzp4YMBiv0miBdP1FIO9yImGxAii1DDUgoHyCF2X0x2fs4/XefzFPp++sssH3tbnjltWmBzziCKPMHaJYs8CPLGuQJIokjRL2KQlwLXJmFuXbqgQJgsqbTbUcTSem+J7MTU/olkbkDLga89I/ujecV46NoaIfXZOGDaNG6bHFTOTHhunJZtnYrZv7HBqvstvfqFBEtbYulUw3nRoNaBVjxFuRGfQYLxpEMJaknEimfQViU7oxh7dfspyR3FmvsblFzX5kW9d4cN/7HNivoGj4uzGcEiSgGEk2Tjlc93FHa66qMfLJ87wyftq3PP0OGfbNRq+oulBwzV4jsFV4EhLKkKM+sIaMNpej1QLUgNJKqx/ngqiNAN2KhimMEgMSRKj44ipYMA73rbCB9/W4Y1XJozXHOK0zkrHI0pckuza5AC3q6jAGMGmCc27rhfMLaV88e5HZ7fs9n/l+utvSB57+ux/vek6HyH+8jr4/1IB3u8POHRi4j2v7H/kP50/9sXWeD1l67SH76QM4nw5FCQaezK11cq1FOoK+qlgqHzCxGVuGPBnTzR44OU+r/9ql5/4th6Xbe8yO65oNRyiaPREJqnKwC3tCTU2WWQKnztnbluw5SiN4yT4XoKrIjqDmPlOzH/4bMCxuQme2TeO0R5TNcHstGF6TDDVUkyNu2yYkmycStgy02dqfJkvP6t5+pVxrtoqmGhKmnVJq65p1CKEG+L7Do6yf98YSFPJIHQYDGMSLegONN2eYanjcn6xxc17e9x0+Qqf+GpAbUnhyNgC0jgkqUcU2x7P6fGA63f3uP7iHk/edpYT85I/uGecuZU6pxd9PCVpuAIvl2HSBp4FkedSBcvkiRHEGhItCFMYJhBpA2kCSYxUIZsnBly1s8dPvL/LDZeltGoOSdKg3fOIYo8kUcSJQ5Kq7FlekyS1lmX+/S8sebx8eIUXT/zp1I5t4X+66bpblpO4//m/TEz+pQH8+LGj7Ni5Qf2X3/7jix97Zn/r5aM9dm0MqLsw1gAvEkV9hF0KKZbFODUEqaCWGkItGDiSgRsQph6LUY17nm7xyCtDGn7I97+zzbaphB2bB9x8RRdH2BYxRAZwrTAVtsgfgsydEdbLNSQgE14+Jnlqv8NdTzR5+WSTKKnTdBQzNcNkwzBRN9YHbzlMjjlMjQs2TiZsnhmwaWaZB14K+chds2wad5hpQauhaDUEzXpCzQ955KBiGDm4DQsqYwRRIgkcxTV7Bjz+4rgtfBqkrHRcFlZ8LixM8CPvusDphUUef24GVwIiRgNJ4hDFLmEk6Q0cJpoB460GN+3pc9tVfb7rLfPsP6X54hMBT+yvcfBog0Q4hKGiHyuUyOt7qoFnlhMwmkQbjNa4ImXMiwiIuenaHrs2Ddk6HfOhO0JqnqRZc4iiGp2eRxy7mb+eATspwV1dVZNUEqcyu0Gt937dpSmbppY5f+TRVn9x5eKbbvtOdejgofSSPZf89QH4iweeZS6Vnjn6yA9csSv5d8cPd3F21AudF3gSKQyxovSkdfVVkKQGT4OfQk0bolQwTAVDx2WYuvR1jW435Vc+MYFJYjbMDLl8+5CpsYQPvHXA9tmIOBaZ3pZQYW4y/SmlRkjBnffXeOFIA+E4nDhb58yFOkFNMeYLxhuGVqBpBdCsCcbqilZTMdF0mBqH6fGEDVNDtsx2SM0Kdz7UYtBrcMlWQ6uuaNYlzZqmGSS4bsSXHw8I+xJ31naL5hKlUVO84/UDHnxW0wslvUFKp++w0nU4v1jnsl1NPvDGDs+8XOfEUhMlNRBnetklThVhbBMzvaFDu+fRrNVp1EIu2zrkxr1DTs21OX5uBcdNef6ow6fvqyOUsuBePX/QaEBjjCGJUnZsSPjgWwdMt1L27jBsmII0cQmjJknqstxxRgAdF6DOgJ3V+CSpKAAep7JwusLYysf+oMbBkwHzyz1mtsT/rssj/dtvm/3ooUNPRZdccsNfD4A/9txJYr2wZ9w9/Bvb/Pvk1Rdv4MAJn5VuQhhlddz5MpmaDNA5i5uiMChn9jzYqWtBnEKkBVEqCbUk0i6xhvlei/te0BhS/vQJO7IBo7NnnsXLLLKsIlEIiVSKJHaQ2sF1JE0fds0YGq6m7mvqPtR9QaMmadYUrbrDWFMy0YKpsYSZiZDNM11SlvkPnwl4+MVZdk/BRD1j77qkWUuo1yIa9QG1Wh1fSZTMNDhWDsSxy3AgGIQp3VDRG2q6A21b5hoepy+M8YbLQ3782y/wq592OLniI4TGmBidGuLEJYolw9ClN1A0Bw6NwKNeC6j7dQI/plmLuO6SCM+NueGShA+9rY+jkiwJpBHCjIryTNJpLRFC4rsK8BiGDovLWcCYScESzKNMnSSykkzKmFtLkkRYpysVmfNlk0phJFjpag6eDDn44L3y5/5h9zfa57c9JJPhS38Z2PwfBvin7/wMOzY1a19+5PD7/uzZF8VNlxs2tiI818f3bNO+FCDzrGRmRaUpJNrY4KZ4n1XB5YmI7DjRJnsPicHOG9GSxEhS7RBrnzSzvaqPIkspwBHCZioVBDVD4BgCleK74DsQeIaaL6h5knpNUg8cC/CGYLypmWwlTI2HzE722Dy7yEfu0nz8ng1sG1dMNzWthqJZVzTqUK+lNGsx5xY1R875BJ4tv4W80k8wjBx2bdRsnB7SGXoMhiZjcclK16FZC2jWx/nQ2+Y4eu48v/35LTjSwaBJdUqiDXHiEEaKQaQYhJJ+IKkPHWq+S81PaXdtjOG5Ka6T4ropjrSNElLadL7InrZ0RQAiA7mgrbMqS53FNZmWTjMdnRTaOn8vylctMuDnSaUKwLPy5Ci2tUVhbGg1U26/McRPnhMvvuy8b2AuP/L1ez43eNvb3/vaAvxN1yXe/OKpn570F3562pfyqRdm2TSl2Dhps4OuK608SGyTQpqaDLCmAHGaisKqSnUV/DYYTStWlrX/srpnY4ul8kCpqrmLG0vYwMqRGkeS1ZGDqwSuY6xv7AgCXxJ4kpqvqAWKZk3SrBvGGinjzYTJVsj0RJ/tGxZ54mDIJ+7fzETgs6GpadWFBXdN0gg0jSChWQ954gA8v7/OxTMm071l2nwQKm7Ya7hk+4AnXxqnH9r66t7AyUDuUg9q1IJxvuNNSzx/cI7H920Eo9A6tUSQGJLYFPUkg9ChPjTUAkXgaXzPxfdSfEfjOCmuo3GUzrLElnCkMCDssKScFsrgXGTnV2Spflnar2l+LEsAa4HOwa1t80WRMS1ATpazsEVgaQq+K7n2Ep/NM9OcOOXI9uGF/8fUT3k4jV8AotcM4GcW+jLV/Z/zlv7zT25onveuuKjOcsf+zmCbE4SQSCFQ0qBSTZpaFk+VycAsMpmSAVfn78tsW5F5MwadZeLyZIXJCqbyRxXieao6T+gomWUsFbiObRTwsuyf7ykCX1HzBfWaoFkztOopY42E8WbI1NiAzTPLPH5gwM/9/gZOnh7nomnNeB1aNUWjpmgE0AhSakGM5w5pDw1KKlxlkLL8ZDm7xYlHqxbTT7Jy09DQH6Z0+5J2TVHv+gR+k50bY/7ND7T52Y9JHtu3AYNCG02aapI0IUo0UawYRoqBL6mFisCT+J7B9xS+o3Fd6/c7KiuDUBbgKpMpQpg1paV5paU2ApPVsthGZ1HUtljSkaQpxc+LFTizHNOC0SmlaSUWEwIW2h6LbcNyJ2HfsZPezDb3n/3HX/iQ+0//3vK/EmLivzud/98N8Ha7jdbRL3z0M/f9o3jlYLBt2mPLbIBSDlGcg89+aSUFiTKoNJMjWmevFqzlcc7OovidriQjyhNOxjKF3K7wT56CL+VJXmuilI0DnKwVzXUkvmcHAAW+HclQ8w2NQNOsp7TqMWPNiMnWgM0zKzy+v8/PfnSaAycn2TFpHZZmTdKoS8veNUM9SKkHMXEa8YdfbSKVwpUGJUqbUJt8+Xb5nrcv85WnI7qRTz8DeG+g6PYUbd8h8Hx8t8XebQk//4OL/MxHBY++tAFtJKm2afU4sYVmYaQJA1vu6vuCwBX4ns1seo4pMraO0khlvXEpjG2UyAFepjwzkGdOiy7Bbq9LCXCdsXXhp6f5SpuDOwc05bHObWO7GpvQEMWa+eWUoBmxefzFYOHkvf/Y3fVu0e/3/nm93vifC/Czp4+hjbnp7JEXa4dPNlnZ5XLxFkHdtycyzyKmWeCoUoFWIrtrRfHl8iCzALE2Vk/rnKlNcUKNMaPgXudz5QDPazDyTJ5SwnYCOXndicR1pa3f8ASBb2ee1P2URs2Cu9WIGG8NmBlv88T+Pj/3e5O8fGKarROCqUZFmgQOjcDWr9SChJof4bohZxYncJVASZ3ZcmWQaQMyxaYJmzzpxAGD0NgmgmFKdyip9RWB5+K5Aa4zxqVbE37+78zzL34XHn9lNtO/mjg1xEmaMbkm9DVBJBl6qpBgrguuYyWarVMxODKLjQS2clOU5zB/2AywGCGUfJRG+Tp6vUtmL1fgNK8NylfndBXJaVsHoyS8brvPJds97n/wQO365PKb/kd2nPgLAzxMDELQcPUB/567PuXu3tRjvNbCc62f7bkapUbvWkcKUmWDSJVnGXNNnd/FuuwnLGRIflycXPMNwQ1lSjqvEpRSFNJESVtPXsoTCFzwPU0tMNR8q5/rtZhWPWK8MWB6os3Th4b8zO9M8OKJGTaPK2YamrGaoBlI6oGiXhPUAntz2FR/xOP7BL2hR6DIbjKrwamsbHHi0AgUN1/R5YmXW/Tjsh2sP1B0fYXvKTzXy/TzOJdt0/zSD83xU78Fj+6bJdaSWOusWbrswQw9ie9py95ZbYqb3dz2SSZTShknsyzveiDP+icyuUKRkc5LIUqgU6y8FshUSMwUoE6rx0VBnMF1BEsrHs/1BSvdZR57+U+96950R/1XfusL/X/yI3/xoqy/MMA73Qgh3X82f+bkP5tsnXb27tAstWuEcRmUFAGktJV6aaa1LItTBospaEcUbJ1qk6WOTaGvjSmZPE9KFN0qVC6GsAVFQmbgzoqMVAFwy+KuY5nMc8FzNYGXFVj5KbVMXjRrIWPNARPNDs8dDvmZ35ng+eOzbBx3mKlrxmrQCASNmqJeU9QL9k4J/IRmfcgDz3ustAMmJso0eQ6WfEmPU8XslOJtr+vxwFPadtFEugJySeBKAtfBdTwcp4aUmsu2GX7xh+b4qd8yPHpgllg7xFkFoC17tUzux7KoLvQcieNkRVhSoJz83FB8vvwmzKWKyKvSKBNCJdDLNH9ZvFXGSyVpmeL65z8r5UneO1q+18bQG9ja8/m2oTbefdP1w/2/+3//8Hv/3v/9wy+tCHHlXy3A733oGVzXC+6+7+HASc/ynW9x2b6pxXKnRhjZEta8oD7RWaCRVpasqj7TFQbQFUdEl2yt12Pu8j+KjFyhvWVeQVfq7tyDdxS2PsMxuK5tLA48TeCl1IKEehDTCEKa9SGTY22eORjy0781zXNHNzA77jJbTxmrmwzcGXsHkppv2T/wE+p+RKJDupGPUBI3Z/BCg+daNSsQi10a3tCWC0QBEznIhyl9zzK470lcx8F18g1oDVfuNHz4713gn/4XzaP7NxBrhzAVRKnOWFwQxBrfNXhZ76qTxR2OssSjpMzOT9aVn79WCrOqO5hUz/9oLFSRk8X7UVDn0nO92CvJ5IutYrS24WJfIPyY26/ez2WbxHf2li49kiTRv/grZfBTp8+xdcvGHf/5N3/v8nMnujx2YBNTYxf4vm/qgBF0Bx6OsiPPEmWr+5y0CnJDqgSjDokog8kC3GUEv7qepLS6TcnalYtSLLdZh47KginHycZMZEVIefVg4KaZbo6pBSETrT5jjS6P70v45x+Z5tmjG5gZc5ippYwFhmYG7lpg7cQc3DU/JfASWo2IfccN9z/TwJMSV+ksiCuRki/fcapItMObr4u5+KIeR07WmKmTtYPZHsj+MGNhR+E4rnWjpPWur9gBv/TDC/yL39I89PIMw7hGmEqixFDParh9FwtyJ1+9dCZRJFKlxQqnpKgAXFRAXlkmqwH9CPFUZGTG2nlnf2kQlIxdEl0lyZfa2vMwhs5QcK4LH3rTMt9/u88rx1PuvX//Ve/61u/bceH8mRMbNm75ywe4iU6BG+w8e/zRfz/b6rznqh0Jdb/OZDNAqSGBH5NqgRAGKRWxNKjM9C9AXrECywjcjETmZhU75EviqhwO5UCgVeAWBqlyW9CCwVEZazsGz9G4rsZ3Nb6XEHgJgR9RD0Imx/osd/s8+BL80h9t5IXD00xn4B6vGZo1QSMQhVdunRdt2duzAK/5IVGaMhwEBMreZFKIkUq+PJFiA03HanknJMxawEqAazwvxXMdXFfiKIWSbgFwBFy9S/BLf2+ZX/njhEf3T3G23WLYkIynhmZipw342dMtJJrJ7EIqAC8ZvPi82YderzPdZGxTXKusztzoKotTxlUVq7cEd2kXxtmIi7xLKNaGleU69z3d4sDxlLGphffIxmPpVVdd9Y9fOnD2+JV7/9v29PxvBviFC4dQTuPGYffx9+2cfpTWNTNcG8LWDS5RbNPxnptm6XEbnas0twYlji6lil5dq23s8mVWAfzVwU0F3Pm4h2rGNAO3MsWAIMfJ56jk5bEW3L6XgXuyx/zygF/8wzqff2yGhd4EM2OSmSADd2B1dz0LLGu+pO6bjMGt9g78CIi49zmP5dhjymekHhtRcSKMPR9R7NDyHd56bZ/HD0R0Y5+xOJsSEGm80Naqe44FuKMMSroIaRM0GLh0m+RXf6LDFx8f8Au/t4HTCxMMxh3GPUEz0dQT8GM7etlTdqCRmweaUhRBcP5aDdSrN+aIXClYfLSJYo20zJJ1hWQxZeCZVFy2OJvfEibWjKgpyVMvN7lwTtAdppyaf5muabyv1XL+sNMdHP9LZfD+oE8tqF3yhXsf/oef+rP9XLmtzzuvP8F0y7MTWA0oZeeJmKy8QUqFSgyOlCQyswZVngUTa1jbRuJ5IFlG6qwG+EgQZMtfRcUFkFnts7XBLLAdZcHtOimem+K5CYEX43sxzdoAx+nzwPMpv/ulFnc9PEukW8y2BNOBlSXWAsx9cpU9RcbcVfaOcZyQR14Zpx85bKqbLGO4msHzm1wSJ4rAVdx02YBEW4APYsGwaPC1I9dcJ7c4VQZEm320ykEwPS74zrf0aPpn+b0vDXjwlSnOxzX6gaSVGBqOsSB3sjhEmSwuMRnIM2IQIotj8kFCJYuvB3D7YkZtxAq4y4xzJVmXZhnqou4oqzlKLchjLYiN4MSy4uhCyux4n7fdvMRVWx5g+/Ql/3Dnzbc/Oxj0D9Vqf/7OEn8uwE+fPs1dX/wqM1Pjm59/5tBtDz2e8uizm/ji4z1+5FsXeOcNCWFYpx/6RddMmWQxJNJktqHICt9LBjcZyPPAy6xicSj67Kv4tqnlQpaYYsWw491Mxt46q/nOwK1sLYbvxnheTOBG1OtDPK/PH93j8Mv/dZYj85O4fsDGpmDST2n5hoYPjazDvubbbGeQJYRs/UqarQRWnix0UnqRh6cUnjRFgJl/jdxq0ybP9kmixKXmDtk4PmCl32QQi2zcmo0VXDfNbD6V2Z3KAnwkcLWVj+95Y48bLp/nl/5gyMe/PMNS0qDvuzRcScuxNTi+A56iaIZw8qRPtvLJQqqUCaDMxl8jV6qJtlxS5smh0mkxIw5LXn5RZDezvoAoFQyzrqGV2KDiAW+/cYkf/uaY7TM+Uai5cPbYbSvdRzYn0cqhM2dOs2XL1v8xgButueOb3rTzlVcOfGTuzCGu3eGy2BWcOu3xsx/1kOIkb78uJE5tHXbO4EIYEqmQSpOmssxS6lH2zjtuimxZcaLEGq9bkKeV81WiAu4s7WwZXFeYO81AnuA5VpL4XojvDjh+IeG3v9jgcw9NcfTCBK26y2QAE35K0zdZ6j0Ht8zALYukUJBpb9+zN06rEfLZRxwOnagRKGEzhrmDQonycsWy8i1OHC7dAd9yQ5ffvXuKXt2hFdtBRn6UxQ1K4zgym81IBeRu5WJZEtk+Lfnn393nql2n+a27Jjl6foylpEbfdWgoQT0Duiet7+xmLpOqkIQciWsY0eTr4qQwAcyaOGo1i1ebXnKJEmlbiBVqQS8VmCTmHTfO8bPfk+LIGc7MN7mw6DCIT3DTG67+yK5Lbn5nv9/9c6XKNwS4MTHgcPzIc1u7Swd2b54c0gzqdHopW1Y0Txx1ODPnYIzJRhunuEYgRIKQEimNrQWWGmNyBhdlbUMGdBAVzS1eVXNTrA6mYJdcluTAtq5Jzt4prpPYzh0nwfdDPCekm0b8xqc8fu+LGzmzOI5WNSbHFJOeYczT1DPmrhfpe5nVqWTSJPPOC3B7NnsZxhGHTvv0Ip8JP3Nx8qRT7krk39NUalJih1bDYdfWCOUP6UZNBp6gls0g8TJ55WYSxcldD6FeJXhVzIz1+ZH39Hnfm8/ze1/s8Nt3TrEwaDBwAgJHUXcENWXwE2PZXFqp4uRMLso0fgFwzKizshovI0DPR1VQStFcj5uybTFNBXFeIZraTqLY2Nr5TTOgZMCTr0wxv6xo92B+aYnUfXl3b+hufeOt1x5faqdMjr36VlPfEOAnTp/H8ZozUcqndO9x94rdgqWOoDewBes3vy7lnTe7JKn9VkqmGAdEqpAYUmFIZQ5qida6BLgRFddEjIB7rSzJPW9TAbgpJEoJbnuTWQZPcVSK58YEXoTnRrSHEY+8IPmje1rc+dAUw7SJ53lMeYJxT9PwDHXfUPdKcAe+nbblZ9LEJoYyZyIDuOfazOexc4YHn64TxS5+w6wJMPNHnubOS1GjWOG6Dm+7ocsnvtbjwOkGg8DOewldg5dgR2dEGqXsnEYrI2Q53IdS6qXa1mTXfYcN4wP+6Xf0uWx7yMfvafLUvjHmBw2GysN1HQJHUJPgy8xGze1VaWw+YTWLZ9ehkCsVMjKVzzEC8jVPUbJ31iIXG6vDQy1s55J0+dxDmxBhhEg1YZzSH2qWuoYj559x3/iG131Kpwuv03Fv/r+bwbdMT8p7Hjtw451fuWfsHVec5oodLjuSOsudgFQLJscMjqiRJGFmD2ocAVoYOzAzryNeDeqipayqufOM2VqKyJnDtp3lQNdFuaeUOrMDUwtwlRZyxHFi2r2Yh18S/P7dLe55ZoyldhNZC2jWFOOuoeVp6q6h7hlqHhlrW+au+ZLAUwSeIPDIKvR0Bm6N71r9rZyQg6fhTDuwiZVM344mTkoQWGbLS0slUeSwoSW4ZNuAF08m9GPXjmmIwYvIRkWnmUTJEzX5DPW1N09uQ8aprQ//4NsG3PH6Zb7+bJePfbnFU/taLHbrtKVHz3PwlMCTAl9iezilwRGmKFbLLVgb2P959mHJ5tUbr0jhG0gzkCfGypXYWHDH2e8dJUiTgAee95hq2N7VxR7EJuaS7T1097NjveX33Oj5196dnc6/OMBPnjnnT9b5L4f2zzVeeHGc267t8K7Xz7Nro4vAw2BwnNh2iGSz8LTRGFl2USsjs1LLsk8yB3reQTJy1xegrgC8CHTKAn0rS6w9aV9TlEzxcjdDxsx3Ex542uFLDzf5/INjzHUaiCDAbbq0HBhzbSdPzSWTHVDzRPaUWclpprs9gZ+zdw5wJ8HzEgIvwpiYe5/xOXGuxvSkwJU6cyJE2ehbQYEpcgFWUgxClx0bBG+7ts/nHovoxS6DWBC4Bi+xLB7GprJKqcKvRsgRmWKfsmhUsFlTh5of8sG3DPimGxb504e6fPHhOg+80GSuXWcgPAaeg+MqHCFwpcCVEleYTGoZJCKTXGXg+aogp5QoRRVi9t42nAuSHOCGAti5xNFAP4ULQ8F8XyJlwvbNHb759X1uu1IQtpcbC8vuf1HuqcuAwV8Y4IMwJQzDv/3M8y+OXzwVcvBsiz+5p87dj7f58ffO8743dpEy317EFF+rPLnZaw7w/OeFFBFF3+QIa1cQXjgmFXBLobPmYY3IAO44KZ4TEwQxgzDlwBk4flbxya+OcfdTLeaWG+AGOC2XupI0XUPT0dRcQ82FwLXgDlw7k9CWmcrKU2S/NxnIdQFyz7XtaUfOal485oPrZsu8qaToR9OCObvlTop1U+w45yt3hVy+tcf+M3UGgaCeCPzYECoya09n7J27KbkFWWqVwmcvnCuVTR9wGUYutVrI970j5N03r/CVp3v8ydfqHD8bsP9MnWjFJ/Edho6DVNKm88n+Hlabq1wekgfQa4Omwu7NVxVEob9TbGdWzuZ6pPZZZwAX9LSgFxvqKuKDt83z998zZLI2ycnzUzzxosdl5jBBrfaNOPrVAd7pdEQcxz9+6NDR8Y0zPkGQMFaXPPziOP/pkwOuvewc1+22c+eosK8xsgR5ziZaohHZ73K2FhWttr4soWDssiteCp3t15Pi+3aSapKmnF+Er97ncPh0jQeeqHFmucaRsw3wfVTdIXAUDcfQcLR1EVyD79jB8b5LBuL8KbOnygBOprkzcLspvmvZ295YEcfmYd/xOq4ctQdHtesqr7hoIMh6HBOXy3cMuGS2z0tHE/qJSzMWhA54WRpbVQAupbDBfIXJYa1jUbaP2R7KOHUJXY9WLeJ73h7yxqs6nFnucO+THkdP+XzlmTpnFwPSgYuWDrGnQKosWLaVWZI8yVa+rgvyys1sj03xWgA676UtjrP/tjAw1FxxSYd/9J0LbB2f4cGnZjl2zmepbagfPzj97vd8xz9cWjjz4cnpLetaE68K8GP7vkSapkz4Z5jabEhTxUVbNONjbRZ6A5a6BhmENBxJGstiaUy17Wi3Ow+LCuDLZw5uk1P1Kl2Sz6EqWTuflpo5NX5KnBqOnhK8eFTx1SfqvHTM45VjNTqhTxj54HqolouvBHUFdUdTq/jAvpPXaeRls7Yu3M9kiecpPE9mN4Aptbeb2syia3V+4MUYHXFhSRIaH8eReNLg5ImSVRocSpCnpux3TDM/XOAwMxkh1ZBe7NJ3hHU64rJgzFF6JAMpc5MaoLpKalkyeaUx2E1VMX6iH3psnIjYviHmuotCBtGA7z/W5qXjHl99PODFYwFHT/rEiYPxFalUICRp9cvlq0d5AYvxeCOWWNEQngN7FcDz3+fPRCOSlImxAafPG557WfLMS4ZePyLRmgtLc43Yefw7lVIf/gsx+L/7nS/xwolldePOp8Sbrr1AHLtoo6yGu+MCn7wv5Fc/3uTOe1PeeVPIW6+JwBhcF2p1YxndCDCSNM7AXmXtCrhLeVL2BcosA0lWcxFHhv7QMvnx05I/vsenHyueeyXg8CmfhZ5HmHrgeKBcVEvhSUFNQV0ZAoUdZ6aywiNlWdtzhU16VMHtSrxMlvge+B6Za2JT5nbKbZJlRGNqQcTccspXH23S7vpMjNntVfKSASlZ11ozeRKk0OKSMFRMTynuuHnIV54acLLdYOBKK1MccBODG+eedeaxy9TahVRnncjib2jjVP6GBbqXKlJHkbiKOHWIY9daqW5Mw4t545UJN10W8t7bhhw8JXl+n8sgUnz8q3WOnXdBSPoDhzSSWfmmxDiVu1iIVQCvVspVi4w0IjEIbTAZ4Gv1FNfVCAxvvTbkHTcO2bk14atP1PmjexrUXEPdTdFGM9Qpp6MD4t/8vd2qe/7OpLlx7bzxdQEuBbSH47/xM78bXv2tt7bxle2CrvsxZxYMH/2zcV4+5uFI+My9CTMTCcZort0T88Hbh0WX/My45porYhqBLcIp2Xr9JS13Sdp9wfMvOCx2JLVA8sQ+ly88FDCMFcNYce68hxYOsXHRwgXHQfgOjpR4ShBIQ5AB21cGXxlbA+5knq9TMreX92UW4FZZj6Yo2NtzNZ6XF2ilBXt7XoxSEfc9q/jcY02U51i7bUR/vzqD5154muaOh2I4dHn3LQM+/0iHj987Ri8JaGQ63M11eJxnHE3RLSREfifl51ZW5EEF4FkXfOJYJncdReI4OElqga5SlLKD9CdrCbfsTbh5b4wRIR94S59hbDOOf/aQz5P7PGq+YKGjeP4lj05fZipplS864iVacBsDjUBzzTUR0+Op7Q1IDR+8fcA1l8QYAzMTmslxG+Ru22CI0zlOzPfwPUWSgCdifvT9nav3bLvqN7QW624ZsQbgxswD061P3Xnn3rBTU//2v26jF9vSTaMNUQr91KCDlEinXGinXFhJwRgOntB84d6W/QKpYWwi5carY5o1g07N6BddB95krsNKT/HUix6dtkQ6ilArQqMsMwkHOxfYAamQUuJKacEsDb7UeNICwVPgqXJGnwV5OSbZdWwjQN54XAW3ZfisrNbNGTytPBN8J8aYiDMLHlEY4I9JvCztrbKqvJEsZt7RQ5leL0Fup3JFsctEU7FtOsITQwaJzyAR1Bw7BDOvIckTWkpWy1tl8beq8ZDWujIEX2dFb5XxD0ma5Q2UTZCpxLbAxdZydWSKVAlbp3W2Ymgu2z4kMgOko2m3BU+96LDSl6hi58dRV6wKdoGNDxqB4aarI8YmNCYFjF11nWxl11qRRA5Do7hoVvJz3x+RpAlx4jIY+nT7NTqDSfXyUWfvZTe8p3V6rt3ZOjv2jQHeW1lCqc6H9fDgW2bqfZwNit7Q0Bk6tENYDiVxDFGqMToGHYOxQ3cSY2hnSw/S0FmBc/eZ9fVYgev8bhfFsRECnW+5gLSAFtIGOtIOpXGEwBUZQ8ss7ZwBu3hVlVcn66RXZFvvUYDbtnXZLVF8T+A5FCWmlsEzFnc0XpYddd0Y3485taD5g680wPFwpSgDzEKerFNbXfGJ8yGhFmx2sE4Uu3zojgF/+sCAVy406aUu9cRuSmurAE3ZiaPynEAl2MvPaVGjLSsFXvlTF7UwjqNwUwtmNwN6npnOX6W0x1LoLB5KcYRGGM1MXfPNb9B2+FLuqOVZIFEpVqmSWf4zLTGJysUpOhaERqCNyuITRZo6hInHsNjDyafTd+n1PeaWBd3jx98ytuHUh9M0+ft/LoN//u6HEVJ4R08M2TRTY6Jl6A01nV7KUtcQdFNkX7EYKSIECFUA3EbCo5ordV6NtSvLWFHJI9e8imzXMFsjYUHtClNIAUfa93a4ZN5UWykkcqjMQclZu+yqLwEuC9nie6ZoafM8XRmck+Bm7O05MVJGnDgvmO8ECMfBl4zIEykq9y9l7FWVDiPAy5yOKHGZaoXs2Dhg//mQQeowTMFPBW5qcJNMhyd5kZmuyF9VuZtEYUjYSbtlA3cpjTROqkmVwHHs33eyrLCVK9VcQzYwqPibujyO9Eieovjra8ZRmFXvStlqipsyj9skibYj4gbDgJVOnYWVOgsrHu2eojeQdPoaz7/Ai099ydN6LdbWAPzAkTMYYKYeMh5IegNJPzR0ehpvLqY91DjC4AhBLK3HjVCUUXHlS1RrKqt1rqvvZCHKsszsOAeII8DNvFebdLAOhZNn2yqvahXI8xERjrLVc9WGYwtuaV+9HOh58JmBO+/+cXQhUVzH6lPPi0mI+eIjNS7M13DHFF4uTaQZdVBWfWsqGrwcqlMmfYahnWD7rlt7PPLCkE4S0HccaokmylaovCBqJMsoNGXnUB5olqM2rHWoLHtrivJlRwsSJXDSbOpu9kykGgW40kVSTxZsnoNaF5OyoCypKLIcBejzS1/FSDVHsGrwUD56WQui2OXcvM/JC4pO3zAYJHQHCbUgZmby+JrJZmsA/ov/5QtEuv6Gq2fuvWHcWSaMnGx7OTs0ccuGhLPdmMULNeJcaxWFFrJyc5p1YCxGmKxaX6wqSQMJZYpYlAVLKvuZk80YKTt2crBTjEKoAruYg6Kw/YjrATwPOHPd7eSyxGR6e7SW3HNjPDfifFvzzOEaOB5OJk/y9HzB4IyyeHkRyybqklVl4YnHscu1F4dMjQ9oL9fpJ4q6Ajex38U2kxhUXAU4FuTFH5JFIq0AjTYZmwu00qRa4GpBqiSpskyeKJlZkbqi9XUR1EpZYW5pCmAXAM+ZvCjOKnMZJSjWK8oY5fcc5FIYWvUhB8+4PLYvYGUlzWIEQ28IoRGMbXBv+IV/ec0bfvh7PvGwHPvO9QG+dwtok3zzltbyNbtnjhJGE7R7PlHs4LkGRJunj0L/hY3QcK1sqFzIKpirAJYVCzC/J1a/KkaBITNQl8e5c0DhMasM7E7RolYCuzguuldKYOfNt5a9M83tUOjt3BK0jF2C2y2qE2MEMXc95PPIS02k7+BJYedvFxWEZblpmdJenc1cbzSaItWKwdDl5isGfMsbu/z2XU2i1KeXSoLUECaVm1pUZIqUGYtX/9SrMTloR5YDlzJwp0qilLaMLmU2WkJnZKIrJRJ5yYQu68alLnaKzhl8VK5QAN4u3CWcV4ek5Y1hkDJlsjXkzHLEF5+uI7WP59jpw52BYbk3YPuu5JpDr/jf3BvIh9dl8MeeP4nrte44fujz3/3As+f5+AWXmjfgb9++RBAoXKV58VjCUwcmQKUIXBxsYU4Ozipoycmd3LAazejlrzJ/FaZyTFHzkC/DOair9cpKUbC5k3fQ5+xdAbuTdcPk+2zm4LbjFFYxd9az6WXtba6TNxwklWdMRMyf3NsiNT6qyF5WA8yyrzF3NkY0eM7ixZQoaef6pXmw6SBw+eBb+/zhF0NWdMwgDRikAjehYHEpDTIRhWywduHq2iNZsSZFBeSC1Mk63lUGcsegtMBJLaOr1KCkzEAtkfnIN1nKklymjDJ5FeCVeStVqVIpwxj9XZnBtjeQHTZ686VdLt01x3NHxogN+EHCj727g68iuv0uJ87v/u7b3/ru+405/BUhLh4FeMNLaTaii+89ke7+o7tqzPWmGGrNXU8OkToCk7DSl5xcbILnogQE0pS6U2RMLUYliKgAXVR/XwV5sQrkX4o1bC7FaPlpztj5zEFVTK8qQa7UqmE3GbDtRrKiMh/FMrfr5o3JJmPuMsB0KuztuxHPHJYcOhtglIuSEi+rpKyuOrJyMla7KIxocCqNIKJwVOLEZffmmMsv6vHYwRqx8hgkgkDaMdROIjLplnXhJJkORyLQjP5JUWFxUZFG5WSqvCncUZpUWaArYTKZYuv7ZVod3ClLcFekShXcoqLHy5oiKqAfBX/57+1qYTLcDIYeuzZqfu0fzNMeLJCmLmnqsWnS7jBx6rxhos7u4cBcHEfyK2sYfNhbQegQD82OyYCZpmJloJhf8VgcQjvSaATSlfhSECiDLyjm7q3WnOUHXQvo9f5Nrr+ry3rB4tUi/BzUxewTCnArVWHyypg2R8kRgFeH/9huewpgF9nKgrlTPMcmdmxXUIwh5tP31llcrCF8x/rulZVlTQ1KdR2uWIRaj7LqiDetFXHsMD0p+fa3dXnmcIswDegrj1pqtXgeqyhJBu58rdCZJ14WL+UxUlWPj0w0qIxaS7VEaTskVUqD0vnqZLLm5LLJpNp0UrYQrj4u5x6OgDhn8Wq9UXFzSKQ2SJWWRVtaMtVKmWpKBqFPu2c3L2j3POaXIHYVswttonC4VqJ8/s/uQghJOOxy0bYaw9DQ6aeMLWnqbcHCQDFI7RVyhbXo3Grnh1ilrQsgr5UnIzdCDvCKVFmXxYtG2HIak1zF3tUJspbFJcoZBbjnZAOA3HzrwCzD6RjcIhWvs+N05Oko27nzygn41D1NQumhpMosy9GZLKszmKsDqpGS0hEdnu9jo0hSBz91+Pa3D/n9u/u8cLRGrFz6UuKlOnOPBDKtnjODkKKQBvahs781um9RlclTDU5RnGVwtCGVtiRApaYY1lkduywLJ0d/A4CPljmvxUUV3FlBXf5zaZDaBsM6m8NoQkhSh06vxoXFJmfnfVZ6il7fsNQ7wtz8BXSqRwG+snSOsYmN9S987nd3nTrRYTBQJFrQHzp4XsRcN7UBVHah8uAudzaqYFxdK/yqLJ6z8yrWzsEx2hMoRhh8hMXVKoCr0TmEKmfwLMkzAu48fe/mjcnazgwpWsTyns4ke8YoN+LQGYdu5IGy5QFuVX+Ldb7zaheloofNai9cV4fMWy3ecAV7twx54VBEqn0G2iNIbc22k2lwJey25TaxlDsUmrIQKr/oZQFc3hTsFINN7c9Uxuj2fNrdKWTB4qJg7xLgoqK/81V3FeApr3nB5JmspQrw/L8jtWVwmXWDZTtSCKwLlKRw7Kzi6GnBIEwIoxTHhUuczbv+0U/8SP0td3xPf8f2LRbgIjnOoH3h7Vft9X+qwTxaK7SRuCplx9YOjxyrM0wCak5Z/F4sjVXWrVzYdS/0OrJldb1GeaOIVYMhc5lSHaqZjR0rAF52u+SsXd3F2FVYVyUDtwVwORTIrcqTKnurrK/Ti1jqav7jZ5osDgKEb2u/vdyHL2IEMfI9X+1RdLzobEzGiAa3jkqSOLTqDj/2/i5ff6bFYugRSYeBlHhZD2XuLpVdN6LiWmjyMlqDzsCtMchVzorIGNyCWOssiNfZOVamILa1ADfl6lEB+WpGH9Xm1fcUg/iLWEzKTBnYJo9UyqxM2lq3Qq5w3wtw7HQLT9nPHSc9Nu+e+Kn7H9/3cK83+NOCwfvtx5DKR8cHGG+dRJs6Qhi0jnnykODMSoMg09tuoXtXae/VQF1Pg7+aNBlh7crIgqpMkeW8wVGpkrP4aoBbm8vJJIlTADzX3LoIKl1HF+B2s17OsiPfgttVMZ4X8cl7XV4+UgPpIqXEz0tjV0m1Ij0gRuf7rQF3NdistJvprK8yTh2SxOXK3X3e88YOv393gHZ8BtLDl6JI+igpiEU+Anktk4sqk1e6qKo1MVqBMnZV0EZYcOcWrIa0Oj9F5s4NFS2eMbkclSdVwI/q7NUAz3AjDULb3ylhSE0GbiWAFGMMsxNDrr8y4rkTAhM5SAnt3pDHXz7E0GgGw6iUKF97epwgCHj54DiPPR8gkUgM/bjG/S+2cByPRlAWL+XMrSTFFxPFyV1HZ+cgLsAtii9bZbuqPKmyuBLYsWI5c39DgMsS4EWiJwe4LenNpYirSrfErQwHKjW3ZW/XsVOrltuaP7uvyULbhyBzT0QZgL2aRGF1Q0ClenSNbVfN3qW5m+Iw0VJ861v6fP6RIYs9n0g5DFKZ2ZMic28E1RhGjKh9y975j3TB5vl4B4GTOysqO5bZewlpBnSdrVBpHnBmmr9g81w75wGvfBWAy1E9PiJvZcn6qcjlkT0vRtv/3Vajxvff0eWSLWcZxgKQ9PopMzMXMbvBVhv+CuAcPHiEjbOTO+/+2pM/fu/DQ144sonYSNLUfoHpuqDhZiWnqtpxXTJsYe9VAD76XozIlxIAohKQlf+mHFUgSokywtyjs7+rHS52uDuj4M53NsiZW1WYew2D5+MmypETjrKZy2PHBQdPBGh8hHSK5tyyenD05ixdjRzpo7UoJZOXGz+NbAuSt5ulDhiHS3dE7N40ZHF/DZN6lsXTzPOvuDilLVct9MoEd15GC1n9ULXTCrQsG4TL2YWZLpeWxWXFTUlFDu7ytQCvAKlNhQQrQNemIlMz9q5aibIqe3Xx95I038VNEXg+t+yNkDK1ybHQZb7dpdGY+PHZrXc8d+rkkePO9PiAuq82btvYv2MqOMfeTXVSsqHkxmRSY1XdQ4WN13NEcvCuJ0mqbC5XAzsHxoj2tu+t9h4FdvGqyEYBV33w6jO7OVUV3BWQZ/vVuypj7Yy9VfbecWKUivniY00OLdTAK+VJ4STJtd9z9biI9WSKXhNwlps96YoWjyKHi6Yj3nVznydfqYN2SVKrxd00G/KZjkolC6ZMjxdppgzkxlQkSkWuyOxYZquKzJ92E4OcTUs2rzhHOl9BcjLKj0c1uD0vowBfI1vS6u9EIXukMMhYMZSGTt9nbtl+3iSVYCT7TnTYkiR36Fp/YziMjzvtHhgJK117QmfHBQhDkpT7WOqq47QmcBwNqFZfZCqgLvr4VgejWdavuHlE/l4UIF8NbJvJzEBeSJRV4M6qCYsKw9XAdsoBQcWIN0dnIE+sPFExtXrEYwcUf3pfg8HQg7qDIwWuGJUmqwNMKudkLbrX0d+rLMOqLx4nDmNNh/e+ecjdj/R54oCHabgMUt9WWBY1O2INWEpwlyAvKkEMNujMbzBl2TyVVo/nAE9lGXDa96YSDzFy/YrVXVebrk2F0EZjhPx6k7tqcq1WJyeMSjo/H2AaJxnAs//t8YahVcuK83p9exWS2GF2oo50HNLEbgg0jDRxYufGpXrkf7sEe+UCrrED5Z9zAwhROTlihMVHnJQc2NnNULC3Etkc8BLc+avr5IVXBscpRyg7Tl4xNwp0t2Br+1SZc+J5EXGUcvejdV45WQfXRUiFJ6pJrkoe4FWqCKuOShFgIipjhyteuMkHJcnCE09ThyhyuGx7wjtu7fH88Rph4pFKl4FWeOnqnETuhbOKwe1rXuhp1GpPXqOVQOUTD6TAKJD5zajL/IPOAkypRemiaLEmjzG6YlOCu3ozUvl5Nu2sqtlHVz6RbQEjsr02JWFkR3QPQsOeVNn9QNE4TzzyJaRS9Ho9tm/2kUIyjKA30HQHCYNhShjZIeX5YHNTvXCrgF7suPAqmltUQLAa1CMArzTU5tpbZO+LoTdV1h4BeDk5tQB2BnQ7488UTO0Ur+WxmwWXjorxvYiXTgi+8kid/sDLiszEiDWYT3tdk8VcQ9/lcVFJnHnQ65XPlnNNVNHt02xGvOOWkM8/MOT5oz44HqGWDNPMUdGg0krgVgS6FlCkVbCPriaOopQu0rJ5vqrIjMmVtGDPgZ574FU5KQUIXZ6H1bmNtdgQa0Fe4KrEU/UcxYkgjCS9oaDTt3gNI7sVyoMPP82zLxwkTRKcy7afREpBFKW0ZzT9bGvoxbbk7LyT7Z1iTfbcTmL1JRPl8Uj2Toh1WXs1qAVlEFnKFTHyMxuxr/bAKQqscuvSyQuupAV0PiN8Dbizp1upf7b2YGKfWddOYlLuerjGgy/VILBtcl4uTwRryxSqTzF6PlafuZGxw+TlrGUzclrMcyyBHg5dbruyz7ve0OflEwFJ4mKEYiAc3JTyM6Uli4u06qisZfLy79tJwCbX3kZn74XNKEqRZTczcBsrQ5QUBaDliAGRXV89Cm4bVFZwUNyEFCC3+FkrGfJVJE7taLt2D87Npyx1YvqhoTswvHRiAanaYAxOrb6EEBLHjVEqZEfNYaXr8eKRMYzxMMZ+gWJpzeqYiz8pyj8+Yo2tx9xVUK9h7nxpE5UkT7mZlFSVjGY1m1kwdwnufFcHZzW4lSkA7VZAnTsn1jGxr0rFeG7Mc8cln7q3CXggXYRQtiUutwZF6VzIVd8xh5UoeKiy9hUyZVXRVbWENrWte1ZrqiJ9b4zDB9864KuPDnnqiJ0kEGtFPxVZwVf2WdKMtSv1+dU1JK9oRLEK6KAM2Q1oga2kRFXsTKUyjS1LNhfC6nbL4GaEvUvZaVbhoRoMj0o5igA5/8SVDRJS+6+kNAyiIUfOJyz1BUGQ4AXWVTJG4/z6Z5tIKegPQrqDmNuuHbDcjnnmZY+msvNChLBAKgodRxC+WqqIbxyIjgBcjH75TIKMSpRKkqcSsResLbIG3BGQW+Z25ajmHmHt4jVP7JQaXKkE102I04T7n6jx4uEauC5IG1x6xTizSnBVfP71NfhqeWIqB0XpbKVGZKS6MJVolTkqqUMYuVyxe8htN1oWH6SWxUPhMdTgpBU3I80BlV00Ud5kJr/LWAtwY6wpYLLUvZFWm0tj8xAmky05yEUV7NVzoasuyaos7yrAV0mxhHT1vJXkALZ+f9emmMt3r7DlUJ+FtuCWq2McNYkxNSDFSYctHFeyvBjx9EGXl44YhDHUpGTnjMZVdus5mY8xXX+1rQRTJmPz0Tsy396vGjWvYe6qPClAXknTywrAKx09BbhlPvmJCoNXwK1KcBe6O5v1NyJPlK0aPHRO8LG7m4SxC3U3kycUJcJKVHYJrjonI4HJCLapXK0RoI8MqqzuKmzW0+IODV/yve/oc9eDDQ6csTdfqhX9VNkqw1QU8wQRBpEVyol01UqSQ70ScOYrtTI2wDTCII0Ft5RWn8tMtkgpECa7RgW4M/myniyFkfxJLlVG2LvA07rarmBuzzHUa7Bjo88lW1MgpRl4HD43zmKnbo2DO975wQ1zZ1/5l4P+w+yeASkUngPNGtT8sllAVoLHkVbLcjXJXkXxOqpDq+/zYFO8CouP+qvVGnBZBXYW3ClVbllSvOaB5cg2JuXxiO52RsHtqJjIJHz23gbPHarZdh/hoITNXDpZCrnaXFyVKcUK9urXpwR5Ae7SKiyabrW2wB4BuURrh2jocu0lA97/1h6/9kceA+2AdoiFpK+tVJFZulukucVWLvm5s2IMmUQpJYuRYJQ9lsbayDKXLdlKk4NbGmH9b1lhblO1CEtA6/y9LsltdLU3I1j6Bnxq/66Abl9x/EyLZr2G52qWVgyn5zSve93l//Lqyy75YWfn5IHxtLP0znYnYcOEh+/mrV5ls4CUYtX9vhbgjNx9q5ec/C7NbUEx+nMhKsv8qMU0wtwZY+byRGasnRcCFdtxqOprztxmHVCvfVUqxnViDp6VfOLrdez8FcveVntTFlYJRqsps++bV12OBN35m0KWrJIFerQ2JHdS8tmOqbaDTHWqSFWmxVOH73hbn8/dX2ffaRdkhBGSMHXpk7kb+TlOc/BUHRQzAndj1gafKpcrldecnS2Qs4o/XUqWPJ1frNKrwL7GeCjYuwT8emRQhZ0QNtCME8EglKz0HFzHjtdzzJB9h7vvPHjq5LgTRcukcY+aJxhrOriOLKr2ch+7Gu2zKshcc3flTFGJiFeDeT09Vt1JoApsIUrWLsCes2cloKxuGagq8qQAe8bcKpco+dyPLKh0ZGK1t0pIVcIXHm6w71CpvYWQxciKUppUltvKxWLk/drFdqSxNmfNKqPrStJHl53vOgd5lsKPYofLLg559xt6HPmET5QqEIpUKIZC4mYyRZAHupXjjC3z/yzHN1iGVkVMYFCUVmbB5CILQEXG2MX7Uo/n50VXJYpe7aq9mjxZH+NmZNXLvktWn6TyqWVOSi0IMaqP0+5OgYGLttQIAq/4Q0WXSb7lW1ruWpsHJyNKrnoxcxaXOehHA4u8EEdWAFx1IYpCroq/XOpvUwaWeUF+MempIlMKcJcBZa61VTH3I0vwyNRuiqpSXDfm6DnFf/5si6F0LXsLp9I1nwe3leKiqiQRorhQ3+gxstFWxQvXlUq/MtCU5dwUJVFakWqHJHXx04QffV+Pz9xf58hZB2QCIiUWgoEQqEr6XlB1JapMnn2gCpOX7J1JFVmyuckBbOz10CaLmUyemrfdQiO+eAXoq4FdlXUjp67AYgnwovMoLffbzPMzOaYwkivG64zVmjjbN2om6ylOHGdThCywk4z+h5EgjOzYMAvySmKi0ilfZe0RmbJO5Cxf5bjK2KN1xqsYvFK9p2TpoBQgzwLLYqe1jK1L/Z1r7nJHCEcluE5EJ9L89udbnJnzrTwRDkLK0hqsaO6yF/VVWInq1lPfAOgF4KuNB9XNuvLBPXJNwJkkDltnQn7oPV1+6WMe7diOOjZGEmplbcM0l4yZbVikv0s5UkComNluf6MyYMmczY3A5KA2pnBRjLDfQUjL7kIIu9NHzuprrneJFy1KML9a7FLYg9puHBslmijShJEmTrXN12SE3BvEBJMJ3TTF6faHrHR7aFbYudkQRpYtolgyCBWdnmIFmW3iKYolzN5VWWReAXP+IXMmWzeDtQ7IR2oYqsVdIwxuVgHcrGLyUqIUO63JSkC5emKTSlDSPh0V4/gxd97l85FPtwi1m8kTlQWXrG0qXictX9qilR++CsRNFVeMZjTLUtrRSsORUlqpSKVD4CT8yAd6HDzh8XtfsFocFCmCoZA4wtjET6bLX43JS1CLEU1gjCgliTEok4HagBHZTZlp8jLhk7N2pWBKmLUsXpGy65V+jNx7ptz+O4pS2r2U3kAziAxxYpk9jAUzUwOa4ylBQ+D0BjWiOKBV11y0ZaXYXzxJJSvdgAMnW7R7XiFHiuq0ysUrPiCMLD3rPctimlW6u6gtHw0oZVVzrwfwCnPLnLVlprnzjamccoOqapVg+WqzlkvL8Jmv11kOM3ALC/BiPJwo7clXS+6si2cxcp0q8UzJ4LZGuyydtbUp2Bnf2mQbeFXBbaWK1g5J6jDmpbzv9j6fe7jOYleBjMFIYu3SryZZ8sTPSLApSh6vOCWFH25sYVUZi1mNrkVVqmQMLiyba5OfH4ORmf4X1RqUqkUoipLZ1VgqTqEopUp+HgdRypHzhsW+zEpJbLziBZKGEkz6AmfnlnkGg0WWLrQ5NmdQMimip+Wez3OHXWqOnTGdf4LVAyXz13VrvlfdqVXWy0/6aEWaWVeiVEG9BujKZGCu6O+KznZkWsleluztqCR7jXHrCXfdF/DEizW0dCmm1+bBZSVrWT7LmmUpXv07vzqJ5ytiRaJk1ZtlCWvVOsyCTiNRhVyxjoqjE266MuJbXt/nD77ogYoAiUESCYeBsD09sgg0V68mImPr0cCz1OKWuY2sBJyitBW1KZm7YPOcwSuBpSwqBasgN2iquDKFo1KQpsl/L3BdGHccNs92WBj2STxR6HgpJUvDhKMXukQywLn7cZfT533ue3wM4TgYbKe250hqSiJiwe7NCfVAWYdFiFGQFpJkfXCvvfBmXQ0+UqyUsXnZa2gqTsooyPNdjZVcH9yqYg3KfIvBTH87MkVJO/j9yEnJx+5qcr7r2f2upQPCathix4b8877qzVxq7mqg9GqPnM2royTWNCNX9LipypScxVOJlratbUMj5fu+pcfDL/ocuSDBi0ErtJCEwu61U9bMrGbxUbmCwTop0oK/1OIZmxvQ0mSuigVpFehGlNWCxbE0GbNbRi8qHgvSNBW5Uk3pi6J5RmWDnJo1wSXbPK68uI/nDvDcGKU0GkkcGWY2htTqEc626QmcJKLl1Nl/po6TzdWuOWAasGXKuie5lVX1q9Xq4CCr+WY1sBkFdVEbLs0IoNeAfY3+rm76ulaiqHXBXU5IVTLNdLcFtlR2iGaYan7zky0efKZme9uqwaXIh3+WFuXIyrNGS47e8FXorJKU6/vhjDoqI5vmFmW0uhJwKmSqSaSDShxuuy7ihz/Y4ed+0yNMpG1E1ZJEuAywBWtlnLROZWF1VQFUoVvy8tmMzXMLWdj3Utgb0+rsVTFWVnGYEXbx1Out9rmEzXBDDm5hO4ZAFFnklW6NrbOS8WZI4MVZF5bhmYMO3TOzNBqzOEvDmE6c4Huai6ZT6oE9J74LgSdo5MwtZeE9FzbeN2TqrGqswnZlbXClHWkdkMtqoKmyzmq5lsWL40x3y3XAnafiVVFnokv3RCa4XsK9T7l87sE6YejaO1u4BXv7hTU4usKs6UKqgrsC6GrSazV9mwrYy9HBFXDrshCrYG9TblwltUIZnQ3qsY5KrZ7wvtsG3PPggK8+pUDF2d0mSXDoVwO5gsFHQW6wQ4Wqq4ypsLWRJZsbaQNNK0vKpgZTXM8yCC3ZuNrMsE6/gBn9ebYbDnarchtMRomg05Oc0D71FRc/m2PTqKUM4z5TEz3GmwHO0rJkcUlhYpdts3bqUz7qzMuHU7qqmBJVpMhzJv4GgB4Bv6y2KOVfrgRz9biUKCCFLtyUEQYX6zB3flxJxVsgp+VrltBR0k6JXekZ7nq4zoFzgU3JZ9o7Z+9ij0hRuekEo40NogruKqC/gT7JwWQoPLbVSYzRgHN0SGcedKZaIoUiTVOkdIhDhz0bY77ljT2e2OfRjrL0q44wCGKhGJIv+VVwlyBX2VKd24TFDoUic1kqbK5Nua2gkaJwTXSm0fVIb6WVJuuDvRrLCar1PVKW7XW2usaSQZpKhrGg21dFzb/nagIPZscDWi0fZ9u0oiFd4h0+jusWf0AWPY8W8LJSvVcd55B/gNXAlhWmXh1U5svQSCf2GhYvJygVDQWyZPPVU0+LMb8F2Muh7Y6T6e3M71bStqRpUv7rF2t85LMNjMi2RcnYW0HFGqzOgHkVeVIJiEZA/irsXX0dkSnF1oumktFcVUZbZDUzZ0VKUqNQWhOnLlJpfuS9fQ6fdfnI5xziJKsvEHbO9lBI23lDHnSu7ttcR5OX9yFGmqx01t4oJjs3JrveOpMV1genAH+Jh7JbR49go2Ts6nnN3RmdDytNbfdOmIAKy+kKNjsrSRMfWfOYmnZxLtsV055IcCLohw5JOmrHjNaYrGXgkUBxPQmy7r8dHe01AuzCHtSrgM4q/Z0PgdSVIFNXgswKcwtdgjuvN/FiDp+XfO7+Br2eZ6WJzPeDLBM75azydeZ+V89LvrwWmK7Yhq+CcbPqjaH6HN160Q4HythclhnO6jNNJVLamYbNRsJ739zn7odqHD6XLbtaAAotBCEi58I1TG7yWpTic2SZzTyhk4FdYjLQi8IazK+hESCkKMCqdb4yV4PJksl1JcAsWb3U9CJrh0tFuqbWqboaJqlmqR1CLWamneC8dLzGsNclSVM2zSSEUSV7VhljoPXovb26ek6uB2Ky1Omq348ElBWwF0DPZEGR9FnjnpTsLWUO6nJr7xzc9udltjKXKI5KCGPNPY83+PqztVKaZOwtRcbeshpYlkNvRmVZJclVCu/1dferSJQC7FVvvJIWN2qUxc1I8ieTKVqihUKnGi0USehw+zURt9/U59SXHEJtTUJEDBoSHCtViltwtVyhZDpRBp5S2sCzCnQtjA1ec9lSkEA2HTZ3UwxUm4+p/LvShcoAnTFymTepriY2PZ9qg660UmoDYWRo1OCqSxTbtzo4l128e+Xs2ejus0P+VqM2YKKpSFJ78uJEEMaKKBJESTkBqQT4WhYf+VCr9FU5i9CscU7EiPYenVhaam9dShSpsypCParDK7UmqvC80yJjqVSC9BIeeMrjlz86Rqodu7+JyBhcrJ+WXz3aYMQmrDBJ9fhVJcqr0HkpVfICrFKSWP95tONeSj1SM65lBnZjhwV5nuanf6DLgdMuDzyp0F62xOZBp1EMM5QKw0i/psmAbcgCSWOlQOGBZ7Up+egII6pOSiYzTDWTSeF168p5LPQ4q/R41Uc3jNyGWhuS1BDGhii2x1pDogVKpUxMgJbjd9fH9qyotD7Ze+HQhSP9ofjhrVNDtswkNGoRzVqM72lAFDM68ptZimwnv7zwv6gHycCo8jQ7Rd30aINCbv/l/7Z0SMrAsfJ+pFpQV362apuNyq5glsFLWZLXeTtOwuklwS9/bIyHn21kfZYeKNuSppSdvx1Isp3byoFH1efa2eT5nMTRYUQqa/eSqjrLpXRiql1KeZueKlatMsk1WsKQkYGkEhNk87mrsY8xTE8l+I7miRdcVgaVEsjs1tTZIKBi2TevcocWMUUpwr5RVanOkkRFnGHK8Z+jN/Laehy+wXudpevD2NAZGJZ6gsWeoDMUDCLBZDPmjdc6TNTOfd/ZU88ecD7wxp61hWTK7FjEppkugT9ACEMYuxw9PUu7N14I/apjUq0dEWKVDMlPcv57GGHAajA5KluqOwhUEz16hMnLLTVygKdrtXe+/V2WsVQqIfVSPvb5Mf703gYmyJnb+t5kWct8t4bRrCXFPkLrZmuL/1vnsUqLFwme6qKbMWm5d0/luNDBVS/cFHrcVNlbS1KhkFqTSoUcKN73liGvHO3x4d9xifxkREsZBFEhVLIvmTO5KP8+RdKHomXNyMz5yQJNIyryJHdWhJVWIwFkfk6KFb3U4oXmNuW5NpXfl1WrhvNtw5G5iEEMCEXNdRgkPuIJl1ZDkaQGp9XqoY3CcwakcpGP36d45URArebQcCSTnkM9yCa1VphVVvXxqmByRL4wCur1A83q2NxR3V164Nl2GcruR1MGmnqV9s6DzhzcpTyRKuXrT/p89IsNhqljM5bCZiwR1uf38pqT6k0sypu1gEahCysuygjgV6uTV9MqpRwxGepHuuyNKSRKUXiVp+7zGEkIq8FzkEtbL661QyrsDnE/8M09Hn3e56vP2n1IydsyhA1cozI0LkBuZKVGRQhUHnwWN3w2gEmUQBdy1AUpJEpGDrnDkp8rTXm+RuO00nI0Mnf2rNZXrqAeOLxlS8p7Wsv43oBGLeGVk4qvP9NkcdDAKMcC/N99soVSkk7f5dySQ7vvk0aK8UAw3YCLNzvs3CyYaAm7iouqzKgAXJZfYqRHkXXYfR1wj9iDwowweQn4Mpi0/y6t6PCczfNgsgwqpUxQTkI/FPzC745x9IyPcW1zwGr2dmW5y9vaeYOVmKMK7BEIi2+A6bUgN6uOq8VXI0y+TpXhegGnFpmjIiQytYFnGiku2pzwr35whUf/mUd3KEEkVkBnX0Ybh0iLUSbPt1/HamyDyDxyMxJkUgGjrABdVEBctKyt8sGrK2E1s1nodoltdJamYHBXCcZaLru3Oly8dYzJMZexxpBvujbiQ29bYRAZkqSOEClOKqYRUhHFfZIubGlKGhOGeiAYq0vGGg4yKwSQRb2HyfZMXOV+ZNevOgqXokWpAur8vawCfxTYFlTZzgG5HBGvIlGkWeWU5BKl9LyTFP7TnU2e3e9jpMwSOrk8sew9UjG4Wp6MBNKr5Un1O1Z+uAbTZuQH1TqUkUBztZNSBfJqYOeSxRiMKVP4Uto0vh3foFFac+2lMT/2bR3+/SfHiNLsDtbFp0dLRagrHzwDuSErstI5sG1AWLgpYpSdq2n5fI5lDt6RntVqnqRiq1aNC5n57rntqnQuewxLHcXxc01WugGNWkI9iGkEQzZOt3D9GkZrnH/xo++j1Wrw1NMv8unP3MVY06bmfU9SDxStuiLwyHZBsCOHbeNAVZ6sGn+bHZfeeXW+3Oi2FrJ6LMuboArmtcdlQme1NShzaVIAPUHVUr76eMDvfbpJe+DZLR5ExtyoUnuLyuCcwo+vWJq8GrDXEne54L/K6ORVPxuxCql01qxidltCm80MzB0WYVvHUi0Rwlj21nbLc53Zh0ni0Api/u4Hejz9ssc9jymoixKhxqLQgrzigUtwc5CLTHfrvJKwWjdEwd450EUmXarny+QAz88b64Ediib0vKHCDmqxIE80w1Cz0rH72XcHkprv4DoBjnS4/qY72LDjSsJhD2fTtEu94bFri8vlF7lo4yGE3d468AS1AOqBpuaZLN9fOhlrAA4UG3xWAF8Feg7w0Wn+VS/cjLC5Wg/klecouMuCKplpb+km7D/m8J//pMnhRTfL6Kks+rWFNU6uvUfS8quytauYJWeU1RelALN49YBzNd5HZMoq5s7RPcraNsC0gLMsLvJkkLSMXmrxzB+XmjTW7J5M+Pvf3uX4eYdDZwTGqdyd0uoJLRWRrkguYY3DnL1NJuGQZJ/DlIVY9tJmOryULjmQpRglhRGSWIWVgsV1lptRle4jk2K0IUkV/aHd1FcKQaen2HiRx8QGn14vwYlS8LShH2kSbZiZcLNJUOC6hsDV+AW4LcBLcBtGN5kqWRtWA3yVBqcC8sLiqsgUkUuTHOh2b3SlKiy+irlHak5EjOsnnG8LfuF3Wnzu3jrGLctgba9llrUUlYrBTFrlLF4uq6YEOqPAprK8MvLzNZS+VpqsBjZlYFcwdqWVTWaMO+p/Z61hxm7sap0IRZra41QbRGo3aXWk5n1vGdAOJT/1q4oLKwL8ilSRFCAvmFyIUm+TB59gdDno08qJkhyqFYW60NpmJKgszpVZB+DV4ywnkehs4nEKaZoSJ4ZhrO30B2l30Kv7EfUgxnMNiadx+kOFdIPzUaS+snPr+B2T9T4aBynKwZXVTZryEQ1V2ZFz0dqYqiJZRt6vnQdd3XJuhMlXSRMpNUroikxJM1dFZ6ydImWC46REaL7wSIOvPVnHFIkcp/KUqAzcq9l73TIEUWGeVc91CXpdCl/1WE3h2c+qHT/a2EDL6ErN9eo0fsbk+QxBrQU6c1MEBi2z7F+iUI7m7a8f8u439PnDL0miRGSzzioRoQGNZXKTM7XMVo5KFaHM2Nzed5bN9TogX73CVR22PDJ5texv/m/zXEoUG9xY2PLY0O7kIYQgig2XXjxNveZ+ZXraP++pAc71r9vD4w/+4fEdG/z/6KVjd3SXz9GsNUnSfHC83f0gb//K3ZIR5hmhJ1Z94ArDr8voo8AuvW89CvAqyEXVCtQoYUFdgFslJCLl8/fX+PDvtji94Npspaw6JxIhRGUUxOrxwxWPlrWArpJy9fercS2+EeKrxVbrBpa5X171w0WF0UdT+FILtJAIbdDCTkDQQlupkPnjAoc4NGybivmpv9Oh3Zf86YMN4rTK4LlkKUE+IkdkNiQ0S9EbaVc9aUo2N9m1XVPzvYqd89Vv5LRU45RVN3+eEHRkttdSNkk4SQWIEKdxES8di/7j0/vvO/53P/RBu0fPiXMGz9McOSEhdLlqt6YeJMVe7XlddQ7E6kiDvJTTljKOftLyXZXt19uEyC7Mhd1Y2SK6ytwjLJ6B21qFmf+dAd3xUk7NK37vsw0OHPGhkQG7ko5/NfZWYi2DF4FxAfh1GmfF6MVabaSI4u4fPUfrZQOLueHFBV9rFeZypWoTpsJqcVmtOpQSYRTaaEQOcqNJIs2lu2N+4P1dnnzJ4/hc5QNnMiU/NhnItchKYvOVBIHGoHSegbWj9SVZel2IUc1NeR5XJ79WA3xk7yJjc09FmYi0o6LdrDnHyyT1jk2SXRs0s62QOKhsQrVtx5V4XgBGsHL+BJ4b02pEBF5EzY8J/AQpbUtsnEii2PYBJqmygyF1NmrMrMNSxUXOCwpGNyOiEnjmrD2iwYVdNQrmHgkyS7dEFuydstSR/Noftrj/2QBqsmTuEfa2q7KTMzWljVVtn6tKrNVsboEsKt9xfaJe9yKu896CVa8tuKpmOSsMXvXEpS0YKcGvZcbiGYMLlZ1zhRaaVBhE3/CWa0J+4kMdfv53x1jOuyFybVGkJi3IE2zxl840uSNMJkvKCkKZvbdKZxWDv0oV4Bpwk80/Mba+JEwFAw3DBHSSXScpCDzDmGtoeoaWr+kNXGZmdnDDNVfR6w1KgE9MbuDSS7bcc89D9/3yppr8qQ2THZqNAc3GgPmlhBeOghAaV8GuLTA57tLt1wgjj0TY+Ry2re3Pv7LVHW7zL2oBrlfZhtbfFiPMnWbHFcekCDBtKn4oDb/52Sa/c2eTbprtISjUKMiFQonSFsx15BqmXk+WrCdRsouXp5H/W4E+mqbPf1bJHlKRL/nvKsBezewFq2tRFEhZT9zKFSEk0hiry4UhTTRNN+GHP9DlwpLk1/9gjEFFg1uUZhQqwAhJUgGwJ2yZq838iqyqsOo8ZcOAsnMxEo+9ykNTfpdYwyAVdBKIBjEzrT47dw5wlcYIxdGzAecWa7g1hwlXsHeXRKSnf3l64wfvGR+eLQF+2Z6tfOXzP9O/drs61vBCgtoCB878/9t773A7rvre+7PW9N1O0zmSJR11WbblIldsXAHbNENMsCGFy5tAILzmJoHcm0L6mxsIJE9CQkISciEkARLABgwGjLExxLjbuBdZliyrWF06dbcpa90/1szsmX3OkQvFwH3X88zZs2eXM3vmO7/5ru+vJXzrPofvPVnnoccqJFi4TsKm42f4jTfMcMaxoNO2bubWLFL+/Wwg7+PhUufdbssTzczJo3JQW6kVF33glqm3Utuax7e6fPamCjORZXLvipPKlJ6IjJqIYsRgYb2Q3HDUylXFCWb6e57bzLJssUqALwQnHT0huVcgSKZ0RKZ6eMa5hdCI4mvKMnHXoucAimNFzUv4uVe0uPFOjwefNN+RN0kuNkvGIqu3kjZoM5QFjfEoiFKGj4ndEblSQvb4LMcjU48iJWgngnY35LyNB3jP5ZOcdnyCb0Mi4N7HbO7fYnPTfXW27KqxY2KE627rPP3F/3p/6xMf/oMewAHWn/h6apWAz1z3Ld75t0eYatWYng5ASoI0VS3ScNO9Aywe2su6ZU2cPJxB5/EIc0exxEzPapepSr/zR+dANnRB5RSlSE2kKDh2HMXD212u+tAgj2xNXfGyF2eSW29Ezr0twTwu+V5ZhaK1nhNkRb8F7wE9uwieO9TL0mBxklUs+k7q+OmpKMUOEaLEy7NJpxbGy6lS5OTAFxKRKiwihJPWRfzD70zxjg8IHtkmwKFH462/pQAAP6ZJREFUVUogB5AoJCEmP9LNQK5T5yi9eoUpCy07dkrmbv6hsgs7gZFal5+/sMXLTqky1QxohSYh5sz1CS89PuQXXjHNnsOHadsbWXTMZSRJizkAV3IQ4VSZblfZf6hBza2yclDhWmlvyTQ8tB1ZPPHUEA9tdThljUzrpfTUj6L0k3XUzbxzvfPZoynZ+8vcWxX08KQM8hzcGWUxkuCslvzTtRUefMwjsYucO7PiPettl6x34baa12ZZmJLMtz3/Wbk5Lwq7/ad0fquVS4OlbcXowmKEYVaER/RRlaznpQnQUkKaBN5sHZ2qLMoAXFjp6worUWw6vsu7fqbJ7/6NzWyMsQJFSy4wlCWFjUaSQDoBNU4dO1VTrJSiZFGB5rTPhbMuGMDcPqSCgyM0gSU4eRVsWF7n8e1DdCNDufLmYU5CxYsYa0xBw2VsvEES967GHOATzYBEVra5ztBTZ6+rr+m2uliWTNvvgWsLPEcSeBYrjhnAkx4TM208JzLZ6lIVEouzqDjRO1kLTT77JEKR8u2MpoiC9bZyHl6YVDoJLSX45JerXHNzha5VtNgFy52i1xZFl/zcpIay7q178BQFHbdgrueoJ1ByzguxMLjn0BOKFrxXSYrCbVvmCcrGsGTWWqRJC2bdALtn0Y0VF1qm1CQDtql4ItCIROOJhCte3mLzTptPXlulGQlw+jxSSqfW3FRK0UhiLUhE2m5Qm2OsctmwaMFFj3JRoCMlcJO3aHQtqHsJdHxuuK3GiiUeFd+USHYdjZuCHBS2M8Txxww8NTostpH0jrmVrfzzR/+at1x5/lMbxv3R1uzEBZMTUzRqNvWKpFGxGajZDDZsFo/YHDMiqFcUrpPg2jGOk5Sy2PNov35JkB6IRe6hLITGFp06ohBIVZIFVQ/cdsJsLPiXr1b5wMcbHJhwzaRSFlPQslxL48p1JXkD114CQ6E9eYGy9Irs99qJl4reS1F+FL1k7dLz/sdCwkPpcZ5qBVliQ3m9FxrRH5FpYqz74zp02e9AeV6R3Um11jTqitNOiJhpCR57yjZOIFhY9ujd21ApWPMSdFlMTbZdg+nDYC6EEEGoBV0liNLnSRqsYmFcF1VHU/UEIIkSSRhbdEKLbijphGa91dF09HJmk+M+uuXJPR8/dsNZcy04wOEZh0rgXx8l7uvGRqqnuA6mhYkj8DxB1YdGVdOoxXhuUqo/4tjG0SKEImPbOq9nnd54+u5QPS5esOA5PSk6dpLUqicpLzdZOsKDr9wc8Ocfr7N/0jGxrsIqW+1UPRGp9e5xbz2v5p2vy/7JZZmm0L9d9GNAHNV6L2TF8/ooGSfPfOT5JFOTFeEpWnBZlBBLDiFRoi75Y+oMyqRDkabcxKFmyUDC7799hiMzkv/4eg185uHhc4GuU4CqvJxE2pSq750G4OZRZb+JLJhKEKe/wVWaWGGyd1oJloQwVAS+he+Z+BPb0viez/IB+8FVy+zrw25c+l9W8clnPv0pzjxt3a5qoM8crMan+o7A8y1qAQzUYLCWMFiLGaiF1KshlaBL4HXx3S6uG+LYJiXMWNv0Fj+f3NYHpMziC1m23HnMdwpusz02VMWDbXtsPvjJBg884YFXtNyFOG/ZS2bwBHmN717ame577FdRimllBeubBeH3W/CSFU8bah3NgvddYKV26en/KFnw/LGXopZ/R3ZRksl0Gc0SuQEpnQ/KF24WSqEVNAYSAg/ufNhhYlL0kDLvRduTEbKQwZ4lp2TZEyBOAa40mKzhGFQIOgIVo7QmNkzcqDPp3V+nlWWTxNSrj2LNTFMxNQtRbH9985YdH73iyl8u7Zndv6uyfgwaQd1uEkUxFUdQrShqgaLqx9QqEbVK1yxBi4rfoVppI50QIQ2bUpEkDh2ixM1/vzI9u7JD2bvm57Xcqo+HF8GdIF3NU3tt/ugfBvjOfT54kqKH0oTBptYcM7G0xMKJDMWUtDkXYA6Gct3Buc97WvgLHXmiQ18sSq9Qfu/RACez3Avo4vTUFqUFIlVQepxdIrQqcXSlLcPlO5qXndblT6+a5g//ocH2vRhlRc+317JgK9Ps/fQuHhcutuzdeWt4nRhgqxARhSaSCkDYKNtjxvdJtE2CqQFj6oIndCNFJdRUA4klFV7gccpJQyTJ3EnsHIBfdP7LsWwr/PRnp2lN7OD4VYLhRkStYpKRq35INehQr7bx3SbT7S7/+BWX3UcaCClAKy49o81lZ3ch7GWZiLyDQDn6sKiYFMEtRdLbVlRPHM2OgzZ//E8NrrkpIBRpY/psQkn/JNNYV4eiLJi6k/u8mGXO2rNwJc37aAAWfY8vFOR963MScyleAIXYcZVF/hUqYqXu+2KChMgnnhipUBjUZSU2hdCQWPh2wpUXt0kU/OFHG+w8mCJGir697OeemAitXoACSba5+DmdQBJC3OL1L53iktO7aGXuWM8ccfj49UNMNuvsjwO6iUU3UXQiTS3UhIHpbrt2Gbzk9EW85OxXh0qV6cm8AF8yOsJgvfbbL9205vhDu/ZdOFybYWggpBZ0CfyQit8m8FvsORxx070W//z1UbbvqZEkvnEwJIpv3TVDGO3jdWcnCEGJG2aOnmcDt5SZgqIRIo3ttjU7D9n87kcafPFbFQNuax7enYNdzCMLzrXY/c6ceeXB9O4zJ/5kAd/zvBgXZcDOB+ocMplMWODiRTD3OjEULPi88qHINXKRWnFdsOIqU1akyQZCGycQ0pRjcEj4uUvb2Ba87yMNdh5KdzI3yTqVDuf5rVqWj0vGYDJVTYHUCZdfMM37f6XFijGHKLLSchhdrrxoLx//2jQ33jvIzoMNpkKXQVdSdxSNjqbVjfH9GsLf8F+Dw6t+u9OefnaADzXqXH/DDTPgbqnX4/PGFx+xBuotfC9EiojJZszV/2Xx7zcO8cSOQToEuI5F1TcKg9KwbZ/LTXe3uejkKVzbuPKzH5VHGBZkwfnAbRw9SepEShCWZu+kze9/tMEXb6oQZmRZZAVtCiDHyhEoBaXuv8UY74XCYefo3plEWAJ87zz2S4T5a/N853wx4Ga9Ry9KwC84cnoaW7kxWClJOU9AEM++qOyiyDRzUjpj9dYTjY3iile0iRP4nY8MsG9SgCgUgVhoAlq05Onvt0X+E4ixGazCpWcmjI/WOHikZrooS4Vjx6wa6/Jnb+/wlkv28Kkbp/jK7YNMzgZMtG38tmC4DSuWkSwadrfc/71vzJx2xqufHeBgQNpqT1+1Y7935mO71SbLBhIIu4Lr7x3izscHkTKg4tsscTVVG3w7wbEMkPbbFpZbZ7at8B2XKJYF93v/ZKgI7sxip17MTAe3FLEt+PhXKlxzQ4UwK7wiLOZa7x41ya03Be5Nv+bdk9zyO0ufBZ9jkfvJd+n15++unzPmWHeRB1IZQqDLoIYe9y5eLPQiDYUoUBSVOn1kwYrrLF4ldfObzEuTl5yAjeLKV7bZ8rTDhz5ZJyYxlX+ynzq/G7vE6yyyEAlz4w2ROG6FmdYwu/e5HJn2jRPHSnCdBM+N8L0uxy9v85fvbHHlBU1u/J5Lq+MSxR7ICiesGny41Zq+ql5rzPvv5wX4a1/1Sj7wkf9Movh4fe0NTWw7ZqYzzRM7JcKrUKtYNFxBw1FUXI1vm7bKvivwHFi1RLJqeJgDhz0GqlHeA15YoHVCrpIWogd7zwsgT+O+sQU33u7zuW8GdHOJYQFakq33ueT7HTkLW+oyTSnJgYUJZwnn8wD++wF2GaSUlmK8T0ZRelY9A3yhqetzseRpUJawdF5DUGkNykKTljVUGi/RvPnSNvdutvnmHRUT+SuLJiCP0CqvZ0pOCjjf0viWxnU19cBh9+4x7qnaeJ5x4vhugu8k+F6M77q0Ox4VP+D09S3OO7nJY09bTE0NUPFdho/ZoIUMkzUbXz3vIZ0X4ABvufwC2p3O55Lpp49dv2RXdTKe5I8+NYZUDmOVhKpr8jR9BwJXmCRlT1IJJCMNh+EqTM6AFG2qgfnxUiqKU4+Siz7l3CJTTUSCZSuEDV+91ee3P9Lg8afdtMxaRkuKMSayAHQjxeWVYUVvbt8f3z1fpnxueJjXWOfbmfPcWL3nIH8viG89LyHvrRdd+BmwsxjsXhuUHk0x6kihglQ+2ex5O8n4uJIIqXt6OVlkn0YqCUJx4pqQv37PNL9lwddvrWTxV30jKRyYNCUopygaV2p8W1P3NMNVmJ622LLTZmRQUAuUyQH2EnzXJvBt/NChGzrEiYOc1fzdF6vMTje47PwlzUtPuuhzjusveEwXlO5XrFimpw8//JHXXrzycH1gitseqTPgOiyvJyyqaoaqmsGKYLAqGahJhuoWg3Wb4YbDYF3iuqZeXJKYrm3Zgc08Z3kyg1CpgyjpqSXC1BQUNnzluwG/+/cpuJ2itV4I5OZISlKAU67tnYMacg9gEaQly52vl+W/kmWfd4jnBfJiuGwR02UK0uPixYKdGiA/vn2fK7xfKVlSUhZyCJlECSstz5xxdQutzTYdwvGrIj7036e57PyWSZRUiVFE5iyqsJBn1Oce47RqQRgrJmcTDk/BkWmLI9M2E9MOk7MukzMek9M+E9MVDk/VaLYHeOlGODQ7SdtadfiWOx/+yPDIkgVjFBe04ACVkfVMTU3xhVuH2bxVs7xhUfNMqpDnCHxH4nkS3zUxKhVfUqsI6lVF4JrSEsW8zGJCgyjEmfSDW1oKbPjKrQG/99EGj25LLfd8vLtouVNznE1mLHpqSQnUBcwW6UkeBFbczjzvg5yklBwmzxbsPB+4F9qYLWKBl4oTTFFQJnJaknUv1mklq0w5KSRK5BZbFCy5RKNy76fKbimqt6cyTDhxdcQH3j2N1vC1hSy5ED1UI42Xs0/yTBLohJpmK0YISBKLMJaEkSlu3wklgWvR7lrMth0qvsvGFW3e9QaH089eRlAZOOrxPSrAQ7mkO9nsvGvjmo1Xy84TVa1FmrWtcGwDbM81btOKL6n4UAsUtSAhKKS8ZSXVpNWL487jSwrglqkrHlvw9dt93vd3DR57+ijgLoTA5hYdyqXXmC+IqmfJM0s9J1u+z2IXlZG5fKX35Gg05rkAfWEdPIvMLJhp6EUcligIBQ7e204u1RZVmKIr32TSpO3UChFe6f9ShZ0LE05aHfGhX5tGabj+9qB3ILORZgMZSdCky3WVwE+z46NE040Ena4pRYKI81IQUSQJY0kUaUJP4IamfmKSeESJx7Llq5v1qvWuRWPD3RcM8LFKV605bd09S4fc6YmD26srFnfYsVdx4IhDLZD4ngF34Akqvqbia6pBQi1IqPoxvhfhORGuExs3vlWs1R3nsdyZ5RaWQluCb9zp81t/2+Dx7QuBuxCBVPRhF25/mYs3jzehR0mK65kWXoop6Qdzeo6MIRRlKvMswD4ayBcSHkr41fO/1qMqmQONfFKavTEDr3maRRcWQC1SLk7Gu1PaksaBZy1DSlF/fSDfuCriL399Gq0FN97hG/ZdAjl5ir0Wgg4WdmIkZScWpreSZUIOtFZ5J+M4sYgSSRRLokTQqGr2TSY8vUdx7HKLi0962bQXrLznwIFZxVHGUcNnBgYX0ag3Drl2eMVll66JpL2fZw5pfFdSq9rUqxb1qvnnjaqiXo2pVxJqQUQliKj4Eb4X4TohjhPh2KEpYWxFpjhP6nq3UsutLcHN93r85l83eHzHfOAulP/t594FKcpQk3JW/Lw5lqX1+RNi5+jefYg9GitZkBge7cU+65yBvOi9nI+v5++f15L37gBKi7LlhjIfJ6Mm0mRspaXgipNT01HCMksoOGFlxIffO8VFZ3awVJJ2S0h5uIpBRaC6kHRRSUwz0UxHgplQ0AwFzY5gtq1pdjSzbcVsK2G2FTPbiplpJsw0NZ2uYHwspJscxBk8LppqxlfU6/VDY2OLjnaUj27BaxWXBx7fzuDQymc272w/ddO9T20Y8CLGRhxqgcBzNb6r8T1FxUuo+AkVPzbg9ozn03e7VPwujmOALbOIQ51GB6YTTmUJbrzb4z1/NcCWHa6JDJxjucUCllyWJy8l3q3LioiYx/oWNe/iRVDk1fNY6/mVlN4/eq4UpZ9Pk9GLHLw5yS5Y7yyppPxZRVZcWJe+O5cS50la7oFdl8CuMJbX1Dk0k0JE2tK94OeRWnHsioi//59T/MZfw7fu8kkyD6dQhmhrC0hAxiTSYcZ2iXUaS65UL3s+DaZKlCaOTQ2UTiiJYwtLOvy3V46x6cy1Ty1acswzrZmtVBvrXzjAzbB44J67dlSC+jt+9pKNt0wfupeRQWh3TPdjzzWSTsU3xQ+N5Q6peF0Tr+J16IQRnThGKIUWCsfS1ANlACBNNsi37vJ5z1812LLLRbsLOXHKjpz8McVUbr1hjmJSSijuB3sBmEXwz7HiC2ndOWefn4s/36Hn2dKTEEXpeTm9rbeSXwgUMoCgxMN73d1Sfi56Vl9p095Ep4FOEmF6cgJZIkhR8hZdxbHjEX/zm1P8+l/BzXd5qFiDNJ+tBRGOlR10i1h7TM0GhI5LN5CEadeGOFHECemicGON0jE798NTezRjy1/C5Iz7jqd3PbjjtFPXPeuxfFaAbzp+Bd1uC9cN9u7aLr679dE7zo+6h1BqMUo5VIOYWmACsSp+SK3SoVFrE7gtnj4QcXAavnGHy8SUj5AClWgGawnnndXlvJNCZruC2x90+ZN/qrNlh4t2ix7JhQAuytQkBVipeE8RwP2adl/2PH3AZx6QF4Fb+lwf4Rb9b14A7UWuXDb9Zf7RmyAWLXJZXilFHlK27GUQ61xxMRa/F7+itDDtATGqi0j5txIKqWWKZSP9Sql6VDxdkQJEpDhuZcRHfnOKP/5YnTsfNKWazz055NwzuwzVFCoxd8Uj0zY33F5l31SFLfsazNoerUAypMzkM050LtwkWnOk1aZh1QkG13x3wwkv3dtstnErlWcF+HM2NPc/cDuBH1xx3/33Xv3IQ3exfGyA0SHNcKNLo9alFnQYbLSoBk12HQy59WGLq79dY/v+gF37fMJumtiXhNiyy5LFXX7pNS32TUiuu8XjwBG7V7M7K9Izx/3er4GLHFRZMkPWVz5TUuy0rl32aMleWxWZxYQLyFuDi0JMuOy1KJH5dtH3mLUuASll+nmBtAqZPYV2Jlk8eClbKFusNEfUKuxP4dGUzcu2ZU1wy825Sv2LhE6Vq6zUdK+mY7GokpWFJhcLLKX1aLLEk2K1g16Jj2L8UG/BhgOTNl++xefAhOSXXtPimNEEW9gksYPWkjAU7Nyv2bFf8LlvV7jl4QY79g3geR6jVRj2FQOBYrAmGBmwGBrscs7ZZ7HhuNOv7Hbb15y26eznhNvnQFHMqDfW4fn1e45dF10r4tblzakdVPyYRrXL6NAsA9VZDs20+M/v2Fx/1xD3PjHAZDPAdWz8Kvg16CpNGHWJZxQuXUaXxDyyy+PQYQttFyx0oSj9fF7KHNzZVSoWyIovxJUUL+d+i15cL1v0fsVkbkfj4jeI/i99PiYkM9I9Y10aOb0oxJxkL5QtOL2sINGTFPO7QL4OCF3mQ0WXv+jtkErfasQQSdZqJL8DiGJVM4WlNItGEkZrmsc2SyI0UltMTdZohwFx7CCAsYGY8dEum9a2+d6Tbb5x1zTX3D7C7skGs12LccBzjUa+ds2xrF554rUnHHfsPd3m3KjB7xvg69aMEbV37Vh+zGm/8cCjj1gJ7uuWDE8xvuQIByZbfOk2uO6OQe7bOsBsWKXuWoyPpDEHKZOYjQTPTDuMj8f8f78yxZte0+KUNTEPPuayfV9fJk6xzFoOaEFJu8tUQijHdfeBsKiQlEtX9AA/B5PzAXMe/t2vujwvUBexlYG7hOiy+74/674I9H7A6wKYe30veyHLuvg/dQrYlK6I9LViF00D9PQbdGbR08lpHo+SOvCI2fmMxd98rspd93scaUv+6G0tRqo+E9MN0zJdgGUpPCem6nc55/gOp63r8Jpz9vCVO6b4+r3DPHWoSpgI1o07HLvavW7RsjN/49Endu888bjx53xcnzPAAZxgnAcfvGvnmaef+kh4ePfrvvf4EW54SHHd7XWe2Fljulul4dmsGNDUXEVgazzHZEfblqAdwaKBhKve0OSNFyS4ocWJy2MG6wr2FXl3IfVMyDmgLo5efElfXDeULPJ84OsBW+cXyxzFpY+jl3Bc3CUxzz94PmM+q51Z1KzmjJznrQWL3NPFC+8Tff+jeLGIsms/qztpOhb3Sn6IwnvMcVJpyeO0owU9gCdC4ZAwNS15ZKdL6Hhc/e0qWnT41cscwu4A3dDCthSuYwA+63oEXkCt2uUlG1qcsmaWKy9o8eXbGuw64NCRm9hwwtmP7Nt1584zzzjneR3W5wVwgI3rF2MFKz90ww0Pr/nmvVNvvmtzk73TNlXXYuWApuEpAkenBfOFcem7At+TVAObdSsEZ28YoNmUCDWLSjrpicgkQAekQ1ZDkD4QFa3YnIkhRze8ZbrRe3HONbCAlZ7PGVS+YLITTmG/F5YLS86cvjfNpSnZZJHCxJGSRc7ep3t2uODw0XndzwzMvR2dR7cpvdw3ocUqhDxItFZY6XukNClw5tZqg1sh8Src9jAMOLB2WUA9EAR+GjXoOnhuQuDFNDsuM77HQM3jlNUdlgxI9k2OMs3yz/kDp3+oq3c/X7g+f4DblVV8+pqvTA0Orn7bcct3LVu3tHXe529PcGPBaFWZyEIHPEfiugbgFd+iGlgsGpQsHdHMtqoEfoznhCgdpsgpgNtyzKRM9KhH5jVORK9+3bONHIgZgPq07HzTQtLf3E0LPJnnfz/vU9EbeoFtc934/eDO3thTTvpe7QE/e/4cjmNPi+85jorHWGqVe0ylUCgVGYojLZAuDc9iyFPsOwSOVIwM2tQCm2og8V2F51p4jo3vmliTJJHEWnHdrcOsH19+6ytfs/Rthw99uXX6SZc/72P5vAEO8JYrXs8jj9zfWnnFq8JHH/wEDz7ZJe7YDFQlri1wbENJXCft9RPYNCqCwbrCcxPjREiMd8ySIKRMge0iLBvXEvhpS5HsdCRKEAMREOu0lK8uRx/PF2manQTRvz4P65mjgfdRltILMOfOkP/Vvf9V+th84MmoQkG+I5Pw+lzv5kGgU22un5/Py8kLANWl2anh42K+y6mPrkHZ+2kqCYv8TiCExrKkuXiExlWRyYBPzB0tU6m6IUzNRkgpiGITVBW4BieODbat8F2HVtem1VUcbrlccdYrwgOHZev4jS9/IVB9YQAHGBxdiVLq7t0zF50zPnx3UAsUSWIORHZwHNtEG9Z8E2FYryQEXoKTFgeynYTdRySdyAXLQ1ouvi2oWSZmOJu7KAWRwDjFlCiBOQN5VmxGkfaPyYB2FJAVXy/y6AysZR5frjdYukiOauqf49ALfE4XKExRLenTxoufLYFb96hKGkxz1BCCXvJJWrZH9P6BcQBJksQiydz3mLmPnT4HTRS7eFaXYwZDpvYkJBqiWNAJFc22wrYiQKOUTRQLHDtrWiXQ2pTmHhsO+K23n9xetnb53UIcNaLkqOMFA3z54mE6nfbvv+PnL9Y3Du1/7+5dj/szrRoCSZxAGGtsaZpYVQNtyk4EMYEX47oxvhth2SGfvqnCjv01hO1TsaFhKwLLdJeQ6TmMFcjEVENCgC6E12hMjQ1JatWLJ/woQOu30BQ/shA9EXM/k796VFAv8OICoJ43orC0vaCE9L23XIq58EEx97vLu9irRZXF7ENWSyU9sImJK48TiyhO48M1CKmxLQtHmQhEWyqWj8X84sWz/NG/DtCJfFqxabXd6phal1KaPHuNRRgJoliRJGbuMDEzg1Pd0PGHLvubdjv4g2rVex7ILI8XfmkAvh+oLZu/+yfVxuBfzMQjYS1IOHHtLKPDsyQJ2Db4runSVg0yd35Ixe9SDdpcf4fkS7cM0FJVKq5k0IG6o6m6vaXmaiqOxrUMe4xVKoEplZVFyo696QJQOKd6/rvvHDjNC7+CqZ5PNzfP+yaQz4bzBUaZViyARF0G+RxZMOM5mS70HIE9HyXLaUfW6CsNcRZCoYEoseiEDq2OS6vj0e64+dIJPdpdH4nP5eeHXHbuBO0wYioUNENohZpWV9PpKrphQhQrLAsOTnV59Ok2s62Yc08fDlcsr//Fzd/55p9Uq95RowWfbbxgC56Nm+4Kw+nuMR9cPTYbDrqP/OmdT0zJiSMVAtenUbPxXG0A7sdU/YggCBmst5hsdfiXrzXYvGOISt1hyIWGaxQYzzZ9V+w0JDmM00r/CuI4AR3T40I2SIlCkJBJWXpeZWLB0ScrzuHrMIfv9CuXJev/AnLWdJ/V1YW7kU6lwiJFmfMDMjc8xQul0Gv+KMQk9w1Q9ljKtIpvprhIoUkSmziyaLZdwsgCTdocWOE5Mu/0IYViw3jM214zwz2PT3OkOULNlqZgpmX6rbqOIkg0vgunbQjZu3iKbXtG1dDw8j+9/HWL//qZ7TPh94tP6/v9gm9942r+7e8ui884aejIniPBuz77tcOy5lUYrFvUAkGjqhisRTSqIY1qh+FGk040y99/yeWaW0fBrjEcCAZcRdXTVFxNxcPEmKeL7wg6MRxud9HxDEnYTXlLNpszXs4si96Co1awyjyfmQs+CykvF78UfR5SkScN5UXds/fI4nPRK+mWPs971eTP588FndsbqP/5PJ+VovSbeiXh0nh32Zeyl6cLpuuir/hpXwc7244J/BDb7qIIiRLBockBDkzUaLZtwsjEbSdpaK3O7mvpRb5icYhjd7h/q89018OV5KW4Xdvk8rqOxWDN4oRVESvWna6m1Jr3PLA53HPRhVd8v/D8/i04gHBXM7ik8uTworGrfvOXKv+4dcv35IEJ8ByoBYkp91btMlBrEfizfOqbgr//0iihbLCoIhhyFbUU3L4n8F2TEue5Es8xy0s3RRy/9jCBN8m37xdcc0udJ/dUzS9QBuBZ75j5lITS/s5jYPupR043+iepWfxLQROf/5/0/6/yG4tUamEuXtSy5/s9RW2898XFqMOjnrcFNua5slaC54Rs36v4/H9VufG+AVy7xslLKywbcfE9TBa8Y0Kme/m35F3WBuuKq94ww65D+/nE120Otf20sq/CczS1qkaImIefSqguukidccqxV0XB4idVe+r7QGRv/EAAvmbNmezb/VR47tknfOLrX320MtWpfbjdbjFYt1k02GWo0aFRbTNYn2XbvpDP3zJKJxlktCoZ8lJwe5qKJwg80hxPs1QDm8GGYO0yxbpjqiwe6XLOxilWHRNz1YdtEpV6PrVNLmf1KQoLnubUO7ggoZgH5PMBo0htxILvmud/z8OPS5GAUP49fQrKHFlQ931P/5fP2YEioek9zwKvbCtGi4i//Owg/3HjKJE1wMoBSV2BimMGGza1wKLia6JEmAatqnwEBJrRYcWV57e5/YEjPPTMKLblYArwawIvYcVYwmknDWC7+n8cu+HsTzz2+NPJySec+kLhWBo/EIADLFm+hm3b9yabznjjNuE8MLP9iZvrS0b2smholkY1pl5p8cTuNr/zz4u4Z/MYow2LEV9R97ShJp6g4gsCTxB4FoFvUfEtGlXBSEPhuYp216HZ9gn8Dhef2ebVZ7T46u0+VAsEdgHAlqWzud5M+ixyvyRYdNnPkVrmk2Se6+hzmYs+/k0R3PmqLvHqeZWWBYA9V1ya/2gJNL4f89U7HG6+p0Y7qTJUtam7CWGkmZqJEAJUYpMkgkTJdN6fTXILAVgTcOo6+MurjvA//1nw6O4xImXR0QmxThhfOsLrT3/FzAknnrKt29qXbDxh9QsHYt/4vlSU/uH7FYbq4XXnnnPWu1//2rOPPLDT52Nfs5lsalrdLr//iSFuf3SMobrNokDR8FNw+xm4s+x84/msVQS1iqbim0pHAkiU0WE9B2q+KucIPgtt0Aus5yd+Dq3I1gsaeHFCSsqr+76on5X0x8Ms6D3UC2/q1Q0vKyXlNDZRsOrPwUWZva/ve/Npp9TMdiTd0KQOZpP+bgzNrma2nTDbjk26WVvQ7EhaHUmzbdFs27TaDrMtj5lmwJGpBmcd5/HnbzvMkN+kVlP8t0snueQ8m+NOveDI6jWnvnvbU63rPP/ZY7yfz/iBWXCAZccMANBqHv7U0lXn2WvW2h9KwjtGZ5tb+e6jXe7eOsaihs1okFD1NIFrigb1wJ0CPDC1Dmupfl7xEzwnwbaSXu8ey0zuipk9xezMkgIyDx1YSCYvKShzADq3RWC/4lK+CJ6dppToR9Fy6/Jj9lqPplAqF2E+l90Oene0OQrKAlw/vzAKKWxoY5V1mnmQaNP5LIw0na7GsRNTu1sIzNS+l52fV5tQwnihU+fQSaunuOylMzywOSCwVnHZay48uGT1eb/TTqJPrVu/9AcJR+AHDPBsVKojRJ2ZT77hNefJzcsO/fn9Dz0x+uGrRxn1PUYrCt/VabyKwHMFQca5fSulJ1mWvkmHC7wU4HaCbZlE5YMTgu0HHCO2CwspRN4aUPaBux8c88WkFDf005P8fQVHT/F5GTxi7gcXGLmDsg/oGWUxT9N4knlAn31IaT3nVtzfb9Psb8FL2bdfOgVzIjRCSSwtiSOLlWMJI0MRe5sJ3cRY724saIemPo6dlvww32+l7vve3igliBNBGFl0ujYDdZv3/uw0/+tfWyTeuQcXj5//vqSbfHLRyMAPA4o/HIADOH6dXU9+8RPVmpfsOLL+r1YPTQxXHWVSy1Jpy7IEvivxfWO5c3B7miAFeMVLa9SlJSg8NyJOIq6/3eOOx2vgOwhp40nw0947xlVfrOtXjqYDynwVCrSjoJIUln7gQ89CZzRlDqbFc7DihR2a45ksxab0TwvnWvti9avMhBbvKmZfs13rxcjrtCMDSuavxcKm1fY467gmr3ppk61fatOJPVqxpBIlafe9LJsoycMZTMOB7NH8rzCWNNsOlqU4OBFgyYDXXTh6ZDqs/Panr77xX3/9HT/zw4Lh96+DH218+O8+R23Fmx7y/cFdrzyrfekze6e9iufSqFrEidFrTcEgi4pv5+CuBppqoKj6CdUgS2buUgk6NGpN9kyEfOBTQzxzaADh+fi2pGppPMukqmWacHaGzeHu05LzVLWCflxqS0JBu870cZFr5KZKbkHfluZRysJ6Qfee+9gDW1aAqL99YX+RovyzUvS2FcrDFNsg9rRtTNqa6KW1FXXvEu8uFAHKRuAqBmshN9/tcGjaB9vGkwJ7gTYsPTNhjoVja5IEjkxZdCOLyZmIrYeWzbz8rJXvPmND8pmLL33Tc50s/PgBHODrnz5fv/zl7cdUt7r10GT9dSqeso9drdl5ICYMLYYbFrWKM9dy+6Z4ULUSUfVNP6B60GK23eaDn6lx/T2L0F6FwLFp2JqqbQK0LCly1qkKXDB3tsiykyfPh8yBIcoOn1JnNVECegbsLPfSbJ/r2JFyHoBnsCoAOn8UYh5wz3UG9Z73LhrT66gP4DmwTX6mbem0gq/OQam1cdaoJPVGZiKfFixdFFMJuty52WWm4yOl7LVilOUkk/xiweSgjgwkxLrF3Zs1ttAsWz7emU2G3va1e+XV9z8ZqTu+fd0PFX8/NIqSjfqSX+Nzn78msZyBL6xacTA5dmXy6c3bHvF3H6qyZsyjUbNpVAWua7J/AlcTeCn39mMCLyLwQwKvQyVocefjkv/45jCxVaHi2gw6mmraqFYKTaKhm0CcZN26sopMhptbReWhOOahJaWQ0TzBuRxl2KMjovdaNvF6Dsphzr/7IwIL84UsYWHOxFPTqzdItr0wyURgKqVkXkvmJBqDUabiRBLHNokyDavs2BT4QYOQip+7pMmXb5vipu95zNh1Y8UtE1JhZReSMFFBSmmiWKK1xUxdsnp5m2plCuWe0qnUlrzldSeOXbv3wGRy6ave9MOG3w9WJlxovPlNVzA6MJVI5+e/uGG999agPt6quQ7jiy3GF2uWj4XUAxOj4DmKwE0MLfEjAs+Auxq0uO/JhN/7lxGaukHFdRh2FAOe0dLrvqbmQ8U14bLdRDATm6WVQKgEsRKlgKwMAiXJrwhu5rrGKb6WfkO/9e0pKQvPNEtcWveSOObEdfc7czLFI4tRoQz2/qpV2ciCqKy0l6ltx7iOmdc4doJSknbXYbbtMdv2aLY9Wm0TONVsV7AJ+LO3z3D6hgnisMNkJJgJJc2uoNWFTmgiSKPEyId7DkU8cyDk6b0wNV1l0wlrWk6t8dafueAXv3j/Yz8acMOPgKJk41//7fP8/m8PcMpLL3nsyjfG29csdS5eNjLtr10+SRBMMTXjoLRDrZJQq0bUKiHVjHdXWxycbPPOvxzigadG8f2AEU8z4ClqLqmjCCouOLZgNhQcacfEUURHCRIh81YmdjrJtSWp9Skuoq/5qyhRlVIciuzFocyhJ3KBWJU+sBdvDjkIyaiHKNMR5q73dP/yxFiKYhkJTESgpYwKZZuepq5tuic4dheEYqZZ4fBkhWbHIYr7YkvScNnlozGnbmhyw90OR2Y9lLSwEFhCYAujqlQ8SSQsdkzGHJ6I0QkML1o5tW716l996y+s/tzfffYG3vlL/8+PCnY/OoADfOx/38AnPnEuV76q8cjI8NCe9WsaFzyxa1/lP75hoZIawwMwVI8YGeww3GhTDToEbpt6bZb/vNnl898eI3HqjHiCIV9R8zU1D2qBoB5IBqqS0UGL9Stjzjt5H2uWTrB7L8y2bbRl40hMsI/V65Npp/VI7H5wF7j4nI7Gffw7n3iKXo/M3uS0AD7Kd4miBzVDfH7HoDCBTD9XanOY3jkQou/CyLh4+jssE/Zq20a3duwE14moVro0u22+fKvk2w8GPLO/wWyzRje0iFMe3uNYvXnF2HDInv0xdz/qEVkOoZIkicnaCVwjGqxbbnPhKS1CK2B81ZmHR4bH3vPkbucznYlpfuFNv/SjhNwPn4P3j7f/8lt4O6D1/n8Hy75769IPrl1262jda+PaMFALadRmkPYsvhdSCSJ2H1R85qYBZpMaw74wltsz4K56gmogqFYs6hWb0SHJpvUJpx0v0VYTl4SPfd0hciwiKUv5nEVQ9IDbU0mKoJ4vEblHQPoADfOCO3c29fH/kh7e78Tpc1IZSmIyl1Bl8i6E2aSk7tXhzn+r0cClNBbc99p8+maLP/jYUhI1yFlrBSev1owOmTlRlAjj5Em/3cSmJAy5Ib9wSZvr7pxh5yGL0LdoO4JDbYfAFQzVNYcnQhYNjfHeXz7/oDN03u+i438/dnzwRw014EfEwecbQiwm7FT/5fJXXvS+iy+58GBHB3h2B9+f5gu3xvzV1QFbdkuCIOE7D7g8tbuO5zoMZkkQHlT8FNyBRaNiM1i3GapDrCT7DtfwZIVXndNh1eJZVKjMpDM9YxknLXcuLlaYKoN77qQz/1OwxEXa0pMji81ks5HnbKR5G0VAzsnKKa4U+LfSxpGi0lS+bFHZkpdPFpknHyk1vhex84Di+jsaTEd1lg6BIxMmZyMmZhKmmpKZlsVs26bZcmi2nTShwaPdDVi7TPKyTV1oa05c3uZ9bzrIGy46xFRoqsGuWBZw0mnnHly95qL3LRuy/uXFAje8CBa8OLwgYPOumU8sXnFmfNEFzoe97vVD1915kP+8cZglAwFnr29y6rq92FaEsDwGLKh7qhec5QqCTEcPLKqBUWAcS6Un2WHtMZrlQxFP70/QOLlFEhSlwR6wLUuU6ElxEgmFQK3sQqGns4siNSlJg0Xw9hSPnJ6onqWf054kGwUrnq3k7Um06SSXYJKIhRRIJVFKpy2zBb265hrbVuyZEGx/JsAVFlbaE7PT1bTaCY4tsCyJJaxcU7fSMnG+F2M7HnFs4fg+a8aqnLqqwqWnTRI4U2zdfSznnX/RxJlnbfwty2r+mxAjLybEXlyAAxw3Xkfr+FPHrzj1yGMPPLE2dtf9xdrRB51zTnAYqNTYdzjg8d02Wth5aG3VN4kQQeYB9a00ClHhu8rk/KUSWByLtMVzqkH0We58cpnycNvKdG+RpyIChXC/omu9wB8KFj6vQViw+FqkZbNTy525LnMuLgVCpdSmL3QkA2bxDqIKV0DeItBSgJkTJAISS6CStClVdvdKf4xlgZV6xZQ2vd+7oaITJrhdiWPL1JkjsaRlaiZKjefENGoea5YrFg1Bc8bihjtqnLXR5pffcEL0xVvrv71s1RnbOt3ga7Xqiw6vFx/gAELY6hvf3XadDH7ePf+MLa2zN1T/IZy+XzSqHbltD9x83yCesBiqahoVYQDum2JCvpt1mTC1yj1X4dimz48QCrKkWSHNSRK9bJ9skmkUFVFYenJf1mVMFayvzFz/uje7yyZhGbitAu2BNF80k/OUznvfSEHeLcR4//poSmHSmLvWIacnGeWSAmydFjhNn1uJwLYkiVKGuuhs8ihzP3+iNbESRLFJDeyGmk43MQC3ZVoINNUiBFiWT8Wv8rJN09x8X5upWZtnjrgqCc7T9cE1//19717xr4Q7Q+FtfLFhBfyYABzgVeevZdeOJ0Nr6ZJPhc3ud+5/qHWl7W/7s2/cOsnE4SpL6jBchYGqxPOESXdyJK4r08At8BxjvW1bYad6r7SUKUAjrDwYywA7ldBSUDuWKV/gOL0qsGhTkF0lGkUhc0amrfno09OFkQozumOnDSrQINNmY8ZaKhJlLLhROiSWTsGuBJmnvOidzKgCGGCjTYJBnJYSkFKngDf/0GTkyLTmdtaZwTSeUokx8VrFxEoTJsIsacF5syi6oTkuUmTNocydwHEUi+qaC09qsfvwGi48bekfBY0VV4d66a5HHp0JTzrxxwPc8GMEcIDxlesB2l/44pe3rBi4+IObJywXp3rVyiX76jOziTc65DIyYBFGBmy2LVOgGweR5yo8J8G1E1w7wpIREzOS6Y6LsCSu7MmDGQBtCxzb6OeuK3BTy5UBPIwT4gTTdSBJKUhepgyy0iFZ7Ikle99p26mXT5Bz4bhlLGTWVdiSAq0V2BKp0tLKBYqSzRHstHQywuxHlAjCWNBN03JN3Ad5SQ0pzIWbWMKkkqVJCYkyHsuaLxhshKhnIjqJR5ha8DDWRJEijBLTHycWWJagGwkOTUEntKlXEg5NNjh705rECQbfv2bRaz+4b+rOZPXq815sCM0ZP1YAz8Ybf/Zn+Oi/fy6Rdv39OpF/fs6Zx3957+4Dl24cn0XrLg9tsfFdQSAycILjaBxb4TgK1zEu/k4Uce0tPo88XaVaF/hpNreTupgzOuLYAtcReI6VJsFK7NRytbqCmZai1TEXlZUGEImcUxdkwUxbTwHuOhrX0XnUnSXgmf0Jk7OJacJkCWw7rTCV0puiBzKz3pbUqY6tsFIKE8WCZhtaHZ1eABLXIadNlpTYlsaxJbGSaUMnizi2mW27HL9ScPkFTe7b1qXV9eh4kjBJeiBPF62N38D3Yu7b0mXvYZclo0Pt0WPW7Vq+7k1fWLl8+I8fvs/lwot/+cWGzbzjxxLgAO9+65sBwj37pgC+d/jgdm9m79Xyy7fKc/YcnrQHqh6DdQfXMTWk3ZSeuE6cArzLPU/CdXfWwfEIbHClzq22nQNRptTE0B3fk/heGvjlaRy7Sztqs2W3Q8UxdV4yZcWysqDcbJ4oUiXGhJL6rsrjahYNhhysdrjhPpfJCYdF9TTBWgukkFhSk0iNsnT5ohHZfqp0Ep0Q+BE7D0q27XZwspBjzzSGEoh8P2xbEsUaJ5bE6RLFkjC26XR9XvuSJl+7bYZbHq/Sji2iSKTAhjAyljxRkuGBLoE7w6aNQ/EtDw/ctWztxY8k4ZPvtp2K3r13luXH1F5suCw4fmwBno2lSwYAfu9rX70Ozz2/fsYp0/+Ms+1Ne3cdkvVKQjXtzWnqIWpcO6Hih3TjLt+8y2X7/jrVik3VNvVWXKtvUmkbkLt21tDWZBLVq4qhesTa5RO0dJMv3L6EpXUJQqW8ud+CG/XCkgbcrmMmvRVfUa9GLB5uEotJDjaHODjl4tqmiE7JSlu65JzJJUzLfF/gxTSqIaPDUzx+E9z95DDrFtsM1hSJslIJ00JK87uiSBDZJuEgTi14FNuEocltHR/rcMlLpvnetgFmujUGXFONI0qg1TFlI7RWHLtSUBlcqtYvPfmajScsemdzdnLmope/FXjriw2PZx0/9gDPxmsvex1P73pqplLxf23l6rVbH3rggROlmrmc7uNIoWm1aww1FJUgpOJ3eGCb4ku3jWBZFeouKcDJ6UmPgxua4DoyrYQL1UDRqMYMN7oM1NrEKuJIR1H3LHwHXBsS1RcYVdTUrQzkCt/L4tk7uLNd4iRhtitodkV+UTqWJrZNZzGVdSimF1diS6Ptu465eOuVJtL2ONyyGJ7VOc+X+aTZMrTLTqMqU4DHiSSMbCxL0ep6BFGFN5w7yzfunObOLQEzocVQklDxBa0oJp4NOXnjOvzG0LVrNpzyyODw4r+Nwu7M+Pj67+tc/ijHTwzAAVaNrwE4dP+jO//wrPN+ZmVrYhvt6drlt9/9GMOVLo3qLIP1GVynxdZnbLbtHWRkyGLAVVTSilmWRV6a2ZKpemJJHEfgueC7ioqv0sZaXSp+B9eJiZSmGwtiBbHSJKoXvZeNnq5urLGZD5gi764TY8kYoRPCWNOJBWGkUgtrKrEqZRb6vzOt1WjbRgK1rIQoTpgONTMdi6qrcFOObuYhEjc20p+ZXGZ5kZJuZCGEgxSayWnFqsUha5e3ue3xDgfbHp4Ny0cTzjyxzsji4znvjOOuPfHkNe9R3dYOy1/xYkPgeY+fKIBn49SNK1Dh4R1i/XG/9fjj9qcuuPCE3+g2H7pg79QdfPY7iotPD6hUYbDqMeorao6m5mvTxg4g8/ZJYSZjqRrjOhrP1QRpQfZKEBGriIOT0oAZUle4Rmc1EilH+smc52eTWZW3M8/6g0YKwkSYVnlKpwA0EmJ/7e28lJo0TaWywvNjgxHSipgJLRoh+KHZdy9SxLEiTqxU/RG5vJkkgrayiROjQ2ptFKjpWcU5J3Q4/6SDPLF7KWefcSove8nJt2jL+9uB4bUP7dgd7Vg1vvrFPu0vaPxEAhxAuiMAW7XWW4FH7n9g8pjG6mM/tuXAU+t27bvHum/rETatAISm2dKMNMxJ3T9pmo5WvPnlQiM3JnhuRC3osudwwjfuqGJpK08Q6AU90fMm0psUZm5tSxo93rQqVyk4VXoXMBp2onrUpBiPknsv6QEdYRw8Qlhcdk6Lr93RYf/hgE4A3VS/juKs32R64WjzHZ5rSm/sPxwAUPFC9h2W7Dk4zDnHHeSx7Q1efd45ycvkxq2a8FfXH/+SvYliS8UXz/2k/BiOn1iAZyMtdLlFxxNb4jh55cXnjizDOvOaO3d8u/HKl+yvPrrzMLv3Oaxf7hIEmu88OsmRqQrDdaOcOLbMowcz3mwAHuN5IbFImO54OMLCkWnzWt0DuOkOXLbk/SA3aWRpve2C9zBJmwAnClRiNOzcgPfFgoNxAiWJJI4dah74dGlFinYk6MY6TzhIlOlnGcYQRsaCN2ptjjRnuW/LMVQ8j4G64Om9XQ5NLebyS1Y0L7vs1dNhKK+oDa54Rgi5w3N/soGdjZ94gGdD2ENorXecfPLIrqf3zm78lSvk2csXRf/71u9tjp9+avvwaHV3PYltLnmJ4j++oQg8h8GajZSCOK370ePNCYEXIehy32abZyYrVALwrJ43sdQ/HvKgEdMXs9ezMutHWcyvyQy/aV2dRRSmF4rOeqIVkxhSD6Y29UVmOy6jgzYnH9fk0f0xs6HDQGwkvkQZi21ZgjCCyRmoBhKI+MptFbotELLD4oPjM2s2rD5yYuMEuzGm3zG+etWdmqEprbWy5IsWZPoDHz89v4Q8yVctqjQnTt6w9IZavX7stV/+/No3v/nN72/65z5qVxY/sGy00lm5pMoxI5J14xHSarLvcIyUZoLpOwrfSwi8kEPTMV++tUbUChjxFb7dK8qvUte77qMVxYlmltjbn7Fm4klEoT97CvT0osmzcvLsHPOolKAbOsw0faqezxvO7TA22GImErRD6EYmlkQpOGYkItFNtuxss3OvZqYzDPZgZ+2qRQ+86xc3Pfqq1775/d/85nVra7X6sZY3fsOOnZ0JKcRPFbjhp8iCF0d9cAmYNMfW07uexnXsv9BYf3HySeNWpXLsPzgV79iqfOa8wWCbteNIi6m2T81v43tGa674XWwrZuszghvuG2JxQzJSTah5MN0xpZw9J7PCxmrm2nUa52LbZoIpRJYs3MtLKwZyxYqUL5sgLEgTLiydRyNa0tAmITQT0x5hLKl4IS87rcm6ZW3u2jzATCiphorZdsLh6ZChumDPTMxU2CAYGE+GFo/fesmFbJmdbV3lOmHiex6/+T8+oJcuXdt6sc/XD3P8VAK8OFaNr4IetY2bs1PvXLPeGwo7hz6wa9vX3KC6PTnlhNHTFi/rnn7g4GGEmGLH/ogNKz1uf1wz3PCouIrhmuSE1YKtB7o8uVPSCExKVycE21IkiWmHZUlDcwIvpurHiLThUpxYaTkGExPjWQbUsx2JLRW+m4XRmomvZxtHkXG9C6pBi8074andNU5aKxlu2Bw4UuesYyN274tZuySkPatZPT5AfWAR2pHfGxqYvG/TSeutN/7speH40kW/t6bdnRgeGnyxT8mPdPzUA7x/VGsDABPA/wvw1Ob/wpLigqcPtC+1gu4VrnNkw55dXSZmH2bbM4orzgmZmW0xOz3EaRskwUCTx3dUCHybdeOaQ5Mhh6c8apWs7YfGcxMG6y2aYYfd+4dYMWozMtBGp3XMA1swGCjGRxOePhxzqOVR8YxkqLVRc4YHYg7NJByccNi4UmJZEQ9uh8e2aFaMxnzn/pB2d4hT1ko2P13hXVecyOFmwOLh4Sds17nmyEz9m6uH1S3vfe2F/K/febGP+os3/q8DeP9Yc9yFALd0WpO3CPju/slo7crVR9TM7m3qojOWrz7/1MHf3bHzcR7aupTFo0+x7eA0UtjUfYf1K7rsn+pwYNJh0WBCzRdUfaO01KuzfPKmACuqUD0tZsVSieUqiDUumpGa4MzjHE6zZ/nHawV6yKPZNnLeKkcwOhhysDXN4zsqjFQdliyKODSjwPUYHF3J1icXMzqyHss79EEvOLT9hBNfJheNDMrpdmUbcMOSsR9Orb+ftPF/PcCz4VcGAW7Inndbh9h0bjCow213xElMR49Ey9Yuf+8rxs69ZNkaj9GaYP++23hmcpaVyz1iYeNVFJufCVk1GrPriOK+hz1OXBHT6UZs3hHy3UcdLjh1ilsedFG6isBj02rBeRsnCNtjnLAGJpsuQwNwZMZhwzKH/YcHOOn08xkb7fL6V1pMNt0bhxeFH17RaTnr1p7ESevHbzn7nO7kivGxF/sQ/liO/x/gCwyvsghgEvgKwP4Du0CzeXiUxccsR9lEXH/wISKlGBuRTM3aJGo2Wjp+9p8sG5u57OHda6Pzz/IYX+RwzHiIsJbgB3XO2ZRQGUiQSY3Vaz1Gxtq88ZWz7Nq3yDnrpMpX//Pau/7E9wJnum2zdMxjbFGNVWtOoFqx2DTkSMdlP7D9vIt+8KWGfxrHT4ea/2Mybrz5dtBi8YC/Z+D+pzu627QZG7DYsLKLtKe555FFbFyjuXfLDFJXWL/cY3Q4YqrZZNf+IXHuaUunlNL71x1/9ov9U35qxv8BkbX3A6n+RJwAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NDg6MzIrMDA6MDDEFD6OAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjQ4OjMyKzAwOjAwtUmGMgAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 22575235
    {'hecke_orbit_code': 4503943325417554, 'n': 1, 'trace_an': 40}
  • id: 22575236
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  • id: 22575237
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  • id: 22575238
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  • id: 22575239
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  • id: 22575240
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  • id: 22575241
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  • id: 22575242
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  • id: 22575243
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  • id: 22575244
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  • id: 22575245
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  • id: 22575246
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  • id: 22575247
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  • id: 22575248
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  • id: 22575249
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  • id: 22575250
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  • id: 22575251
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  • id: 22575252
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  • id: 22575253
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  • id: 22575254
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  • id: 22575255
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  • id: 22575256
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  • id: 22575257
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  • id: 22575258
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  • id: 22575259
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  • id: 22575260
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  • id: 22575261
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  • id: 22575262
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  • id: 22575263
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  • id: 22575264
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  • id: 22575265
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  • id: 22575266
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  • id: 22575267
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  • id: 22575268
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  • id: 22575269
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  • id: 22575270
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  • id: 22575271
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  • id: 22575272
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  • id: 22575273
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  • id: 22575274
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  • id: 22575275
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  • id: 22575276
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  • id: 22575277
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  • id: 22575278
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  • id: 22575279
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  • id: 22575280
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  • id: 22575281
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  • id: 22575282
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  • id: 22575283
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  • id: 22575284
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  • id: 22575285
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  • id: 22575286
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  • id: 22575287
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  • id: 22575288
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  • id: 22575289
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  • id: 22575290
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  • id: 22575291
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  • id: 22575292
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  • id: 22575293
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  • id: 22575294
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  • id: 22575295
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  • id: 22575296
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  • id: 22575297
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  • id: 22575298
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  • id: 22575299
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  • id: 22575300
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  • id: 22575301
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  • id: 22575302
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  • id: 22575303
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  • id: 22575304
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  • id: 22575305
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  • id: 22575306
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  • id: 22575307
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  • id: 22575308
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  • id: 22575309
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  • id: 22575310
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  • id: 22575311
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  • id: 22575312
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  • id: 22575313
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  • id: 22575314
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  • id: 22575315
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  • id: 22575316
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  • id: 22575317
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  • id: 22575318
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  • id: 22575319
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  • id: 22575320
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  • id: 22575321
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  • id: 22575322
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  • id: 22575323
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  • id: 22575324
    {'hecke_orbit_code': 4503943325417554, 'n': 90, 'trace_an': 159820}
  • id: 22575325
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  • id: 22575326
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  • id: 22575327
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  • id: 22575328
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  • id: 22575329
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  • id: 22575330
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  • id: 22575331
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  • id: 22575332
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  • id: 22575333
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  • id: 22575334
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  • id: 22575335
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  • id: 22575336
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  • id: 22575337
    {'hecke_orbit_code': 4503943325417554, 'n': 107, 'trace_an': -491572}
  • id: 22575338
    {'hecke_orbit_code': 4503943325417554, 'n': 109, 'trace_an': 0}
  • id: 22575339
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  • id: 22575340
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  • id: 22575341
    {'hecke_orbit_code': 4503943325417554, 'n': 125, 'trace_an': 282301}
  • id: 22575342
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  • id: 22575343
    {'hecke_orbit_code': 4503943325417554, 'n': 128, 'trace_an': 163840}
  • id: 22575344
    {'hecke_orbit_code': 4503943325417554, 'n': 131, 'trace_an': 617352}
  • id: 22575345
    {'hecke_orbit_code': 4503943325417554, 'n': 137, 'trace_an': 0}
  • id: 22575346
    {'hecke_orbit_code': 4503943325417554, 'n': 139, 'trace_an': -670320}
  • id: 22575347
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  • id: 22575348
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  • id: 22575349
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  • id: 22575350
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  • id: 22575351
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  • id: 22575352
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  • id: 22575353
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  • id: 22575354
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  • id: 22575355
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  • id: 22575356
    {'hecke_orbit_code': 4503943325417554, 'n': 191, 'trace_an': 0}
  • id: 22575357
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  • id: 22575358
    {'hecke_orbit_code': 4503943325417554, 'n': 197, 'trace_an': -1976067}
  • id: 22575359
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  • id: 22575360
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  • id: 22575361
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  • id: 22575362
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  • id: 22575363
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  • id: 22575364
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  • id: 22575365
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  • id: 22575366
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  • id: 22575367
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  • id: 22575368
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  • id: 22575369
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  • id: 22575370
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  • id: 22575371
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  • id: 22575372
    {'hecke_orbit_code': 4503943325417554, 'n': 269, 'trace_an': 3355015}
  • id: 22575373
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  • id: 22575374
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  • id: 22575375
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  • id: 22575376
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  • id: 22575377
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  • id: 22575378
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  • id: 22575379
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  • id: 22575380
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  • id: 22575381
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  • id: 22575382
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  • id: 22575383
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  • id: 22575384
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  • id: 22575385
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  • id: 22575386
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  • id: 22575387
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  • id: 22575388
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  • id: 22575389
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  • id: 22575390
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  • id: 22575391
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  • id: 22575392
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  • id: 22575393
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  • id: 22575394
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  • id: 22575395
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  • id: 22575396
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  • id: 22575397
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  • id: 22575398
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  • id: 22575399
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  • id: 22575400
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  • id: 22575401
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  • id: 22575402
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  • id: 22575403
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  • id: 22575404
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  • id: 22575405
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  • id: 22575406
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  • id: 22575407
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  • id: 22575408
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  • id: 22575409
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  • id: 22575410
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  • id: 22575411
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  • id: 22575412
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  • id: 22575413
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  • id: 22575414
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  • id: 22575415
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  • id: 22575416
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  • id: 22575417
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  • id: 22575418
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  • id: 22575419
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  • id: 22575420
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  • id: 22575421
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  • id: 22575422
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  • id: 22575423
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  • id: 22575424
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  • id: 22575425
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  • id: 22575426
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  • id: 22575427
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  • id: 22575428
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  • id: 22575429
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  • id: 22575430
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  • id: 22575431
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  • id: 22575432
    {'hecke_orbit_code': 4503943325417554, 'n': 613, 'trace_an': 38553523}
  • id: 22575433
    {'hecke_orbit_code': 4503943325417554, 'n': 617, 'trace_an': 45704630}
  • id: 22575434
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  • id: 22575435
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  • id: 22575436
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  • id: 22575437
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  • id: 22575438
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  • id: 22575439
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  • id: 22575440
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  • id: 22575441
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  • id: 22575442
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  • id: 22575443
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  • id: 22575444
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  • id: 22575445
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  • id: 22575446
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  • id: 22575447
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  • id: 22575448
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  • id: 22575449
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  • id: 22575450
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  • id: 22575451
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  • id: 22575452
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  • id: 22575453
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  • id: 22575454
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  • id: 22575455
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  • id: 22575456
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  • id: 22575457
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  • id: 22575458
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  • id: 22575459
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  • id: 22575460
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  • id: 22575461
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  • id: 22575462
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  • id: 22575463
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  • id: 22575464
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  • id: 22575465
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  • id: 22575466
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  • id: 22575467
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  • id: 22575468
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  • id: 22575469
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  • id: 22575470
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  • id: 22575471
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  • id: 22575472
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  • id: 22575473
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  • id: 22575474
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  • id: 22575475
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  • id: 22575476
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  • id: 22575477
    {'hecke_orbit_code': 4503943325417554, 'n': 887, 'trace_an': 156666830}
  • id: 22575478
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  • id: 22575479
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  • id: 22575480
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  • id: 22575481
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  • id: 22575482
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  • id: 22575483
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  • id: 22575484
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  • id: 22575485
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  • id: 22575486
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  • id: 22575487
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  • id: 22575488
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  • id: 22575489
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  • id: 22575490
    {'hecke_orbit_code': 4503943325417554, 'n': 983, 'trace_an': 147451758}
  • id: 22575491
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  • id: 22575492
    {'hecke_orbit_code': 4503943325417554, 'n': 997, 'trace_an': 73244215}