Embedded newform data - 20.9.b.a.11.16

Formats: - HTML - YAML - JSON - 2025-09-04T10:29:22.603494

• 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': 1620, 'analytic_conductor': 8.147572201222545, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [20, 2, [11, 17], [1, 2]], 'cm_discs': [], 'conrey_index': 11, 'dim': 16, 'field_disc': 52558969292624752486108280072364539801698602935009765625, 'field_disc_factorization': [[3, 4], [5, 11], [19, 2], [106349, 1], [18604824618190828499, 2]], 'field_poly': [206161212459445, 15986651928135, 1712647133330, -448299413930, 34408048994, -8558999923, 626274432, -116275535, 46850799, -1105435, 466168, -61783, 4390, -834, 26, -5, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 68870471700, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 43980465111040000000000000000, 'hecke_ring_index_factorization': [[2, 58], [5, 16]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '20.9.b.a', 'level': 20, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '20.9.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{1}q^{2}+(\\beta _{1}+\\beta _{3})q^{3}+(-3+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '20.9.b', 'trace_display': [6, 0, 0, 0], 'trace_hash': 2166689656433332962, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.022', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.076', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '990.484', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '118239.001', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [16, 6, 0, -52, 0, 4368, 0, -14184, -38800, 8750, 0, -64040, 51392, 68472, 0, -81424, 27552, -616994, 0, 172500, 414496, -389120, 0, 163792, 1250000, 1037124, 0, 1288520, 2764896, -805000, 0, -4379904, -5521600, 3793964, 0, -5468916, 9009472, -3087360, 0, 385000, -8576448, -4067400, 0, 16921200, 1580000, -7974152, 0, -2696640, -32803600, 468750, 0, 6679352, 2452032, 8898704, 0, 34134768, 11957760, 52156572, 0, -24185000, 8371712, 1290000, 0, -47543872, 9060000, 19358000, 0, 16095192, 7527264, 10500000, 0, -42242664, 61907232, -138210876, 0, 2570400, 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• mf_hecke_cc •

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

  
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-0.2749121930835523, -0.24171722094727782, 0.07107224577943452, -0.4136791915613481, -0.32939426649479436, -0.44067363833169776, -0.18612782487691745, -0.4417017860307676, 0.011632992902533603, -0.3602695542576545, -0.3921077359811859, -0.36952166131454345, -0.40989633049449276, -0.11403846256228066, -0.29725155645766194, -0.4813393219936079, 0.08005456883826674, -0.20569045914798142, -0.294873265183528, -0.3980913567964858, 0.1879361365109966, -0.27800154968752233, 0.17854945789789547, -0.2096836421583146, -0.43714310206534324, -0.3477919586633074, -0.4745943155633312, 0.1278062837738668, -0.42194564574324256, 0.03463763836038223, -0.2638996587529827, -0.46856301104320863, -0.24712188056084247, -0.2639467783351984, 0.06611237480177308, 0.03785600526027932, -0.4831640147826091, -0.3867852362249211, -0.2116525920358033, -0.31786505052777647, 0.07025239551753415, -0.22242775150313362, 0.14265668005496912, -0.2705067414671068, 0.0253019127761566, -0.2920361035408306, -0.3321763216365388, 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-0.2179414980040618, -0.20320021473483002, 0.08196165098195249, 0.07700999451964632, 0.04830142530955088, 0.07404535955557809, 0.058311181466071796, -0.2123001353942092, -0.2641748834633825, -0.25438673090561276, 0.1409142909665465, -0.15406346136035182, 0.1693577093535685, -0.44564403994877827, -0.14625473332536432, -0.4989206467823665, -0.4398417043060808, -0.22895698060536443], 'char_orbit_index': 2, 'conrey_index': 11, 'dual_conrey_index': 11, 'dual_embedding_index': 15, 'dual_embedding_m': 15, 'embedding_index': 16, 'embedding_m': 16, 'embedding_root_imag': -3.3524456055846534, 'embedding_root_real': -5.645650232194471, 'hecke_orbit': 1, 'hecke_orbit_code': 68870471700, 'label': '20.9.b.a.11.16', 'level': 20, 'weight': 9}
• 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': 1620, 'analytic_conductor': 8.147572201222545, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [20, 2, [11, 17], [1, 2]], 'conrey_index': 11, 'cusp_dim': 22, 'dim': 16, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68870471700, 'hecke_orbit_dims': [16], 'label': '20.9.b', 'level': 20, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 26, 'mf_new_dim': 16, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 16, 'sturm_bound': 27, 'trace_bound': 0, 'trace_display': [6, 0, 0, 0], 'traces': [16, 6, 0, -52, 0, 4368, 0, -14184, -38800, 8750, 0, -64040, 51392, 68472, 0, -81424, 27552, -616994, 0, 172500, 414496, -389120, 0, 163792, 1250000, 1037124, 0, 1288520, 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34641828006, 0, 23944266936, 6363900000, 546742896, 0, 18200015520, -2246845216, 683593750, 0, -65825311000, 11024398400, -27490777848, 0, -11258769664, -5451911328, -16032809960, 0, -14003895000, 2335540768, 41431664320, 0, 41717139200, -5958700000, 21943200, 0, 21720935240, -26454872064, 22241740000, 0, -46342955808, 3960024000, -21044006276, 0, 5994397216, 23849556992, -41583951360, 0, -18236450000, 10409143872, 66881551640, 0, 57135495600, -4086880000, -510898400, 0, 36801646336, 5365732912, 15889807500, 0, -50416068968, -3361608768, -61733376704, 0, 27396904944, -1863731840, -27436980428, 0, -5003125000, -23394489184, 46309261680, 0, 50916876800, 14718060000, -5174597796, 0, 35285843520, 35934969824, 23788480000, 0, -97838694560, -47529551328, -65629750716, 0, -6119976800, -77892087168, -8578377040, 0, -24033960000, 25132481696, 84275300360, 0, 48346460492, 4015000000, -6787218192, 0, -43014391888, 20276894304, 37912090000, 0, -16684956360, -32520007808, -42893804088, 0, 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326868715000, 0, -1364675273928, 3395067193280, -1171251146368, 0, -485603099104, 1011340431744, 86052759132, 0, 100665625000, -1273678685568, 1066378771200, 0, -62048601600, -464675420000, 823615585804, 0, 667057409280, -646143214624, 316671120000, 0, -165173064528, -2437690236480, -2244597117200, 0, -622075507200, -3153575149440, -480933943520, 0, -552645330000, 2670784094496, 1587672459846, 0, 60218083416, 216007500000, -959563788592, 0, 1464065454240, 118767268304, 118932077500, 0, -1308522814320, 2043641511872, -970870808088, 0, 1255681523328, 509602968000, -2051816144668, 0, -281694855000, -2922826227200, 1906810259680, 0, 1870841820800, -829821620000, 1100525857044, 0, 1940241999840, 288787183584, -62890625000, 0, -1319544172800, -3393729826240, -1230598285912, 0, -416659798528, 900038725632, -912042273120, 0, -693669560000, 695433930912, 3013908400920, 0, 1455460040400, 1603030600000, -1387943463912, 0, -165139525120, 634055941536, 851473050000, 0, -1703855291688, 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0, 276704744368, 828702836832, -1201652841120, 0, -710591925000, -7406401453888, 1466795602960, 0, 3838653414144, -2461434700000, 645442031964, 0, 946209426560, -2540279635200, 1082547290000, 0, -2196433941648, -4614491361888, -2848736196000, 0, 2099547671600, -3054999984448, -640881890400, 0, -1154315360000, 4854942353472, 3069991409366, 0, 2219773874928, 3228131760000, 246862808528, 0, 302304729440, 3085982232544, -83286382500, 0, -2148778429160, 6952001959680, -1625062613936, 0, -1670564074752, 3667573509440, 1336056870372, 0, -427259062500, -5834088641152, 3393620743200, 0, -1148065819856, -2258830560000, 2928298858000, 0, 3282643186920, -3532870250400, 670744150000, 0, -2373277963520, -6993395078080, -4045005755316, 0, -529502799848, -2129631107520, -1258354815200, 0, -74808870000, 6555394878496, 5897342974892, 0, -916186251200, 703865000000, 909347044008, 0, 2464299372032, 2034404935296, 1276494670000, 0, -1630908508008, 6589984847680, -681537484688, 0, 281329622384, 2598009544032, -3685787647800, 0, -559012435000, -4501802036448, 1338022149360, 0, 1439562700800, -4694051400000, -3761529947600, 0, -577781489920, -3206496525952, -241200000000, 0, 546474515680, -2282498320608, 2039031665044, 0, 939180554400, -4612240017280, -657802252160, 0, -14271680000, 5907376263056, 1603959353784, 0, 2586985029656, 1795982880000, 177429028752, 0, 2182698913176, 2129178291200, 570109507500, 0, 1282646254600, 12413438888320, -1102759465608, 0, -2793634607968, 593788367712, 1078346952440, 0, 1098493072500, -10500959014592, -1879637881120, 0, 1791718406624, -2946618100000, -1593944842632, 0, -2711929399360, 3137640766944, 504957310000, 0, 1683166951680, -15467424887360, 679592488400, 0, 2347207879296, -2945887807168, -582510692640, 0, 30078125000], 'weight': 9, '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: 701203
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68870471700, 'source_is_minimal': True, 'source_label': '20.9.b.a.11.16', 'source_level': 20, 'target_conrey_index': 11, 'target_dim': 16, 'target_embedding_index': 16, 'target_hecke_orbit_code': 68870471700, 'target_is_minimal': True, 'target_label': '20.9.b.a.11.16', 'target_level': 20, 'twist_class_label': '20.9.b.a.11.15', 'twist_class_level': 20, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 701204
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68870471700, 'source_is_minimal': True, 'source_label': '20.9.b.a.11.16', 'source_level': 20, 'target_conrey_index': 91, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137589948596, 'target_is_minimal': False, 'target_label': '180.9.c.a.91.1', 'target_level': 180, 'twist_class_label': '20.9.b.a.11.15', 'twist_class_level': 20, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 701205
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68870471700, 'source_is_minimal': True, 'source_label': '20.9.b.a.11.16', 'source_level': 20, 'target_conrey_index': 11, 'target_dim': 16, 'target_embedding_index': 15, 'target_hecke_orbit_code': 68870471700, 'target_is_minimal': True, 'target_label': '20.9.b.a.11.15', 'target_level': 20, 'twist_class_label': '20.9.b.a.11.15', 'twist_class_level': 20, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 701206
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68870471700, 'source_is_minimal': True, 'source_label': '20.9.b.a.11.16', 'source_level': 20, 'target_conrey_index': 99, 'target_dim': 32, 'target_embedding_index': 12, 'target_hecke_orbit_code': 9007405564166244, 'target_is_minimal': False, 'target_label': '100.9.d.c.99.12', 'target_level': 100, 'twist_class_label': '20.9.b.a.11.15', 'twist_class_level': 20, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 701207
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68870471700, 'source_is_minimal': True, 'source_label': '20.9.b.a.11.16', 'source_level': 20, 'target_conrey_index': 99, 'target_dim': 32, 'target_embedding_index': 21, 'target_hecke_orbit_code': 9007405564166244, 'target_is_minimal': False, 'target_label': '100.9.d.c.99.21', 'target_level': 100, 'twist_class_label': '20.9.b.a.11.15', 'twist_class_level': 20, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 701208
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68870471700, 'source_is_minimal': True, 'source_label': '20.9.b.a.11.16', 'source_level': 20, 'target_conrey_index': 51, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510867752583268, 'target_is_minimal': False, 'target_label': '100.9.b.d.51.1', 'target_level': 100, 'twist_class_label': '20.9.b.a.11.15', 'twist_class_level': 20, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 9}
  • id: 701209
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68870471700, 'source_is_minimal': True, 'source_label': '20.9.b.a.11.16', 'source_level': 20, 'target_conrey_index': 191, 'target_dim': 16, 'target_embedding_index': 16, 'target_hecke_orbit_code': 13510867752583488, 'target_is_minimal': False, 'target_label': '320.9.b.d.191.16', 'target_level': 320, 'twist_class_label': '20.9.b.a.11.15', 'twist_class_level': 20, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 701210
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68870471700, 'source_is_minimal': True, 'source_label': '20.9.b.a.11.16', 'source_level': 20, 'target_conrey_index': 191, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510867752583488, 'target_is_minimal': False, 'target_label': '320.9.b.d.191.1', 'target_level': 320, 'twist_class_label': '20.9.b.a.11.15', 'twist_class_level': 20, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 701211
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68870471700, 'source_is_minimal': True, 'source_label': '20.9.b.a.11.16', 'source_level': 20, 'target_conrey_index': 91, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137589948596, 'target_is_minimal': False, 'target_label': '180.9.c.a.91.2', 'target_level': 180, 'twist_class_label': '20.9.b.a.11.15', 'twist_class_level': 20, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 9}
  • id: 701212
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68870471700, 'source_is_minimal': True, 'source_label': '20.9.b.a.11.16', 'source_level': 20, 'target_conrey_index': 99, 'target_dim': 32, 'target_embedding_index': 11, 'target_hecke_orbit_code': 9007405564166244, 'target_is_minimal': False, 'target_label': '100.9.d.c.99.11', 'target_level': 100, 'twist_class_label': '20.9.b.a.11.15', 'twist_class_level': 20, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 701213
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68870471700, 'source_is_minimal': True, 'source_label': '20.9.b.a.11.16', 'source_level': 20, 'target_conrey_index': 99, 'target_dim': 32, 'target_embedding_index': 22, 'target_hecke_orbit_code': 9007405564166244, 'target_is_minimal': False, 'target_label': '100.9.d.c.99.22', 'target_level': 100, 'twist_class_label': '20.9.b.a.11.15', 'twist_class_level': 20, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 9}
  • id: 701214
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 16, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68870471700, 'source_is_minimal': True, 'source_label': '20.9.b.a.11.16', 'source_level': 20, 'target_conrey_index': 51, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510867752583268, 'target_is_minimal': False, 'target_label': '100.9.b.d.51.2', 'target_level': 100, 'twist_class_label': '20.9.b.a.11.15', 'twist_class_level': 20, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 78250
    {'charpoly_factorization': [[[18446744073709551616, -432345564227567616, 12384898975268864, 4987384743591936, -30717606100992, 16086800007168, 907244732416, -14677966848, 6320095232, -57335808, 13843456, 958848, -7152, 4536, 44, -6, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 2}
  • id: 78251
    {'charpoly_factorization': [[[213398473077332121592700928000, 0, 856914006842422920880128000, 0, 1211574848925683038003200, 0, 734061840467687424000, 0, 201935571626361600, 0, 27929868057600, 0, 2013496736, 0, 71888, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 3}
  • id: 78252
    {'charpoly_factorization': [[[-78125, 0, 1], 8]], 'hecke_orbit_code': 68870471700, 'p': 5}
  • id: 78253
    {'charpoly_factorization': [[[27165304665703056481827130122233669041370752000000000, 0, 671580041886716017332961205691515122918400000000, 0, 1332150545187653460081139699087345280000000, 0, 689424782658066094971228046284800000, 0, 166239191725940986912421344000, 0, 21812161278237847014400, 0, 1606909491360416, 0, 62520208, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 7}
  • id: 78254
    {'charpoly_factorization': [[[697363857688673609649067879884835711971208771120660480000000, 0, 34989162447199081930076598227193598782956409297305600000, 0, 13449768625991341273260365071058892644635639808000, 0, 1507688843479914305517603412612732682240000, 0, 41616401118695633688489063158579200, 0, 343083883136030339792896000, 0, 1195920347658713600, 0, 1834292800, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 11}
  • id: 78255
    {'charpoly_factorization': [[[364947321118786062172154806197510400, -2609768403326620366400359147520, -3074690046012847955386306816, -39133483329273416454656, 5552220809532855904, 65251903733888, -3918908944, -25696, 1], 2]], 'hecke_orbit_code': 68870471700, 'p': 13}
  • id: 78256
    {'charpoly_factorization': [[[923321320762947347588176797246791737600, 868879612080694103711665159203840, -894999541628324093115708252416, -1052838182125882481646336, 272470941978437672544, 235465819867968, -29149573904, -13776, 1], 2]], 'hecke_orbit_code': 68870471700, 'p': 17}
  • id: 78257
    {'charpoly_factorization': [[[2247401991974017225500218150438897684712958554599086836852140595352698880000000, 0, 41543019394034547317349470718315618853493964266732670721041262182400000, 0, 38656383908544591935685996076255635579466518004986112114688000, 0, 13391647226963368634039084942380286350016565477376000, 0, 2156887908887390237499255509685720265523200, 0, 175352365392915420775795235225600, 0, 7220961266423149568000, 0, 140354374400, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 19}
  • id: 78258
    {'charpoly_factorization': [[[3464503592981503126502348635340453646349479380252040126985813227911568827167449088000, 0, 2000497658938189815206016128758872606242261870311997076180338069107941376000, 0, 367956547635166987723596245447505897046948658705870277465855795200, 0, 26760872256135603813576917052386951772503188867380428800, 0, 914305297960332454401799846181811213236704000, 0, 15778729070691959562820240960025600, 0, 140250400513642516527776, 0, 605772255248, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 23}
  • id: 78259
    {'charpoly_factorization': [[[-6157575736849049533526530201895653012378767104, 135338102797962399193127908478762075808768, 369772706028068986662784400053383936, -1650581473092996446256974191872, 41274553359340046937440, 3363612153604773312, -1871124761424, -1382448, 1], 2]], 'hecke_orbit_code': 68870471700, 'p': 29}
  • id: 78260
    {'charpoly_factorization': [[[81757518359498861614380666754901809484940352503957533162194554085462294029590855680000000, 0, 13623985567140957827326937257372634121852807140701106467521148766271202918400000, 0, 836661034212654536867195104293623905286968019207677939772291022848000, 0, 23177163843614385470577031327073645018404637499704999936000, 0, 292623542990573830117988965955366884141765427200, 0, 1743701690851161461625358515173785600, 0, 4564300409188891641612800, 0, 3869440168000, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 31}
  • id: 78261
    {'charpoly_factorization': [[[-3741253235261884044585732078298568426693238521600, -3692823929176956617319490580436754933012480, 22357158190103199455950453638240737024, -1140684549833389017545721888256, -37804207555433712274967456, 28606254120877141888, -1011016783504, -4504736, 1], 2]], 'hecke_orbit_code': 68870471700, 'p': 37}
  • id: 78262
    {'charpoly_factorization': [[[-5636328779981431397628202473912459599886951505664, -10475905620882969674088479179996801366063104, 63247020467175001287050436489322733312, 130237027680703366488080939371008, 13688980700131481255361120, -69037413531871721088, -16725655141648, 4288224, 1], 2]], 'hecke_orbit_code': 68870471700, 'p': 41}
  • id: 78263
    {'charpoly_factorization': [[[2621426506580083510897207723971643780622883968294768966361888186908989194542408874659797866112000000000, 0, 5225814128352223295257291610486291308493974777130097032043621672752173359920538342400000000, 0, 3503338880254965667433321774077622098257389501706953270922132369111962240000000, 0, 1180327760727209383415336643148121607047276499374526090580633600000, 0, 228399959590449929657684263841097164806894385673184000, 0, 26470382813528273727299966281416224691200, 0, 1807056298521457195867853216, 0, 66438388278608, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 43}
  • id: 78264
    {'charpoly_factorization': [[[117356859038351564612004175636537577110948838080223975715719870650055804840786028599022351775080448000, 0, 728092544257266761277726754241620830579702954071408457098931647975706887505757945403121664000, 0, 497542765272865226262463069548374583263177178070757964468490408903856291632947200, 0, 119874778951769456080742409732224045252393926185241263641508901273600, 0, 12709938435977822485164780211173854243369979472660960000, 0, 656652159145302702658692969999124304153600, 0, 17105291530553392594103781536, 0, 212987224675088, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 47}
  • id: 78265
    {'charpoly_factorization': [[[-1897221841229329594191324116964435390512385414867910400, -3688736373085909623695534914532972419643476162560, -628810967039842580997250636359850256722176, 139828675272316159309648399147067904, 30816499503724862105365173344, -731918415187512001152, -325511630876304, -1226016, 1], 2]], 'hecke_orbit_code': 68870471700, 'p': 53}
  • id: 78266
    {'charpoly_factorization': [[[606762278273841566738547443396874395197771806324505653201082034231611577211194377178360216952753126113280000000, 0, 103291938247541446559926130887889508937430050579326355488394123907810851619325277143417067929600000, 0, 7021983627177648771752386165964797447544922116652154557058479716532991897337069568000, 0, 249951392161869199079311637680056482314602700310187427450009512050688000, 0, 5053489377185605814267979645658953845348641284061082419200, 0, 58182819190494197093743052044229738810572800, 0, 357986891045754125381350195200, 0, 1008565133875200, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 59}
  • id: 78267
    {'charpoly_factorization': [[[8392190285881560501363950506909505384629712115950776576, 676929491524318463639174484571162028576896761856, -2051084601170576309379830254010344892316928, -289618360953886324168989905729441792, 58879666270197556574084487520, 5337577740078083720192, -699551291214928, -4185856, 1], 2]], 'hecke_orbit_code': 68870471700, 'p': 61}
  • id: 78268
    {'charpoly_factorization': [[[75489731367932202663497070119957720687206328468944298356092919444882610408539569581797245886308203960639488000, 0, 91824043616132362375182137925184562115567298523780307379705013405289494360453750539790663426048000, 0, 30391905951151173443149568364677162869023917282893165657463856751620970569564387123200, 0, 2255961208368871303595959517798351039981269776387650935156209544742912000, 0, 46546969529538257808479189998915229723758139945606638969600, 0, 399509954447477193478450350498326854276326400, 0, 1524197962963520196723260667296, 0, 2346295879547728, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 67}
  • id: 78269
    {'charpoly_factorization': [[[2981235786347865173929787817401192879264312686877382512642169096663502756707673000206876728403329528450284257280000000, 0, 247950038783611493895422855408531824079647769744717572155181888830312892745913844368089698156308070400000, 0, 2423301159623505872162418165008647864280459818276593411278862703671326113938063352659968000, 0, 10062195536337002823238293941570956414846348714508667968532548847480602624000, 0, 22012134385841709067303668795856134527816142626473758495539200, 0, 27094171629565435922575157588372484477716070400, 0, 18773405756581758080275375884800, 0, 6806910428776000, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 71}
  • id: 78270
    {'charpoly_factorization': [[[-2653722541728868703899187830928265871647207435623360249600, 732671799638601174475657025914075385478965683461120, 232875704248041983569778388426751977011148544, -32293488118528958495047716034119196416, 451049420115723930740581152864, 65325692160646449941568, -1779011523699344, -30953616, 1], 2]], 'hecke_orbit_code': 68870471700, 'p': 73}
  • id: 78271
    {'charpoly_factorization': [[[101429299036843884299799655455526909518280701469219568853015625399130023833659734143121020241977512161894727680000000, 0, 77938724215621910948526614343852617822678248742223296698572180939849777187120341638346055874930278400000, 0, 7194124929091287781372832171322082121822731858107647738760736781037188649334985927426048000, 0, 45415418059658389333687806295569172289434982445675366179629779463643856896000, 0, 103162228182621885090995753103446839360316541378281059070771200, 0, 101137604589338741281596131329871758340757913600, 0, 48331809322699296847588538163200, 0, 11163172448185600, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 79}
  • id: 78272
    {'charpoly_factorization': [[[2415938963450481337052390293088151991983328346224348132463725849762612706655010603215001825033818956232042017368219648000, 0, 80804407830624386949069675121652558360850371308763858889272640406900826724728851717335626941122011078656000, 0, 521073447949071034287695433545047953477864872944532877656680498467745882482189297141151539200, 0, 1170578066772933604647419600741091290028776854474085434596640427781492110540800, 0, 1133682399055540578316232886985611062400286461280937838001120000, 0, 554894177385916998235936905674945363481960780800, 0, 144264929968651475896659223342496, 0, 19015070070478928, 0, 1], 1]], 'hecke_orbit_code': 68870471700, 'p': 83}
  • id: 78273
    {'charpoly_factorization': [[[-36304894735344418705654913987032405849468906191618807149076224, 1543503248799889670579559584564084735414853400283900928, 43665379779630453608474450679344784590481866496, -2834227830651322023121114302082307734272, 16015081895380597965177560774240, 941384441804787320331072, -11993973681529104, -53323728, 1], 2]], 'hecke_orbit_code': 68870471700, 'p': 89}
  • id: 78274
    {'charpoly_factorization': [[[404613902955552857105620355350289367298786275742772352659001600, 24034738152380526205049080154474069152318505649276687360, -953301170137317692902724296669358848282698675456, -15014512285716231617828957953043097805056, 310498582747736836869115419326304, 2208677437613936136132288, -31644063957341904, -85925616, 1], 2]], 'hecke_orbit_code': 68870471700, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '20.9.b.a', 'level': 20, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHECwiW3FzpgAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7L13oCTXed35u/dW6vTy5IjBBAwCkQMJAiCYKUoiJJKiKCpbotaybG+yZXvttey1LFlrry3Z1lo5mKJEimIUAQYQBJFzmhlgck4vv85d6d7941ZVV78Z0GHphSRvk8Xu92Y43V116tzznS9cwf//+I49PvOlR5FSrNt3+PS4SY3ZOO3iuZLnT3S4+01T4o6r64uPvJCycXpp+ua958zLhzcReJJ10z3qtVRouasJZnZ6410AG4AVoC+EeKO/2l/ah/NGf4C/LI+jJy8CXKF1us4gdK8f8Wef/Ry7Np5n+4YlAuVx/Oxn42Vz0y/0u8vf7QgTn7vosW5KEPcGdJqJd+7cwu+cOScQ6eCvnRnrRhdmF9gwDacHEWP11B0kJ//81/7g4C+8evbz4t/8k5/6F7PnTvxpkLz8fLd5SBl8EEIq6c4CJyr1jW/0KflL8fj/qeF1Hq8dnceIYMI1J+7uLr+CI2R8bnn8f+oM5LukMERxwgsvvES9ssLOjS1WOoozcxXQIUmcMNkwHDrjcc0VKRfmJZNjCY2az7ELDqmOmakLzi/GXLtDc+SMZGpM43keQeBwYl6y0oXdaxN2bZ1kz943YXBxFPQi5+sHTwz+dapT9967rmXn9k2PQLgixNo3+pT9hXz8/wDPHisrCxh4T70WXnniZEf/k1/9tP7YextXdMO1f6/bPk4t8Dh55iLt9iJR7LDck6TGI3ANDd8w1044cmHAxqmA8YpCiZiZMY9dWxS9AQgZcm7eYRDB+UWBwqMfxly5xbBusotEUqtGrF/T4dCpKZZWKtSCFN+J6Q00ra4iShImJmeo1TeinJBrdl/BywcXfvmO3bMnNu36URmJcblxjTpmDF8dH5t5o0/pX4jHf/cAP7j/UaQQdy8143fvO7r4ob1XzO8Jux6/89nD3HHtCgvzLqcXemyaVlR9mBnXnFv2UdIghWbDRMrpuYBa1fD8sZBeKAg8WGzCFTMO1YrPupmEu69t8+qJMZ4/KHjtdMKbr0nZOK2p1QRb1q2wsKIIfOiHhhcPTVOvSI7PeayfHCAFeCrl4pJirJYgSdm4NmZhsU7faO69vsap5asJ6ilvvX7s0MXFtZ+JEvk1IXjkve++540+xW/o4787gHc7LSqBP3lxduGf/4c//Jp39Oxr6c98r3/T0vLYzZ98YI71a07x9htqfOPZcfq6ybtucnjs5YAdm/t0+y4XlhVhLPCdhL2bU9ZOhix1JC8fHyNOBLs2DpjrKK7b0efISZf2wCEK4da9XQ6frdKoRBw853D7bkkUh7QHDi+fktywLaXVcblyU0QUS/adECx2AtZPwJ4tHTxHEsVwcdmlEybs3ODyrZcMb7+lS9gf54Gne9xzS5Prd2zmmcMbWez3nv/Bty++sH76ejW5+T1RtT71D9IkWp6aHH+jL8H/p4+/8gB/7chpPNcRf/yFxxgbM2rj2uqvX7sl3f3SKxfe+rXHz6kT84t87N0rrKuP8Y1na7x4ss/PfXCZdmsdX31Ws2VTj3X1CnPLCRvWwCvHFLEBgWLTZMpNuzssdwTdQcBrJxyu2dHG9Tw6PYkUgj2bNa8c1Sy0K/TiDtfviOj2x1huC14+Itm9NUELQbOnqfiGN22THDjh0I9iVtqKm3YZ1k3FKJGQpC4vHvfYvMYwv6iYnmyzbW2Nrz/j0opW+Bv3SV44MMEDzwzYvKXDX3ufotnazNml9Wl1YtNjb7khOeyI9s96yk2nNr4NoxMzPrX9jb5E/00ffyVdFJMcBaVkp9kN7v+Tvx9ed+//8b9qnf7IA48cjj/2jhNX9avVoL3s0/AFYVfy4hHBj7yzy7VX1rmwFPDg8z7f/9Ym1++Y4qGXPK7c3GPdeJ1TFxJu3RNx6KzHeC0GJAdOVdkwqVlacXji1ZQnjsJ1Ww17N0uWO4LHXpPce03MeE2x0qlz9qJDs21QbsSPvneF07MNmh3BjbsHXHflAi4TzC7OcHYB9m7T9CPJyVmfiarDwXOS3Zuh05Hs3rrI9g0BDz3ncWqpzwfv1swtTnDwFLSilBt2Rsh0nEMn+hw4dkgdWzxxzwsHmrf/3H1jt6r6m9xwEP7HO9//f/zLZ1857PuV+kDrVN+wZ8sbfem+44+/Ugw+CA3KRbaavfEKL90RRvzW/lfPJ08+e3zquf0XG6+eTZiaWeQffTTEpBt4+XCVl4/EHJnt8+43t7jzqhqvHB7nkX0R41Ndvu8tkv2H6jx2oM9VOxI2TVbA9BGOwJUOxy46rGmktEJDPQg5PZ/y6tmUuprgXbd0WWnWeeY1wzXbBTu3pKSJ4MyCS5pqdm4SXH1FzDOvCpa7Pd55s6RSu8DhU3VOXZyg6gs6PZfpsYTjFz08J0RJhdEOm9ctc/VWxaMvTfD8iZgP3N1ibW2cR18MeOlkj9uvX+G7bvE4dnqGlw9rXjke05Nd/uEPz7FxfA3Hzk2z0Fnbrk1csbR283Yn0eKn771t71O1WrUJ6L9KvvtfGQY3Zpk4Xtz28KMnNq2fkZ8Jl7855utTtbPHA+JBlYkabBw37Ds1wWOvzfJ9dzTZvM6l1XVo930+81CNqXqb63Y5DKIajx8wfP6JHh98a4sgqPPiUZcNU12mGh5n5xza/ZRer09trUusHSZrig0Tkruu6fPS0QRHCnwvwa8mPH9CUau7bJqOCBPYOAU37F6g1XMIkwli7bD/lOSVI1vxVYDvpTjjIf0Qxhp9tgPtrsfZ+ZSp8R4zY3W+9ozH/jMR993TZdN4gydeCdh3csDeHSt89G0pR05NcPyc4Nx8wsVWyvvvaXP15iqHTtaZXZScPD/XOHruVGOu53Lr9Vv+dPcmWpP16EML3avOHTjSOnXNrrE3+pJ+Rx5/6QFujAHYffjAwxu6kf8bjz19YOfc/KPq7jctc9MVDSbqAVPjhk7foR9q2gP4w69NsmFqiTt2OfQG04SxSz+q8sxrEVG8wnW7wPeqPHtI8dlHW1yzrclbr6tx9GyDheaAipcwM6HZtVFxcUmx3JK0Oyn1SojvuWyaiTg56+LIPve9xeGFwy5XbW0yPt7m/hertPs+02M1XjzisfeKDlNjLqfmBRtnXIIgZiJIcR2JlILnD04yVutR8UKu3KzwZIXH9xmq1SYfvAfq7jjffM7j0Lk+1+1Z5oYdcPbCOg6ecDl1IebVc4abr13hx98Zc25+PReXAhZWYKWd0B8Izs4lTJ96uvbgV5+q3X3HPY/00EcXl9OfMcZc0JrDSv3lZvO/tADff3QFg7vz8JHn3yR1+28/+/KRux945CivHm1hfB+J4rptHdZNVy24Bx5h6NIPDd0LFe5/psabr17iht0KmMAYl5ePTfD7h7t88N42d1wVMz1e4/mDE3z9mQHrpwfs2SpYM+Zw/IJLbxDT7UGrK3Acw8bpFJREyoh+T3JxJQBdYc1YxJUbezyxzyck4fvujEmjKsfOSWYmHDZOCbROWFhxaA9C+rFHp+uxeTpkqjFAKYnjCOLY4fg5mJnocft1CRsmHI6cHuPxQ3BhucPN13X4wXtSzl5Yx0uHfQ6fTnjpREosOrz/1gGD/jTn5qrMLkkWVmKWWgnnVySq0ufeWzrcuCtg+eKzaqF9ZA/BNQ9/4xHnkfFx71eNmX8FkqNCbHijL/l/1UO90R/gv+axsnSeLRv9bfv2v/Z/Lc6+9I8PvPzYtgceOUPUT9FGMrvo89Jxj03rW7z56pg48YlTB20UxggcNGdmPU4taratb7NuAqp+QOA6KBxePq6YbQ5oNCKu3q7Zvcmn0w04tyDwnJjYKC6suFxY0LQjgeM4rB1PmFvRnLroMVGXCBzWTMYsdwzXbhsgZZWLS1V2bfQ5ctrn7KJh77aQuWVJnLj0I8XuzTFCGDo9ydrxhJnJkDWTEa6EVk/h+7Brk2Blpc5DL1Q4emHA5GSLt93U5/bdPsfPrOHlwx6vnkg4sRBRH2/xk+/pcvXWMU5fHOfMrMuFhZS5pZgzi4Kji4YPvHWOv/7dKZ6cYLndYLmlWFo4zbeeOb3NlfFHxiti60p301N/62/9jeav/eq/fqMv/X/x4y/V+tNbOUGlEsycOTv7tx9/+vlro3D+vrB9lF7Y4OKCx3IrZKGZMrdiOLkimJ5u8vc/ssRtu2qcvDDFmdkq5+YVF+ZTzszGnFjQONUuH3xrl/ff6nFmdoqDJ32OndMcPBOTygGb10S8+VrN1jWSM7M1zs5JltuaQaKREibqMDOWsNx2aHcVE40IRzhMNFICP+aZgz5XrNPMTCRcXKzgKs35Jc2aCcMV6yOePujjeYqpOigVM12Dla5gqStY09BMNmKkhDBSLLcdTs85nFlI2LpuwB3XJmyacSCtcuhklePnDK+dTjm9FPKet6zw/W8NqagJTl2c4NQFhwvzKRcWY84sGA4vGG69eoGf/4EW68YmOD8/ztxShbkVl8UVwdm5Ps1unztu3sn6mcnPb7/ylv1T05t+NYoGC9dfu/WNhsJ/9uMvDcA/8ekvYfAaktZv+hz/gbhzUXqqiefVOTcXsNSSLLdSlpoRi82UiytwbFGwds0K//hjy9y8s87pi1OcnatwYcHhwkLK+YWYQ+c0TtDnPXe0eecNmoozxrn5OqcuuBw/B+eWUlynz1g9Zb6t6PUS0iRBIPCDCpvXuOxcHzE+FnNxSdDqOly5IQYDkYbTcwGdvqFREVQ9gSTB91Ma1ZR2z+P0PITaQxvDng0RnV7KhUWHibrLFRsStqztUquGCGmIIkGrV2Gh5TFRFbjS5cK8x7HzglOzCWeWEvxKj7ff3OW7bgVfjnP4dIMzc4qLOXMvGI4uGm66eoF//LEV1k+Mc/riJLOLFRZWXBZWJEuthJV2zLkFjVEp6yerXHnFjH7b7Vd+ev3M2Md7g6h9423f80ZD4j/r8Rce4KcuNjGGf3769Im3vPTsZ2S/m7652T3qfOydkn5Yp9kJmF/2WWo6LLUES82U5XbMUjNltgnHlwRrppv8wo8sccuuKmfnJrkwX+PCosPckmF2MeHcQsp8J2F8csBbru1y2x7wZAVf+cwtB1xcdJhdFvRCSBJN4GlqQcrEWIIGTs8mtLuwda1LrRJijADh0e1rtqwLWWo6YKwUaXYhTMBgWG5FbFzj0ukrhDIIHdIIXLasH9DsCU5fcEi1w1RDUg8EvgtJIuiFktllycUlw9xKgu8PwE24fW+XN18tmGlUWFppcHbO58IizC0mzC0nnF+G40uGm/Yu8k9+ZIX14w3OzE4yt1xhftljsSVYbmqW2zEr7ZT5pma5J2lHCR++Z5HpsR2JH6gnP/iBD+iNW3Y8KWX092fnG6xf23ijYfK6j7+wGvzLX36AH/uxH/e+/OefdU+fP/k/P/74c+84M3t+2017T0uh2lx3RUTgOiSpwhhZHAgJCAQGJQ2+gvNLFZ49Jrl2xzJ7Ng+oBuA6Es9VeJ5DrSKpupJe1+XwqYBvvOhxej6kncQcPhuydmqZ979lhWuv7HDTnhanFhMWe4KqP+DEBUOrXeOaKyTNQcrBU4p61eHV07Bzg2EQpQxSD8eJmajDobM+yklxZYLjQj+U3LKnR78nufbKlHY/5fSFOtvXKWrViGZoWDPeY6Xb5tMPw8snU/adHLB1wxLX7W4zMRnx3ts7fP9dhh3r6qTxOCfPj3H8nMvZWc25+Zhz8ynH5wVnmjFv2rXAP/mRDuvGxzk7O8nccpXFpsdSS7LS0jQ7Ma1uykpH0+wJLnYUAzNg56ZFDhxvy71bo20LF89tn1sMb/UqOysb10889JX7v8gn/uiP32jIXPbxF5LBH37oE6zb0FVnT03/78++cvRn1zUONuaXXP8zj/rEXp/1E0v83Q+vcNPOKrNLEyw3ayy1ApbbLssth5UOrLRSVtoJy52ExRacXRE4lQF3XL3MD9wVsX1NjWa3wfxyhYWcvVqapZZmpaNp9zXt0NAbJEw1Yras1YDAdw3n5l2E9Nm6RrF9g2HDmh5zKyGvHK1z405DtbLCgWOT1GsRUeQyNaHpD+CqLQM++fA4uzcnhKFhekwSp33qgc+rpwZU3BrX70rYdyJibslj45TP9vWwZV2EUjHnFsFzDUIYtq5NmKhLOn2fbs+l3XNZbiuWm7DU0iy3UhZbKbMtWBqkbNnY5QfuXuSOPQ6B2+DiYoPFlYDFpsNyWxTgXumkrHQMS12Y7Ujmmim3773I//zhJaYaddBr+NRDNVqh4bvu3JEmZtMvbt4d/NOFc4P0Q/d95I2GziWPv1AAX1l4EccNKkn/3JYHHz34YZlc/Gf7Di5zai6iUYt5cl+d08uK+W7MDTvm+Fc/s8R1V1SZXxlnqVljpW1BvtJ2WGlDq6NpdhJWOgnLbcNcS3Cha0B0ue/OFu+9RXPF+oAoqrLSCmh2PVodxUpX0OkJBqEhSgxpil0NXKj4hvGGYc1kjOMOOH4xYv8xH53UePetEY7b5IWDY2xbD195NuHOa3zmW30CR5GkMZMTkMQujpuwtFTlLTe0+cpTdbavh+ePhrhUedctmkT02X885eS5AEd6rJ1wmKgJKr7A8wRKQKIhig2DCDo9Q7Or6fQ0zZ5mqWvopylbN/V4720t7ntzBLrOUnOM+eUKSy2X5bbDSguanZRWN6HZSWl2Nctdy9wL7YSbds3xKz8zzzXbKiw2x7mwWOeRAzARKI6cchH+DNfsWf8PTf3aP73xms1nOt1+/+6b9r7RUCoef2EAvjx/nImZjd7BV1/58dOnD/z6y6/sE2dne3J6THH0tMOJi5o4MXQjwXxfMteJuGXnAv/ip5a44cqAxWYOcp9mx2Ol49DsCFodQ6ub0uwktLqala5hviO42NJMjPd4x00dbt+TsHWtolFxaXcCfFcCiiiRaC3QBnoDQGgm6gOOnjdoE/Hg8zXCXoUrN3rccW2PWDd59MVxrt/pcnS2S2ulwW3X9njoBZ+1k4aDpw1/4wNtDp7yWTsp+caLijuuUiz32pw4O8n1uyIe3d8nCavcvtdjx+YB/aTL119QkAqOn3NoVB0cAb2+RBtBqg1xAkiN42laXUOtHrN5fcibr+rxjhsTpmoBc8tjLDUrrLTtuVlpC1pdaHUSWt2EVjel1TMsdyWzXcFiJ+HW3Qv84k8tcN0VPosrY7S6VfoDjzh2OHY+4NDZhKmxmGavqnfuud5ctfOqn10ztef329256KYbdr7RkAL+ggBcp6nsdPvv/8pXvnTlhunur3zxqy+5caoYDBy6/RRHGdpdKxs6A0FrIFjoSy62Em6/ap5f+qkFbtzh0WyPsbBSp9UNaHY8ml2HVkfR6kGna2j3EtrdlG5f0+oZFrqChS7Each1O/usm0zp9gzvuS1k2zpNkkocaYhieOSVgDPzAesnEg4cD0BX2bNJccNujR/0eOFoj4XFGldvq9EYX+GpfS437wxY6jVZWWmwbp3h2YOKH3pbl+cOOmxa47LYbbGyPMkNV/V46kDKZGWcq6/sMt9q8exr41ScGjftNuzaMgDZ5ZWTgjWTMXMLMY++4jKIFVJCqg3b1ke847aITlexYUJzw06IoirLrSrLLZ9m16XdU7S6knYX2r2Udjel00tp9zTNnmG5LznfErQGIXfsWuCf/rUVbt7lM7c0RqtbodML6PRdWl2XVkehlKbTh24/ZBClrNlyS3zlRv/vvvWe+465bvXLlUDoNxpbbzjAz8wuo9P0x86e2P+vH3zo8UlPHWHXJpejZydpdaA3SOmHKf2BpjvQ9AaGzkDQHggWBpKL7ZRbdi9x3x3LfORtCWPVGrNLDVbaFdpdj1bXpd1z6PQk7T50e4beIKXbT+mHmn5o6AxguSvoDgxRopmeSPB9Awg8ZXCkoNdXCFymxxy2rRPs2GDYsrFHmHb46nOKQ8fqvPNGn9vetMIfflXjiQk+cHePP38qYeN4g00bejz8QoXvviPiGy/D9pmA9WuXuf/xKh+408X1F/mD+xu8eW+Vt9/a5pXTA775rEMU1ti21uOKDYKt61NmJiKkjOkOUpTSOMoAhqpvmBmHKHbp9DxWOi7dgUOvr+gOJN0+dAeGbk/T7ad0+indvqHdNzT7sNCTzK0Yqo02P/z2Bb73jpDrdlRYatYzcPt0etbx6fYVvYGkNxB0+ppOL+HohQG7tyfs2bqVq697y/Ltt+/9nxxH/cEb3Ur3hqbqe90BQvDXfu/PvvlLunX/5Jo67D8xTj1IWDtp0FohhMiOFCFASY2U1iFxlMGTkn1HZ3jpSI0jF+b5wJu7vHnvgPF6g+VWlVo7oNH36PYce3EGkv7AoRc6DELDINJEsSGODUlqjyjxMBqkEriOIPAE43XBRB3WTWs2re0xPdHiay/AYy+5SD3GO290edOeDk+8FhMNGtzxJkGr32d+qcbtuzTT4z0qjs8gUSy0Y5QWvGmXQ7Ue8uLhgLfeMMZt13V48bACM8aNez1+8ruWeejliG88V+PgmYAtM4p1kxUm6lXG6lDxwXUMSoI2cPCkIE0FcSKIEghjW2E5CO3NPAg1vYGmF2q6fWiHsNCVzHcg1APuvX6Z97+5xUffrkmSBrOLNcvaPY9O36Wbnb9eX9ILBb2BodvXzC9rNs5INk0GPPLsHEfPf25yz7bW/9lY8z5n0B/8TlAJ/vsD+NkLyyx3kp8cLD38S6cPPb7mzEKH++403F6ZYqXjEydQDQzGCISwS7EUoKRASctcrjK4SlNxBYu9Cp96eBPffKnNndc0+di9Ta7Z3mVqvMpSs0qn79PruxmwlT0iQRhL4kSQJHapt7VbNqh0HAg8qFY0k/WYjWt6JHQ5ej7m048GnDhbY9yvcPNeh9uvbfPskRYPPt3g1p0BW9b3+OTDAiV8GvWYZjdEG1ACZho92h0PnVR4/53zfOorVXbMBbz31h5RvMSj+6eI04Bb9q7hvTe32bm5xTdf7LHvbJVXTnpsmpRMNgRVX+C59iaUAoQwaANaG+Iku1ljQxjbG3kQQT+CzkCwEgqWOyCcAdfvbvKxdzS5c2/KVCOg2a7R7FjW7g5cen3HsnZoWbs3EPRDY1fWMMV1DFI7PPcqtJIeb1474E8/99Sayc2VX/rB77vTmGT5d4Uz+d8HwH/x1z7Bj757irPHHv3R+cXerxw99tz05qk+x86O8eShJh++s8PZuTq9Qe5pg5QCKRVSCpRMUUpky7PGdQy+Y6g4gpWBYqk1wWceqfHMgS53XNfkY29vcv2OFlNphSTx6Q0Cun2XfugQxYo4kSSpJNUCbax/LoXB9zTVIMH3Ijw35PxSyP3PS46d8zh5bgKlfXas97hqu+LGPW2Uv8D+43U2jle5+gpYN7PCcrvBNRsliTZ87TmfsCcZryW865YBX3405sxsnd1XulxsDnj1hMvmtRNct32BJ/Z1eOpVQRh57Nk+yZ7NPns2dTh+cZlj5+G5Q1WOnqhRdQS+I6n5hsAFKa3mNMberEkKUQJRKuiGVta1Y4h0gjYDbtrZ5mPvaHPnNSnrJ30GgzGWWgGdrk934FlgDxS9gaIfCvoDST+kAHcYpgxCTRhrVtqGM4uC73lbnzFvjIeeb7Oj8401n/r08q9oUU1+7be//od3XXOCG9/88b+6AP/3v/1p7n/uMGmqPupz5NeuWn98fPtaH0e5vL8qmJ50cKRmvBahhIsjDUpIlJQZcyscJXCcFCeTD56j8VyD7xqqXsp4IOiELivtCT77WIOHXxmwdqLHh+9usWfzgEG/y9XbDZvXKcLYJU0VqZZ2pcAgpcZ1Uk7PGU7OCpp9zZeeqHJ+cQITuUwEig1TDlvXOVyxEa7e0UbLRX7ryzWWl8e4dY/D1TtafPMVgUhc1kxIatWEXuwhjQQjUY5HayCYWxbsNVXuvrHDky9W2DDtcevVk/zEdy3y+1/p8NzhGt2By1KzzvYNFXav73HLrg7f99YOF5aX+dITPks9n9MXXc6f93CVQEqJQKCNIdUQa0OaaCamYq7d2yMMY/ZsDvng3SFrxhSTdZ84Dri4ENDre/RCu8r1C2BLC+5QMAixK0GY2iPSDCJDPzT0QoPW8PiLdQ43FEstzexyh0defnj6Q+9a/2vvuH5z3Om8/MfPPf5H3HLnx/7qAfzw/t9g1zWnxIbpTR/ad+jcbz9/cL66/6Dh7huXuG2Py8Y1FQSGNBUEfoIxIKVjpYkEJaUFt8qeHQtEzxF4riZwDZXYUI0MY0HKREXQiySdqMbJczX+xR9Pgk4QScKN1/bYvi4iSUAbjTE2iSOFQCqB43ocPuNx8FhALXCoe5LpqmBmSrJm0mHDjGLr+pTdW5ukYol/+/kGp8+Mc+sulz3bUvpJh6f3+4xXXKbGDOP1iGrFSiGtJa2BYrlrWGqltLoV3nJ1k+cP9jh0RjHeCLhl7zg/9f4l/v0X4MVjNbp9Q7PjMLfcYN10lTUTA7ZODfhfP9SjUW2x7yQcPitxXYNSBiE0YOx/DSQJbFuXcsc1CWnsEic+xlQZRC6zix790K5og0gV8q0fCQahZBAJ+iGEkdXyYaQJI12AexBp+hH0IoEBLi4qLiwaQmO47ZoW91wrUNHF8X0Hvd8Wwa3JR/7Djs/84q9/wvxvP/vDf3UA/gf/8TM8/PQW9dz+ffdJffIPNzZmA3VFncf3TfGrnxX89t+ZZeuaAe1uQBS7CAFCkIHboJSymtuxtdGuI/BcRehKwkjjRylhbKjEdrmMIkMjgTDWhAlEiWAQS8LUJ04DDh2r8cohSI3BQttqY1eCp2zNR92Hq9dDowJjNclEXTE17rBmErasC1k/0yQ2y/zbz49x/MQYN1yhuGKTZMemFb71asLc0hg3bpdMNDSB18eXPkYJklQijCFJI1a6AXNLLjfsqfCmXR2eeDFg7YSgGtS5YZfm5+5b4te+oHn1fJ1mV9PsKBZWHKbHa0w0Kkw0xmhUY2ZqMVtviPDdBNdJUCpFChtMGOxNFceK+QWHOFHEiSKKFWGcPUeSMJaEkWQQScJI2AA1EoSRsaCONWFoz3MYlXR99vd6MfRjQS8WLIewfX2Lv/39Hc5f3MxjLwWcnD9TveZq/Yef/ZtS33XN1Z+/+6EvpHe9/QN/+QH+pS//Cb4vVa99+INHjzf/4KtPXAzuuL7P296UMjPp8enHUxynx3g9xhjNIPJRyiucktwtcZTCdQyOI/FcYS+CKwg9RRRboMexIUpS64okpSOFJDWkqSbVWL2tKcBt3RlwJLgu+I4g8AVVX1KrKsaqkokxwZrJhK3retRrTT7/ZMSj+ydpLja4doti63qXnZsHpKLJ156rUnMdZiYU9eqA/cexHfebDb1Qcd3OmGt3GGYvpiysePQHVd59c4fH9/U5el5Rq0h8r8E1V2j+6Y8u8cirfb78yDRLbcPWNSkrLYfxhmKs5lKvutQqhsDX+J7Gd2zeQEpbzguWxbUWaC1ItCRJBUkiiBNJlAjiWBLG1nmJYkEUG6IIwjglijVRiTjCOD9gEMEgFvRj6MaCdixpxTDo9XF0l7llwecfFRw+N+CtN3W4bv2JoLVY+8Q3X9z/Y+Pj6s+++MU/SL/3e3/sLzfABz1XLi8NPnLwxKn/4KZng3rF5zMPa5BNPvDmLs8eTXngKcmO9X0mGtDppVkgmfu8Ka7j4DoOnqPwXMs2kSsJPUEUC3txYkWcQBRL6yAkQ9svSTVpat2F1GROSeaWCCEyCSRwHIHnCHxPEviSWkXQqBrG65q1kyEzEx0S0+Qzj0t+/ytTrAkCrt0i2LLeZdsGzdb1K3z+acPycsCedYqJBtSrMXOnJPMrPt52CGPBzJhkfByOnjSstDWziwE7twW87cYO9z8WMFUH3/NQcpxrdgh++r3zuHKeP39igtfOB6xtx6wZTxirKeoVRbUiqfgOvge+C45jSUEK6zwVIMfe2KmGNBUkKRnQIU4NUQJxnFpSiDVR9hzGmjiGMLalC2GMZe5E0I8E3UTQjAXd2JAMQsb8Ft/1lhZnFgXPHl/mu98S8gN3Sw6fbHDg0KvBXbdt+G2SPY4rq3+C5Zm/nAD/J//2kxyc7f/o1uqZf3X06PlGZKDTTRFpwO9/TfDQS4qT51I63RStV/gb399jopEQ+Dbj6KgUz3FxXRfXTfFdhzBWGcBtKt0yjrBMlLFSkkCcQppaJ0FrG3BpbfIezgzcFuBKiSxotQAJfKgGmnolYbyeMDPeZ3qiyZOHIj7xYIXDJ8fZNuayYx1sWuexaS3s3tKml7R59mCDinKZmVCM12G8HjIxluB5DkLYm6sfeiy3Y5o9Q6ubML/isWVdndv2zPPgcz0On29Q9WNc5SHEGDs2Kn747YvctHueTzxY59kD4yx1HdY0EsarCdVAUgkUvivwXYnr2lhFKTL70KLcYHtYtaYAepLqbHWzpBAnmiS14E5iiBIzPGLrygwSwSAR9CJBJxG0Exj0E0zSZ6ra4We/f4n/5Qe7NNsuOzfMsXGqQhROM15PuOVqzdL8bONiO/i3P/3RSa998f/+/cb6v/6XD+Bz8y0cR/21/+3ffPKXqo1Xp77v7gmeP1Tl/HyCMAnH5gOeP1Qh1AkmjfhXf+pz8EST97+1y93Xd1g7HdHpBPRDHzfy8F2X0HXwY2vvRZ4FeBxLosQuu3GSedopmfVHxtwSbRiC2yYpM+YGR9mEiecaAk9TCRLqQcJEI2T9dJu5Vo9f/5LL156fZHmlxpUzgi1rBBvXeGxaI9i+YYDjNfnUow4nztbYtVYyUZeM1VKkDDm/YPAdiRRgjCCKHbauafMcKe2eYqVtmFuusGtTwPfd3eLPvulxas7HdWKEcNGmRpxIbty+wtYfbPO1F3t88muTvHCqxsYJwXQtpRakBJ7AdwWeK3EdgaOwgbMURcraYG8ybbBOS2oBn4M8zkjBroIQpbbWJUoEYQJhIugn0E0knRj6sSbthWyabnPXDU2+564u77lJ46oqEzWPG3cEzC43uLhYZW7J49wcPHvIsH79a1MO1/1KbebnlI5/+Hek+9+mpvy/CcCXV5o4jvMTzz332C+dPXF8zctNwc987yLve0uVY2d9Pv8tQcPXrB+TrMQOvVjRijw+9a2AR/Z1uGFPhx98e5/33dpmeiykNwjoZyCPE5cwdopAKUkUcSpJEkmcCpJEkqaCVIuh1tY2wjcZuEW2dCtlXQdXaTxX43spFT+hXgmZHu/Sj/t8c7/h098a49kD40x4LtdsNKyflKyd8tgwI9m0NuKKjSvsO9XnS4/PMKYcZsYEjZqgUY1p9VK+8nRA3TMIYYHVDx3ef0fIA8/YmphWVzO/4rBpTd3KtkMdDh71qPkJSgoLcl1lEFmt/8Nva7Fr/TyfeqTNU6+Nc2alwrqGYCwwVD1N4Gg8FxwlUJkLJbPAPa/O0JlU03q4wiUZ0C1BQJwK4jTLiqaCfmKPTgphpEmiiFqlywfeucIPvr3NDbtT1k44DAY12m2PMPYYhD79gUuUwDdfSDl6IWHDug7ff0+XV/afXyNPPfpLt99+l+73mr9XqX7nx8p9RwG+tNxist4BJX7k4W89+S//9M+/NTXl9WjqMf7d5yKu39lm15YuF1rTYARVxyABXwi6yqXvKc61fS48U+WZ/T3+7JoOH7y3x7vuaDI55hFF9qRFsUucOMQZ0JNUkaRZwiYdAlybjLn1sORGCFOk/B1lcByN56b4XkzFj6hX+qT0eehFyR8/PM6Bk2OI2GfbhGH9uGF6XDEz6bFuWrJhJmbLujZnFzr8xpdrJGGFTZsE43WHRg0a1RjhRrT7NcbrBiEExkCcSCZ9RaITOrFHp5ey0lacX6iw94o6H//uJr/yJz6nF2o4Ks5uDIckCRhEknVTPjde2ebaK7q8evo8n/5WhQdfGOdCq0LNV9Q9qLkGzzG4CptPkJkkK10vDRhtb7pUC1IDSSqsf54KotQmifqpoJ9CPzEkSYyOI6aCPu++t8mH721z5zUJ4xWHKKmy0vKJYo8kdogyMhIC1k51GB8f8NHrQq69IiCO1vHKUcPY2NfWSCH/5bYrb09eOXDuP+6+okFQ/c7NZPmOAnww6LOQNr7n/Jmn//1g6UuNt1yVcHGhSr2ScvyC4KVXXZ5/FUizGgqTuxeGIBX0UkFPegxSh/mwwp8/W+PRV3vc8o0uf/P7O1y1pcOacUWj5hBFHlHikiRDkKc5wLVEG4kxVhKYIqAEKTRKGRylcZwE30twVUS7H7PQjvnVzwecnJ/gxYPjGO0xVRGsmTZMjwmmGoqpcZe1U5J1UwkbZ3pMja/wtZc0L7w2zrWbBBN1Sb0qaVQ1tUqEcEN838FR9v2NgTSV9EOH/iAm0VnBUtew3HaZXWpw++4ut+1t8qlvBFSWFY6MLSCNQ5J6RLGkH7pMjwfctKPLTVd2ee6uC5xekHziwXHmm1XOLfl4SlJzBV4uw6QNPAsiz6UKlskTI0g0xFoQpjBIINIG0gSSGKlCNkz0uXarvR43X5XSqDgkSY1WxydMcuJxhytsqtDGriQffUeA1jUWVmocPetz4pzm7PwA56mvTf3UR+W/f/udt610ur0vfScx+R0D+Mv7jrNh/Vr1hc/9yZXffOpw4/zSCj/+vgEbZ8apBGM4yqM6F9HqWWcjzaRDrCzL+AkEqaGmBP1U0nN8BqnLUlThwRfGePK1PjU/5Mfe02LzVMLWDX1uv7qDI2yLmBBWrtispK2VNqbE3BiENChhvVxDAjLh1ZOS5w853P9snVfP1ImSKnVHMVMxTNYME1VjffCGw+SYw9S4YN1kwoaZPutnVnj0QMhv3b+G9eMOMw1o1BSNmqBeTaj4IU8eUQwiB7dmQWWMIEokgaO4flefZ/aP28Knfkqz7bLY9JlbnODj753j3OISz7w8gysBEaOBJHGIYpcwknT7DhP1gPFGjdt29bjr2h4/eM8Ch85qHng24NlDFY6cqJEIhzBU9GKFErIoYIM88MxyAkaTaIPRGlekjHkRATG33dBl+/oBm6ZjPvaukIonqVVcoqhKq+NZUGdHkvns+ZGktqY+1YIkUTQ7DqdnHQ6dijl4NsKr9PjwDct0Zh9pfPmBxSs/cN+H1cLF4+nM+h1/cQBuzKPAirc4+/CP++7gX8m4Sa89zv/1J4o3X9fhlisNc0sTtLoSgSaMrS2VpgYntQmWRIGbgp9mQE8FgxQGrssgdemlAZ1Oyr/81AQmiVk7M2DvlgFTYwkffFufLWsi4lhkeltCibkpEkcaIQWffaTCvuM1hONw+kKV83NVgopizBeM1wyNQNMIoF4RjFUVjbpiou4wNQ7T4wlrpwZsXNMmNU0++3iDfrfGzk2GRlVRr0rqFU09SHDdiK89ExD2JO4akBmY4kRSqyjefUufx17SdENJt5/S7jk0Ow6zS1Wu2l7ng3e2efHVKqeX6yipgTjTyy5xat2kQSTpDhxaXY96pUqtEnLVpgG37h5wdr7FqYtNHDfllRMOf/atKkLZCs28zmd4ETWgwRjiKGXr2oQPv63PdCNl91bD2ilIE5cwqpMktmsqiR3i1PbFxoklGPvaxkS5bIwzAyAMFc2uYrllOLc04K23NrnrasOgt4bjJ7vMbA7/1afvf7Z3Ltz2+7/1+QPRT993zV8MgB88dA4hq7vSwbFfb8gn5E1XbaJe9Xj5aIOvPOET9fv0ewlS2ASKlOAkNpBxMjaPU4Or7e/81NZQVFNh/VktCFNJqCWRdok1LHQbfGufxpDyxWdjhEjtRTL2IkFmlmRpUSEUQkikUiSxg9QOriOp+7B9xlBzNVVfU/Wh6gtqFUm9omhUHcbqkokGTI0lzEyEbJjpkLLCr34u4In9a9gxBRPVjL2rknoloVqJqFX7VCpVfCVRMtPgWDkQxy6DvqAfpnRCRXeg6fS1bZmreZybG+Mte0N+7kNz/Os/czjT9BFCY0yMTg1x4hLFkkFoy1jrfYda4FGtBFT9KoEfU69E3LgzwnNjbt6Z8LF7ezgqyZJAGiHMqCjPJJ3WEiEkvqsAj0HosLTsZHU7ecxj2TlN8vjHBvtp7mhlctG6WvY5jCVaw9Q43Hl9wr03+MwujvHSYY9DZ2IOPvSQvO+7w1+/7qrm4+1O/8B3Apv/rwH+rYf+FBlPVJ55+dh9T798TEyPS67ZtsTOrRNEicfYnODoSZdGTeMqcB1rWSlpwZxbeW5qSHTmXWtItCgq4pLUkGirDxNj/yzSksRIUu0Qa580s73KjyJLKcARwmYqFQQVQ+AYApXiu+A7EHiGii+oeJJqRVINHAvwmmC8rplsJEyNh6yZ7LJhzRK/db/mkw+uZfO4YrquadQU9aqiVoVqJaVeibm4pDl+0SfwbPkt5JV+gkHksH2dZt30gPbAoz8wGYtLmh2HeiWgXh3nY/fOc+LiLL/9pY040sGgSXVKog1x4hBGin5ki6J6gaQ6cKj4LhU/pdWxMYbnprhOiuumONIm0KS06XyRHbZ0RQAiA7mgpbMqS53FNVl8k2oL3nJgn2gb3CeJtNcqHWZM08yNiRN7g4/XBVtq4xw6JTg7C0fO9RmYHu+5fcB69wURLSf3jdV3Hv+TP/tM/wc/+KE3FuCpaXhHTq78vdby/N+TkSufeGEdLx7ssmdzRMULWDvpEEYpOq+z1jaiV6ko2DtN86RDVuZZsq7y3+fVcdYdyTS8AW1EESiVNTeQZfJsYOVIjSPJ6sjBVcKW2ro2exn4ksCTVHxFJVDUK5J61TBWSxmvJ0w2QqYnemxZu8SzR0I+9cgGJgKftXVNoyosuCuSWqCpBQn1asizh+GVQ1WunDGZ7h2mzfuh4ubdhp1b+jx3YJxeaOgPUrp9JwO5SzWoUAnG+YG3LvPKkXmeObgOjELr1J6nxJDEpqgn6YcO1YGhEigCT+N7Lr6X4jsax0lxHVtirJS2W7BIWxqMMAiGem4YnNsSYp07Ujq3XyU6FZaEslLj3LlKUpFlSbPnkd/ZaxbFgk5P0o9gECVct3PA7m2aqjvFvmO+bA8W//crt457E9XaLwLRGwZwY5Zlv9/9hT/909/5nyaD897VOxpMNBzOLbg02+BPCCqBQinLxqk2FripwVEWzGlqsj8T2WtRZB1zgOvCyjLoLBOXJyuMMZQy7yMrbp6qzhM6SmYZy2wlsUVbNvvne4rAV1R8QbUiqFcMjWrKWC1hvB4yNdZnw8wKzxzu8wt/sJYz58a5YlozXoVGRVGrKGoB1IKUShDjuQNaA4OSClcZpBx+slTny7ZHoxLTSzS9rM66N0jp9CStiqLa8Qn8OtvWxfzTH2/xj/9Q8vTBtRgU2mjSVJOkCVGiiWLFIFL0fUklVASexPcMvqfwHY3rWr/fUcYCXFmAq0ymCGFG+xez1L7JSMToHOjlHIPIrpFEpxS/t4DmMq8plQrYLKmUkrHKGPOLcH5ecm5es9C64I014r97y53/g3t+ofUPN86M/Ven8/+rAd7v9ej39C8eeOVbf3th8dVASocbd4Rs29DgwoJPq2s7ZuIElFIkiRmCPB2+tpm0IciHaXWGLK3BaENqRAnYw4NVAM+rEfOKRJV3Ailrl+W15K4j8T07ACjw7UiGim+oBZp6NaVRjRmrR0w2+myYafLMoR7/+PenOXxmkq2T1mGpVyS1qrTsXTFUg5RqEBOnEX/0jTpSKVxpUGJoE2qTL+EuP/zOFb7+QkQn8umFeb+ootNVtHyHwPPx3Qa7Nyf8s59c4h/9vuCpA2vRRpJqm1aPE1toFkaaMLDlrr4vCFyB79nMpueYImPrKI1UdiWVwthGiRzgw5QnkJ1rbC4h/+xa5zUtGcgN6FQUK2xavM5/ZmSlzlefKDEkiWZxBdo9zYXllF4Scd2uNkdONYPGY4/9j+9/17tFs9n5++Pj9f9vAX7s5GGM0be98vKhytMvT3H4YsqFO1p85N4maybHOTs7wcVFj05fWr0tRaGrC1CnBq1M8aV1zvDGAtoyd/4sbB1FGdyX+Vw5wPMaDFXUk4usjjyvO5G4rrT1G54g8O3Mk6qfUqtYcDdqEeONPjPjLZ491OMXfm+SV09Ps2lCMFUrSZPAoRbY+pVKkFDxI1w35PzSBK6yLXbWlhsGmWkqSRLF+gmbPGnHAf3QMAg1/UFKZyCp9BSB5+K5Aa4zxp5NCf/sJxb4B78Lz7y2hlRLC/DUECdpxuSa0NcEkWTgqUKCuS64DlllprS5gKwcWQoQ2XMZ4znOTS5bdF5+mxOPBXIeVxSrrS4DvATsQpLa+pc41vQGKbPLmlOLKYno85G3d3nvLYqDJybY/8q+yg1Xb71NSPmfguN3FuCH9n2F3Tt09cd//nPejskm6yerhIOYR55x2Xesz9tuiNg6HRN4LnFiEFigqayKLVVDps7BXgC5LEPy1wWozbcFNwxT0nmVoG1zE1naelhPbuUJBC74nqYSGCq+1c/VSkyjGjFe6zM90eKFowP+0e9MsP/0DBvGFTM1zVhFUA8k1UBRrQgqgb05bKo/4pmDgu7AI1BkN5nV4HkTQqoFceJQCxS3X93h2VcbtqY6awfr9RUdX+F7Cs/1Mv08zlWbNb/8U/P8/G/CUwfXEGtJrHXWLD3swQw9ie9py95ZbYqb3dz2IJMpQxknsyzv5UCeJ4UKsJuhdLSsXlp1C0lJJl1Kq3Re2KVtYdcgAs9PuefmNm+/IWXN2BjnLtaZXfSQrLBw5jPe4eUfqv7Rnz7Q+9iH3/ffHuDPvHCWrto0/thTn/6N267krbPzHmsmFb4nWNNMWW4rnt8nia50WTdhZYGH1aBKg1a25iFf0rRjWd1kLG5y1i4BOq8CzJMS9qybUd0trDsjZAburMhIFQAHlVUMug54LrYTyMsKrPyUSiYv6pWQsXqfiXqbl4+F/KPfmeCVU2tYN+4wU9WMVaAWCGoVRbWiqBbsnRL4CfXqgEdf8Wi2AiYmhmnyHCxa586CYs2U4t43dXn0eW27aCJdArkkcCWB6+A6Ho5TQUrNVZsNv/RT8/z8bxqeOryGWDvEWQWgLXu1TO7Hsqgu9ByJ42RFWFKgnPzcUHy+/CbMpYrIq9IYJoRycskZPScfXQZ8TlTaDGOn1IwCXduJYa5ji9au2zVJNFDsm3dYagqaHbvSPPiU/9Y9ew//7g996EM/80OD000R/JeNbv4vBnggT+Nx8ecfeunwR3bMHOJNV0wyv1xloenQnPTo9a1jUPXsF1NZXbJSeWUfOFqQqvLJyMCea2xdAvfrMXeG9DwjV2hvmVfQDXV3XjHoKGx9hmNwXdtYHHiawEupBAnVIKYWhNSrAybHWrx4JOTv/eY0L59Yy5pxlzXVlLGqycCdsXcgqfiW/QM/oepHJDqkE/kIJXFzBi80uMguelYgFrvUvIEtF4gCJnKQD1J6nmVw35NZTXy+Aa3hmm2GX/mZOf7Of9A8dWgtsXYIU0GU6ozFBUGs8V2D59reVSeLOxxlS4SVlNn5ybry8+dSYVZxY5ZjHcMlsZA2Jltx85Jck2lzS05pCfTD0mV7bvoDxYGjtpOrN9C0eykLTc1cyxDUzrLzSv8jL778yvEkif7Bf1MG33/wLGPjm7a++NS/u/aZVy9wbDzl3TfNs3l9hfXTNWaXq3R6DlFcYlOM1W2pyaTJ6DI2quPKJ0yUAslhVnJodZsha5eDyqLVzXboqCyYcpxszERWhJRXDwZumunmmEoQMtHoMVbr8MzBhL//W9O8dGItM2MOM5WUscBQz8BdCaydmIO74qcEXkKjFnHwlOGRF2t4UuIqnQVxw0U/X77jVJFoh7tvjLnyii7Hz1SYqZL1OtoeyN4gY2FH4Thu0eUkhOHqrfDLP73IP/hNzeOvzjCIK4SpJEoM1SyI810syJ189dJFb6tUabHCKSlKABclkJeWyUtAbkYBXgJ3/rvVsrMAem4QCIiShGY3IU6g29dcbAoGJmbjuh7vuLFFVR7lqReeufav/8RPb0365087lY3feYAbcxqobTt08Il/89TLg+85clLwTHc9zx/scfNVXf7ae+e4+oo65+cbdPouUaxIUzEEsRLZlxTZnSxGXZJVoC6zwyUMYrklY/BV4BYGqXJbcNjy5mbM7Tka19X4rsb3EgIvIfAjqkHI5FiPlU6Pxw7AL//xOvYdm2Y6A/d4xVCvCGqBKLxy67xoy96eBXjFD4nSlEE/IFD2JpNCjFTy5YkUG2g6Vss7IWFk6MeiBHCN56V4roPrShylUNItAI6A67YLfvlnVviXf5Lw1KEpLrQaDGqS8dRQTwxBNnHAd03m/edOiinYO5cqOcCLz5t9aFGc8+H5N9lFGa6sppAso2DPr7EZlS8lWZNqezN2BoIzS1Ctd/mJ72py227D2vEaFxckNb3yPd987Nl0bN2b/sen9s2duuO6/7yJWf/ZAH/11ZMot3Lr4uxr920dP8m7bqhwcSHhxGyDrz5ZoR8t8ze/b4VNaw3zy3W6GciTdNQzzb1U+yXts9F5wsaMarxLWHtUFeYXwY57yNnbZPLEZFWDlrltF77OxkykBbh9LwP3ZJeFlT6/9EdVvvT0DIvdCWbGJDNBBu7A6u5qFlhWfEnVNxmDW+0d+BEQ8fDLHiuxx5TPSD02YnSFSlPb/NDwHd52Q49nDkd0Yp+xWNsu9kjjhbZW3XMswB1lUNJFSJugwcCezZJ//TfbPPBMn1/8vbWcW5ygP+4w7gnqiaaagB/b0cuesgON3DzQlKIIgvPncqBevjGFKHpFRqRK3ik0XHFNSZuXQF7qJtLaFnjZ5grohoLzLUGl1ubn7mtz75t8zs9P8sTLFS7Mw/4TZ7jtjlfve+eM+qNoMDj1HWXwTrdDrVrb+ZVvfOtv3f+VF7l1T5c7r1ccPu0z0dBMzwpeenWKz80k/O3va9Hp+WgtUNJkNQllkIsscTCMvi+RJIjMkloNcDNklOxZCj3swBcmy9CR2WAW2HZAUDZmwk3x3ITAi/G9mHqlj+P0ePSVlN/9SoP7n1hDpBusaQimAytLrAWY++QqO0TG3GX2jnGckCdfG6cXOayv5p9nNYPn0kwSJ4rAVdx2VZ9EW4D3Y8Egd0MiO3LNdXKLU2VAtNlHCzbB9LjgI/d0qfsX+L2v9HnstSlm4wq9QNJIDDXHWJA7WRyiTBaXmAzkOUmIIVmsYvGyZDHF/6wCeImcTImpzSrGHrbM2R0vOpFkoRfxP763xy07x9h/bJKTFxzOXEw5fD6hWu0x4TzFmLftb113y9teCsPuUd+v/b8HeDo4yvMvfp2pycaG1uKJuw4djzl+UfBj713kxj1jVP06tYrH1JjEM2N0+zZp4DopYC9EKqUNOPJsWA7yXJ4gspMgiobgoSQZTb9bcJsRWSJEnpWzFYNKUky+ypnbVWnW1xnjeTGBG1GtDvC8Hn/8oMO/+I9rOL4wiesHrKsLJv2Uhm+o+VDLOuwrvs12BllCyNavpNlKYOXJYjulG3l4SuFJUwSY+dcwDMsLbPpaEiUuFXfAuvE+zV6dfiyysQw2VnDdNLP5VGZ3KgvwkcDVVj5+z51dbt67wC9/YsAnvzbDclKj57vUXEnDsTU4vgOeomiGcPKkT7byyUKqDBNAmY2fC8MC3QWTl54vDUBH5UpaAH3YOYQx1D1FEk3zwsEqFxcV5+ZjDp+NqU/0+Oi7Q4g1Tz57/K4DR9WGcNA8+tyBs9xyzeb/dwBPUs2td9y+7cyJQ7915vRhNs3UuLCU8omv9/jx9/TZttHF93y2rHNYO1VjbkkUqWCwgzJTpUeArXVe51BmblGSJaVS1xFwDxlcZNm3QncXYybsew6ZO81AnuA5VpL4Xojv9jk1l/DbD9T4wuNTnJiboFF1mQxgwk+p+yZLvefglhm4ZZEUCjLt7Xv2xmnUQj7/pMPR0xUCJWzGMHdQGKK8GONgRFZx57BnK3zXzR1+96tTdKsOjdgwiA1+lMUNSuM4MhtbRwnkbolW7aqwZVry93+ox7Xbz/Gb909yYnaM5aRCz3WoKdtJFTgGTxp742QuU7H65ec1tw8ZyhX7FcyIHs+RnkP+8gBnRHdbiWKzoKm27715THD4uMvSYkoUJ8wup1TrER97R4Ivpji9pJhrHeLWO/f+1t43vfU9nW7rPylVvi3AtY4RwmH//hc2nT5xcMf68QtMvGk9py86zDcd+v0Bk9MJG9dYoFb8NJMmZNk7g9LCptgvA+6ceQrWLgHbZBcs19oFyMUQ2PY5KxrKwG1dk5y9U1wnsZ07ToLvh3hOSCeN+PXPePzeA+s4vzSOVhUmxxSTnmHM01Qz5q4W6XuZ1alk0iTzzgtwezZ7GcYRR8/5dCOfCT9zcfKkU+5KlFaooiYldmjUHLZvilD+gE5Up+8JKtmQHS+TV24mUZzc9RDqdYJXxcxYj49/T4/77p7l9x5o89ufnWKxX6PvBASOouoIKsrgJ8ayubRSxZHD8oY8y3kJk5euxSi4GclVrAb3kNRW+eZZ1a5SsNK2Y+GMsYNC1zc85uZrHFhWnJlNaPYX2XrFqzu2rQs23XLdjafCMMH3Xx/G3xbg/c4F/KA2s2ZSfOalpw65UkyyfeOA9dM2eGxUhbXXfNtSJZXBVWkG7qHFZzW3HFb+ZZVqoxagKPT3ZZmbYT9lDmwxwt5ZlVz2/nZ+YYrnxgRehOdGtAYRT+6T/PGDDT77+BSDtI7neUx5gnFPU/PsnO2qNwR34Et8X+Jn0sQmhjJnIgO459rM58mLhsdeqBLFLn7NXBJgFsRRaHBbihrFCtd1uPfmDp96qMvhczX6gZ33EroGLwE31riRRik7p9HKCDkc7sMQQKm25atV32HteJ+/8wM9rtoS8skH6zx/cIyFfo2B8nBdh8ARVCT4MrNRc3tVGqvHRVmPjxZljdiIZT2ekdOIXCm9ziWKyf6Oto6v7YzT0A2HwezcEjz4TEqS2lmIaydrPPzIa+5Ve2//zIWF1ps6ne7CfzWDVxsVuTh/6NYnn/7W2KHzK1yxPmR6MiaMFYEjmGzYb5VPaM3QWIqyy9palBh7tCRzmMARo+te/g8J25yMMFkix87fy8s9re42OCofGJQWcsRxYlrdmCcOCP7gqw0efHGM5VYdWQmoVxTjrqHhaaquoeoZKh4Za1vmrviSwFMEniDwyCr0dAZuje9a/a2ckCPn4HwrsImVTN+OJk6GALB9kFn1nZZEkcPahmDn5j77zyT0YteOaYjBi8hGReeTdfNEDchVnTn5zZPbkHFq68M/fG+fd92ywjdf6vCHX2vw/MEGS50qLenR9Rw8JfCkwJfYHk5pcEQe12RTCERW9ns5gK/GejngLN18JgP4EPiiKKU2MGzM1rZQTwrNeCMmcFOSWLNlc8jGKcmjTz801hzcc+vmzTu/yrcZHvRtAR715v04Uv/hwceXaw+/WGWsJrhym2Kpo9m9uc9brx2wc0PK1rWSNLUd1FpLDLJwSQyrgK2HvysYeyRDWcJ3URdh17Bygb6VJTrT3NpOw5IpXu5myJiFTsKjLzh85Yk6X3psjPl2DREEuHWXhgNjru3kqbhksgMqnsgOmZWcZrrbE/g5e+cAdxI8LyHwIoyJefhFn9MXK0xPClypMx0rho2+pe9oSq5Smir6ocvWtYJ7b+jxhacjurFLPxYErsFLLIuHsSmtUqrwqxFyRKbYQxaNCjZr6lDxQz58T5933LzEFx/v8MATVR7dV2e+VaUvPPqeg+MqHCFwpcCVEleYTGoZJCKTXGb0O5Vl0mo2N6OBdc7YqSkF2wZSsmcDcaIxJmLHui57Nkbcem3Enk2GlabHVVsEVbfCvpMXap4U/2Flaf4qoP9fDPCFpmZ5MPjoqVOfH3/L3hbrGlVePelz6EjKfNvw4uGUP/5mxDVb27z31mV+9F0txuoeYeTZxl8tM7CvZu8c1KJYovLlbHi+zMiJE2VgC501D2tEBnDHSfGcmCCIGYQph8/DqQuKT39jjK8+32B+pQZugNNwqSpJ3TXUHU3FNVRcCFwL7sC1LXW2zFSWDpH9uclArguQe65tTzt+QbP/pA+umy3zppSiH00LjizXRTOAHed8zfaQvZu6HDpfpR8IqonAjw2hIrP2dMbeuZuSW5BDrVL47HlzglbZ9AGXQeRSqYT86LtD3n97k6+/0OVPH6py6kLAofNVoqZP4jsMHAepstHVZO9HVnqcy0PyANp8W7lSlqYaC+YhyCm6sbRJIY6ZrPT40fcs8Z6bY/ZsdsFUSdNK1o1f5dUTktdO9/lA7RXGG5Vvx9GvD/A4WhFxHP3cN596bTwQfSan4HqnQtVXtDoJSx3FhWaVZ1+r8OQBj/mVC/y9j/aoBglx4pBqhcnmbmvkKjmSAzxDcXbBy4xQJHIYgtuWdGo7+kGm+L6dpJqkKbNL8I1vORw/V+GRZyucX6lw/EINfB9VdQgcRc0x1BxtXQTXDs4PXDuuzYI4P2R2qAzgZJo7A7eb4ruWve2NFXFyAQ6equLKUXuwkChQikso5rXozPlIUkWSuOzd2mfnmh4HTiT0Epd6LAgd8LKZgKoEcCkFQsoRJofVboUogtm8lzJOXULXo1GJ+OF3htx5bZvzK20efs7jxFmfr79Y5cJSQNp30dIh9hRIlQXL1lopnJXy86UYH2Xx4vUw05ktZ2ASSBLG/R5/9wcX+B++JyYKp7iwMMHccpWllsdK2+XQGU1r0GLd2hgVvTx9+y0f/1tz82d/Ze2azeZyOH5dgF849uckiaa12OXA3BiTY5r1E4p104qxmmRyTDNRS0AIDs7W+OyDDT7+PV12bBhkk5jy2SRyRIPbjvehNLnso4jYTTGUPj+USnH9lDg1nDgr2H9C8Y1nqxw46fHayQrt0CeMfHA9VMPFV4KqgqqjqZR8YN/J6zTysllbF+5nssTzFJ4nsxvADLW3m9rMomt1fuDFGB0xtywJjW+n30qDU7LZVtd1mEKLDvsd08wPFzjMTEZINaAbu/QcYZ2OeFgw5ig9koGUogSvfNgRw8A+zcsCsv5JN1XF+Ile6LFuImLL2pgbrwjpR31+7GSLA6c8vvFMwP6TASfO+MSJg/EVqVQgJGnx5WQJ2oLXf+S0ns8uz8GdDgEeJUyv6fGhd3RxVIOTC+McOTPO/LJLpyfoDSxh7NniMVV3OXsurX32gRc/glS/8l/E4H/2hW9weralKrwk7rwu4vy8T7dvSy0n6oYoUYSRYut6RSLbnG828YKEgQZRifFUarfV1oI0LoG8aGqleF3+/kLYLy2krRshkyNxZOgNLKOfOif5kwd9erHi5dcCjp31Wex6hKkHjgfKRTUUnhRUFFSVIVDYcWYqKzxSlrU9V9ikRxncrsTLZInvge+RuSY2Ze46Gs9NsoxoTCWImF9J+cZTdVodn4kxgZN58XnR1+WCsaLctNDidqzC9JTiXbcP+Przfc60avRdaWWKA25icOPcs848dplau5DyrBNZvIc2Tuk9LNC9VJE6isRVxKkd1OM4Cb4bU/Ni7rwm4barQj5w14AjZyWvHHTpR4pPfqPKyVkXhKTXd0gjVbRNGYdhNuiyQC+Busjxa0RiEFpj0BClVJTdBbrnDzh2PuH5VxVRkhJGtn5cCghDh9f6hvNLmh3No+LD771avfbK15O9b3rXfx7AjYGEsV//5EP9627fPcv1u1xcUaU78OymTbEi1YKKl/CO25v80+oFlnopv/PFKm+5Ls52aoCZMc3118TUApONTxN5tv1ytF0M52n1BK/sc1lqSyoBPHvQ5cuPBwxixSBWXJz10MIhNi5auOA4CN/BkRJPCQJpCDJg+8rgK2NrwJ3M83WGzO3lfZkFuFXWoykK9vZcjeflBVppwd6eF6NUxLdeUnzh6TrKc6zdNqK/X5/Bi06YNHc8FIOBy/vv6POlJ9t88uExuklALdPhbq7D4zwpY4puISFkATD7VrKk9UsA11k3vGOZ3HUUiePgJKkFukpRyg7SnwgS7tidcPvuGCNCPnhPj0Fsx7n9+eM+zx30qPiCxbbilQMe7Z7MVNK3AXmx84RtDbz++pjp8ZQ01QgMb7ku5uf+z3FmOw08VWeNFxJ42WiRbPhnKwTlhly7o8u7b+a6DWtv/XUhuOzmP5cA3JgW0Gh86rN/vjvqCvUbn59i86Yu77t1gbffAL7jEcUeBoHvJkyMtZFewte+4PI7X2jwu39md0IyqWFsQnPrdRH1ii14f31Nkp2UzHVodhXP7/dotyTSUYRaEhrHMpNwbEZAOiAdpJS4UlgwS4MvNZ60QPAUeGo4o8+CfDgm2e7xI4vG4zK4LcNnZbVuzuBp6UjwnRhjIs4vekRhgD8m8bK0t8qq8kaymKK4viNBd86sqVZEsctEXbF5OsITA/qJTz8RVBw7BDOvIckTWkqWy1tl8V72PbIYSOvSEHyd1QaVxj8kaZY3UDZBphLiJEXFNpfgqBQpEzZN62zF0Fy1ZUBkekjH0GoJnt/v0OzZ9sTR5s5Lr7rAltTWAsNt18WMTWhMmp2iRHB+QfGbn3PpS8namqDi2hu1lxg8P+TtNzV53y0R26ZrXFjyVKvd3b3zxvsaZ2bb7S3rRqfUXgLwhflFpFz5lSn/8D03Xtmm3/U4eNLlnx2q8/knm7zvljZXb2tz9bYEQUorifnknwf88z+YoBu5lraMDbHbTbj4SK20NJUojPKSNrq8GSHQ+ZYLZDWnwmo/ISRSSpSwKWYL6iztLMk2bs1949Kzk3XSK7Kt9yjAbdu67HB93xN4DkWJqWXwjMUdjZdlR103xvdjzi5qPvH1GjgerhTDALOQJ5eprS55xPmQUAs2RZpakH/sXX2++Gif1+bqdFOXamI3pbVVgGbYiaPynMAw2CvOZaEEZKnAKz90UQvjOAo3tfkDWy+ussSZTZrZuvHstcjjoRRHaITRTFc173uLtsOXRH5t8/0zzPB3I2M9RJYMkJhEFedFOoZ//JMdXCX45P0pmgr9RLJ724CrtvV5780h12736XYnOHJ6nIdfipg8feaen9xy/leSJL1k0PglAH/gqw8ihPTOnzvP6Ysa11HsWguLHYcjJ9bw2MuTbF3X5ooNPdAabQRPvFahm7p2BlsZtBjS1VXy5S9Yvhhl/VYstxIhZdGCpgS4Ajxp8ISVAo7EerWKrKYie50XEjmU5qDkrD3sqh8CXBayxfdM0dLmebo0OCfBzdjbc2KkjDg9K1hoBwjHwZeMyBMpVt3Dw0V6pIKyrI+TVBElLlONkK3r+hyaDemnDoMU/FTgpgY3yXR4kqfT9TBnIFTpbhLFabeTdoczIYfSSOOkmlRJlGObmB2pit01pNLZSmGP3Jq172myCVkaGeWTsoYGwbDM4tL8dNlkyP9UZDeDIzV/5wcH3HP9XOEybV8v2bzGZ3ZxinOzdZZbAXEq2b5xQKjP8/LzX/O0vlQhXALwI6dPAzDmxDQqNby1dl7JRDulESQ0fMXF5hSnLk6SaG2zUK5BeOLbCpDXfQgx0ryQ/6xEnj2zoHaEsc/SFDUe+evid6tAno+IcJTdXMpxhvNQLLilffZyoOfBZwbuvPvH0YVEcR2rTz0vJiHmgScrzC1UcMcUXrmGo+ygsEqRjhQiiVVBoGIQ2gm2731zlyf3DWgnAT3HoZJooiydruSwICovOBNCM+wcygPN4agNax1mM1UMpMq+p6MFiRI4qcwkij2SDOjDZJouEmwyB7kcOl1ilfuFeH2Al07F6rODwZ7Hu95kNwKOE5d2L+DEuRqzizUuLPgstyRxCmEU0I36rCwe5DL4HgX47Mn7qdUqb/ns/Y/fHHU0W2ZMMfp2fhmeeEXQ7tskSycQ9FNFmNq0amKGBn6ZsC/D2SOd27amOzuy14rMZhNZZ46wP9v5JiZ7zjt2yEBOMQqhDOxiDopiZJe2EYDnAWeuu51clphMb4/WkntujOdGzLY0Lx6rgOPhZPLEKRUo5dk+sQrhNvk1bKLOx2IUWcdUEccuN1wZMjXep7VSpZcoqgrcxH4XlRp7xGWAY0FevJEc1tfnpRHaFFOqtNKkWuBqQaokqdKkSpAomVmRw+K1vBwiB7bttdVFfVAB8PwoKj/LSSDzuqHnMG6wEtfe8Na3j2KHQeTSG3gsrCieetWwsGQlkzZQrwsml8Zu3rLjrW/5vT++94mf+Oh7Lw/wVrdLLwzfNz3Wu/7AbAsjDFvXxxw/79DDYalfBSR1X+MpQZgIBtn0/7hU/jg09FeRdc4tJVazADcjAC+PXJMF0Id1EbnHnP/OKVrUhsBW0soSVXSvDIGdN99a9s40t0Oht3NL0DL2ENxuUZ0YI4i5/3GfJw/Ukb6DJ4Wdv11UEJbr1ct11MOLWoxGK1jcBpqpVvQHLrdf3ee77uzw2/fXiVKfbioJUkOYlG5qUZIpUmYsXn6r12Ny0I7Mmg9EAe5USZTSltGlzEZLDMFt5YlBqmEl57D4bfh6VKoMn1e/zj/b8DMOwR0nijhWhLFDlDgIBOONLm4QMzGdcvKCYvs6jaNgtjV5/ZVO933CJE9clsEXF89Tq9Xf9chj3/ihLz7c46UjHlIlbFhjOHzaJfBdfAT1wBbEx4mhHxtUJHCyTZ+S0gmkBPLVOwuI0u/yisDiNWX9aoYsni35OYvnnfo5mzt5B72yr0dYPOuGcdUouO04hVXMnfVsell7m+vkDQdJ6YiJiPnThxukxkcV2ctygDnsa8ydjRENnrN40dlk5/3ZIf6KNHUQuHz4bT3+6IGQpo7ppwH9VOAmFCwupUEmoig6s3bh6tojWbImSyWrWpA6Wae7ykDu2BJnJ7WMrlKDUjLLHsuiNFmmuUU5BHcBcjlk7tVavLjNV9mmOd0V2x2mFtiD0LHbrid2j6PxWspH3x5TrfQ5fEayacaQph7Hzi9Qc7s/dMfd73rkzNmzX9+yefMowBdWYsIkvPL5Q4Mdr50ImalV7R7ki7CmYmsx6hXrQBht6EcgeiZrLcuG+2hzCXuPpN9NCexiKE/ylHzB7CUWLBhcDBMnZdDnMwdtF48otHg+GmFk2E0GbEeJoZNS2IG24942JpuMuYcBplNib9+NePGY5OiFAKNclJR4UmcyqrzyDJeqS2o1RjQ4I80guaMSJy47NsTsvaLL00cqxMqjnwgCaafxOolACZOdG4FMMh2OncM++paixOKiJI3y7prcXbH1LqkyqFQUva1DcOtipqGUclj4JkAUgKcAdRno9rqPsncxDCkDidb5SA2bTOwOXFpdl/7AZmV912WsFjAYJExXodu1fa3T1Q6bZ9o7PBVdKfz465cweK+zTBr32TrV5+7rXMBnENqNVHNZIZV1M9LU0OwkxElCP7J1w8X867IGvxx7i3J9d2kpL4FdipJ0KU9eKpZkUELY7vkc7FmnS8Hkcjimbbj9d8bcpeE/ttueAthFtrJg7hTPsYkd2xUUY4j5s4erLC1VEL5jfffSynJJDcqqm7ysvcusOuJNa0UcO0xPSj50b4cXjzUI04Ce8qikVovn5axKkoE7Xyt05onnFSCZVFmlx4eN36WhmBnAlM7iCWmyicB5YklmOnzYaDKszZeravaHhXIFmFc3sJSE7CWyzQjCSLLYdFhp2+GdUkpUtsU7xu4GN4ig1/cJ3ZTpDUsMBsPiwgLgD37j82gjCZxlbt4bkaaKlbZDGNvt+AoJkTHmyYuC43PZHuVmtOtj9R16SXApLpUpZalS3hVs1CkYdn+XZw4WAC/NILQsLlHOKMA9JxsA5OZbB2YZTsfgFql4nb1ORw5H2c6d107DZx6sE0oPJVWWvRy9EVdnMC+1yYbL86gOz7R4qkhSBz91+NA7B/zBV3vsO1EhVi49KfFSnblHApma4tpIYRBSFNLAPnT2XqP7FpWZPNXgFBaisaOts5IAlZpiWGfRCCFHmbsIdKUZwUIOeHJtzuhqtlqPD+M0k430MFxcNJy+oEYauMkqEKPY0OwawjjBr+2j0z5PnKSjAD945Dx7dm6o/vNf/bfbjTjJ2ukVKm6Dbr9CP3RIU3ufWd2rmWjEbN+8wmNHGiz3azQ8nXWBjMqPEYBfAurhyjASjK2SJvlSX5Yn5XHIssTYhUwpzSFUOYNnSZ4RcOfpezdvTNbZduE5uPOeziQ7YpQbcfS8QyfyQDmZPDGrymMvvXlXa87VDR8jqXRdTvw41FzB7o0D9h2NSLVPX3sEqa3ZdjINroRdbW1iKScaTR5kDplcDDOcWT2MUww2tb9TGlJpAa+y3SmkHk4IyKdryby7X9j3HzajjLL4pQFn6fVlfi+FlUUNP2SxM+CRA3VWlscYr5ls789h40QvglZocL2Yq+KUK7Zs3f729/4v1Z/6if+h51Y2WoCvLM+y/0DrnRsm1//85x6ocXGxw8e/+wLbNvj0Bj5JlmkS0uA5CaEOeeAlycGzk/hZgCBXOwirPngB5uxb5SULeTtXGRiS0fkcw9l5mTSRZSbPxrTlNdKqBOridZbkUWReuAW3BfBwKJBblidl9lZZX6cXsdzR/LvP1VnqBwjftfJEmpFVZTg45z9RX5fLFZ2NySi7KVnqPkkcGlWHn/2+Dt98scFS6BFJh76UeFkP5XDkQ74KiqFNJ3RRRmvQGbi1bUoZcVZExuCmmOWYg11JkTG4lURpib1zJk9KzpeQQ7YeypShPF0tVfIhRjJn+aL9ULN7S59b98Z84usOx1c8/Gyltl0/0A01E/UeH793wLWbJ6nVt/78hbOHnoii/hcLBl+ce42m4+PL03z3W/ss9QSffdyhGmiSJCTNZkMLYYOxZw5XeOjFCdA+Vd+OHRj28WVL9LeRJJRZm9XMLUrL7fDv5UDOgV8AWwqkGo4fUyVQO1LiZJLEKQCea25dBJWuowtwu05efzHK3q6K8byITz/s8urxCkgXKSW+HHr2q63N/Mu9bjVhic2LpoCSTEm0bTlLEpdrdvT4njvb/MFXA7Tj05cevhRF0kdJQTwS4I0yuSgzuRl6zuWaGK1AGbsqaGOHpeazHS2rC4ZjJYYMXnxvWWLukpNSePQAq8Be9spzXW8yM6IfOtQqVX7sPV22bjjPs4cD3GzH6HxaVppqGkFMq9fgUw8Z3rx8ij3LgkEYDSVKs+cQ+A4n5wT7Dqecm29w9NxktlQaYmOngUI2sBFFxZXMBLaX0XN43SWay4BbFid/lOmG2jU7gUJkjspQoggpioH2lwe4HAJclWqonawuxaWQIq4auiVuaTjQUHNb9nYdO7VqpaX582/VWWz5EGTuicjtwdeXKJT6GMsC/LK2XW4Z5nvipIo4cZhoKL77nh5fenLAUtcnUg79VGb2pMjcGzEM+HK5WNLhxgy7fnTB5sOOdyd3VlT2WmY/S6weF6tAXgK7yJ2ckswY1uGYEpGVXRWRkd1QwthrKtEmRRsPbST1isv3vTnkg3cmSGmBa0duOLZbKVUcPg8H13TZvlUzM+USx1aHO8sLR5kYn9j24osv/NzLLzUZtMepK7huY0oYYTOV2QBzk5GSDW6SIouoSoFVWYYMi3/y2RpDqZJf9LwrPB+tYJc4kAyHQZaZOx+JXJ79Xe5wscPdGQV3vrNBztyqxNyXMHg+bmI4csJRNnN58pTgyOkAjY+QTtGcO6weHJ0INdLpIoZwy5l7yOSiJE+G24IU7WapA8Zhz9aIHesHLB2qYFLPsnhqZYpTcnHKABoGupngzstoIWs0EKXgE7QUhXU4EttkQJfS6vM8DioH/0IMNXmR4Sw1KovXAT2rbgApDLEU2d5DDp2uj1K14UZeYFe4RBIlduuWKBbM1FOOn2ghg8rPXXvdW19+af/RU85iM6XVi9cJ0X/X7XuOcc2WNRw85XBhQdDupUSxtptDpcMkTjHmoRQ7jQSXl5Mk5Z9lbgOKS9iuPDpsBOAiG5UgyyDPnhXZKOCyD14+si2tVRncJZBn+9W7WWlozt4q+9lxYpSKeeDpOkcXK+AN5Ylbsi7LUktQkinfRoPrSwLOPKM5qsWjyOGK6Yj33t7judeqoF2S1GpxN82GfKajUqkA1MhEwQzkxpQkSkmuyOy1zK63zA878lpmGr0Aer6a6izI1KOr8HC+YebulIG+CuCrU/vlFD8l5yef65hvTdjqSM4vaA6fSZhbvsj/sid612R9sI40OeW0ewLPlyy0YKHbYawuGR+bIYxdfE8RJ7qYyp/q4XYj+XYU+SzvcqHL5YbD5AxdaHIxBHlZk+dln2X3ZPVuDYUOV7mLUhrmnoM6q00ZbtvBpcB2hgOCihFvjs5Anlh5omIq1YinDyu++K0a/YEHVQdHClwxKk1WB5jlG/uyAGeV/l5lGZZ98ThxGKs7fODuAV99ssezhz1MzaWf+riC4kZTZYYs3Ioc3EOQlw1dG3xmN5iybJ5Kq8e1tNo81cOAUxfaOwN6Lk9WSTRZYnIhBEKbEWIrAs3sBOX2n5Ug9kZL811Bsk2siv1/sp3cogR6fcNKN6SV9qhN9JgcS6h6mjhIcdrdPuNKceiM5v/+42lqlQp71gu2rxNMjjnDuc7ZthNJYvdWiWJNnFhragj0y9SfrAosh0uRuER3D+3C4Zzqou+wJFHywwI8S+7IUkCkymWzBscZjlB2sk2YHDUKdLdga3uozDnxvIg4SvnqU1VeO1MF10VIhScoNpcqB5dCjt7AYvV5yAkpZ828AbeUybQgl4UWz+3CKHK4akvCu9/c5ZVTFcLEI5Uufa3wUlZ9ltwLZxWD22ez6rOg8ptNo5VA5Q3iMstzyGHWs4h9JEiT2YS6LE9W2b9y9bUfyrbVHfm5ZNMau6FsIohiOwQpim1iJy1ti6KNJbqbrxJ85F0pmJQr1ofEuo/rDHD++b/7FEJI0rjP7jU+G6YDpsYUE3XwfauHhnvK2DcbhIbuwO5CIKOUOMk0ujavA3BRsFm+bJfHma0GeBGsZA21hcYbkSYlq7Bg7Bzgw8mphUTJmNsytimY2imeh6/dLLh0VIzvRRw4Lfj6k1V6fQ9qLlLklYOU7MHLZDHLcchQyBW1KMOl14y6KeWET6kAK4pd6vWId98R8qVHB7xywgfHI9SSQZo5KhpUOvSghQCRZjJACGseU6JKNXRyHEVWHyMwyrJ5vqrkmttIkCWg50ZAKg1Sl1ncDGMRXWb1cvA9SgC59M3HaUQxDCJBbyDoDjSDMCWODUmmJnK3xfcUZy569HprWDddZWPrEULvSeLY4NxzTQyZb1rzfGoVgas0vm+dBSGyHRq03bW2Hyk6PYnbUdlOaAZj7N/Tq9biS5l7aJmVO10K1pZloA81t8he5+l5KYbZzDJr2+lWOeAtW6tiPvgqcGeHW6p/tvZgYo+saycxKfc/UeGxAxUIHJC2odnN0+RlULPqKP/wOhp8dN8bUexGnjsqqZYjQA8HLndd0+O9b+nx6umAJHExQtEXDm5K8ZlEWnaryrfWpUxenvGtVKZ1sWxufxZILawOL/v9OZtnDlAB7BLwh7GVGbnmQ4kiLjk9OtvVOk4E/Uiw0ta0OhHdviYsAE4p+ZiysCI56UgC3+XAKYdqRdmM7NrpAUoJmu0EKbvcuDulGtjCFimGJz6KJWEsMUax0nbZf9xn0YjiLpJCINQq9r6cRCkFF6u3zCjvLFAEljnQ1VCTD9P0pUMNwZ3v6lAcznAT1BzQbgnUuXNiHRP7rFSM58a8fErymYfrgAfSRQiFWyR3TFFcNZqNzW/kTFsWLR2lsDwHVVmHa0bqMHRqW/dsUKWK9L0xDh9+W59vPDXg+eN2kkCsFb1UFHXzUpCl8EWxXgw/0fCzGGMsi5eBbol9GIhKgZQSaXL2Hm7PWGbzgphyxh5xdUordkl7Xy5GyeVbnvwZxBGHL6Q0u3YyQxhb7a11SccbTa0ScuveAb10jMWVClIYnFdP1FFS0er2mW+1aEdNdm2GKMr7+Oyb7tmSsnWj5pVjPvtOV3jlWAMSO4evkCKrlpyyNClf+NWvR4Cd2WurrcFyodUIyDO2Hm42lVW/FQPwh+AeYe3Sc95Ym0sVpRJcNyFOEx55tsL+YxVwXZA2uPSEKU2OLTG4XCW7RgA1Ci1TelGUzpadgnJ1YSrRKnNUUocwcrl6x4C7brUs3k8ti4fCY6DBSYcOhkxzuzCTJKJ0k2X6v/goZetSgizJF2m0DTqNzUMYIyzgc3AXkqV0s+vy+TAlLX6pe5YnfQpixBbErZ1MmZ5qEbsxL59w2H9csXVdynVbYvv5M6kSR4bdWwbcvNMhjsZIUvvvOt2wbysEiZhd8fn3n1tP4Bmi1BBl270JNDfuitmzLeXpAz7nZ33W1yRbpmxjqeNkU5YKjT1qB5HfvYU0yZer4R2ca+yCBUrJHXk5YIvhBlM5a1uA61KQOQwo83nhTgHq4QRa5ZQAnkkUz4k5elHwh1+tE8YuVN1MnlC0puUlvOVU9LA0dpVmuUSfjAJ9ZEilHrXELtXiDjVf8iPv7nH/YzUOn7c3X6oVvVTZKsNUFPMEEQaRZgFdOrqS5M5ymcGVyeSKEZgM5FIbTHaNjBTITLZIKRBZsZ3UJYCXgu3LafHVqfuRlV3Y6+k6hkZVs3Gt5K4bupyZj3n6VcVV2xJu3JXYhJUWJKlDkigCD46fN8ytdKi7EcZo1LNP/G9rq1L9n1/4+uweHXtMVT0c4+IYF4WPg48yAXOLVV47XifsBUz6DlM1O8fPdValyQsZUQoIhRhxPwoXpJR5tGWQohgPXABXrXZHykFkKZB0hnJkGFyOgttVBsfNs5bpqszlsJnBdSJSGfEHX67yR18fB98HFaCUQ1UZKspk4ygoGpzdUmvcMJNaTkRJhpNhGQlQ8+8mSxnR/KYVkqzxd9gLqaRBGM3mdRHnFyUv7PdIhASh0MKOWHNWrySrVtSCK82QNfNGYGFKoiYD++vdDKMaPtvffnV8UTrIG2KyvFM+lLUoHyjJVyePqYTCES4zDY837XDZMBGgkxpJXCeOxgjDBr3+GIsr4wgCxmuCZW5fN6ff/pBz4MXWuI7Ne95+g4MhoNnRLKwkdHp2Q9G8Rjj/UFIMa6l9dzSLqOSo3BgJLFfZf5eTKUUWcyRDVsqYFRtMDZ2LXH/nkkSVtLcqdnowBdBddakkGT5b58R1Yo5ckHzqm1Xs/BXL3lZ7l7K3oiSbxDBbuzrQFOUfzCh7DwuuyrUhw7mCJputnmaj8HSqSFWmxVOHH7i3xxceqXLwnAsywgjJIHXJB00V1yPNkJzmiZ8crEO4q3xfPwyqtLLI0nNxiPy19cONzvxxbeWNvsREGH2tV9mGuoSPXCslwurtlY7DIKrhOpWiViWXb0lq48N2VzG/As22YRDFbLlSv6cxPj/uPL1fsNJKqDZmuftNDvuOTrH/aEDgpcPttost4EzRlSPlsGvGUaM+9ajOer3n0aTI69aAF4Af6my72VSuwYdbBarVAM8ZvCRLVPZaKY1ysmylk6CUPRyVkKqELz9R4+DRofYWQtqEStFBw2UvYC7Thj+LgiHLGnz4erQBecQTL02kcjLbcOiPW6ly1ZUh739Ll+Of8olSBcIhFQ59IXDSfOxxHujmjsrQJizvFz0cjDmMCaQxqOwz5uBWBowwwxS/AC0N0gh0JlWEHJ6bHOyyAPKq81VyW0yeSTWmmK8YJzIb3WffbLhbH8Uuft2+Yd/JkH2n+ty+Z5ndmzYzNRngBK4kDh0eearBSwcVVU8wVhPMTHpFEJJqu91bkmrSJLMGSwxR7j9cbfnBKKgLYLNKp70uwM0lLF6wdsbiOXOrMnMXPw8Dyjz1XmxxIjWOzIfaZINv3JgTFxX/9+cbDKQFN8Ipdc0PO/1HK+hypi5FSt/mMbpNYuZmmOGSbUYCTTmcm6IkSitS7ZCkLn6a8Nfv6/K5R6ocv+CAikE7xMKlLwQqLfnSebBZODxm5AOZQl6YYoWxfUGmKFEtgk5hA0+ZuW2FDs/sYpExux5hbXEJuEW2Eoy8FjbvIrVlcSK7sqRakCQQp6bYNVtn+594Lrz5GsE7bxXU/RqBFxAnLs5kA9IZyTXbaijHI/AEjarEdy3IjMGWbSYwiCSDEMJID432YpkZ9bFHCq1GrMHViZDXZ25RYuo8kZKD22YwdcHiRXuVzGdom2FQmc8RH/G7S4e08sR1ItqR5re/1OD8vA/KyhMh5dAaLLkmxWtWsVIhU8TrxpgjQC8AnzcelHs08xT+kL2LZgipSBOHjTMhP/U9HX75Dz1asQ0IjJGEWlnbMB3Wg5AWavtSkI84LBnoc0llbBVhseJIu6+pMpaVZcbkRg6Bakbkx+WtVIEFanHe8kA1kzsxw5R9mG2OG0aaONHFjspCCnxXMBgoAr9BFAdcicvEhMC50JJImXLbtU0Cr2Er1ygV0Us7ViCMJc2Ow0JT0e4q4sQUwUchSYqlZhjMXLKEr757SxF3OQumStKkaDRWpU1eZalPsLAKdYnFh4DO5UghUYqtTpLi2VExjh/z2ft9fuvPGoTatfJEKKSQeIJLm4ovk5YfyrPSL18H4mYohUtWYVmfD3fGKGc3ixS+tluBB07Cxz/Y5chpj9/7stXioEiFZKBt76ZMKRh8WICVrzim9J5Du9IYq8tzqVJIFmFvuryzxupigRZWpoi8dLdcWZi99yUsPuKujeryfDHUxqboO92E5VZCq6cJ49x/z7FiT3asDYYeO3f3WTNRxZmZ6HPufMhT+3t83z1dbt7m0AtVYSL1QrtsxolifrlGu9egI2xJKuYymcn8nF3mw5Z/LttJw9ejNR1DrT3sqM+TKxbspVpsNZQlq8E9tAjLVYJJ6dlmLZdX4HPfrLIS5uC2AHdlNh4uX0GkuXTVyS3OEp4LWJdJ8RJ5MrQKR6r6dN5SJrOtz/Vonbi0UkVrhyR1GPNS7nt7jy88UWWpo0DGoBUxDj0xzDLmgBYj7L2KySmBHFtgq4woGN3ahAYjhjelFsMVP9fS+eZS8rIYsH94yTkTq63m3H2x45PPrqTMtzRJNgmgH0qs6hL0Q7h6Z4f33dqhEiTMtwzOLTtiasDjzwUcPjfLzHhiB7FLQaun+MoTAf1E4igXT8SoNEEp1waW6tIPf9mS2VUf/pLnMmDKrC0pjYvIevVkvhf9KLiHU5iG3nexGawcsrdl7JIez52TasL93wp4dn8FnWtvmfVcilyejNabyJL/PXJji1U3+euSeMaehQ8+lCijzcFDNrcpfIkyQ188SV0cnXDbNRHfdUuPTzzggYpA2C1kIuEwEPmuDHnQuXo5KYHckNVei+FNKE3mkWegFgItrdtia1VMEXCKTL6UHZNhqn60PhxhtzUZJqJyOzNvQLfS13Mlm9dJNmwKcbw2nhsxSODLjwf0+na3OZ2k7N3Wpu5XOX7OI8LF+d37K9ScLu+6MeGJQwG/90ADz3NwlSBKFEdPuQghafiSTZOC3Zs0M5Maz1XFBKlL6p5XXdjVTD4cMzAEdf77YWf46Jy/vBFViaEsGYJcF0GmyjV3WZ4UwE5tYJlLE5mgpB38fvyM5A/vrzPb8ex+19IOeleC4Y4Nl7lBR6RJeRW7DHtfgimG7D3qHY/OMCl2hh7purf759hnu/3J2lrKj35Xlyf2+xyfkyBiEAqtJQMhkYhMqlhACb2auVfLJJPJlNJepplbYr34YcA5dFOGFYYmY2ohbH25IE/85S1s5YrH0ZNWYEXbaQjShZkJxZ6tLhvXuNSqCUIk3LmrT5xaUqsGA549Al97apqPfzDl+j19nL3bNWE/5sQpzcHTM1ycbTBWyaa2OnD1RrtRUy2A8ZqkUZN27LBjV/F81y3E6+1OnH9JsoBz1B4qg13miY2SXCnHAgW45etJlHyenh7R24VjkksSmdqOJGWHaIap5jc+3eCxFyu2t006IJQNLgvtPbQoy6vO5VLzoxnN0nlYBe7RDOawyrBY9kfKZ8tltLbdzIJdkaaaRDqoxOGuGyN++sNtfuE3PMLEJn9AkgiXPqJUL55/ilGQj+xhbPWJdVGMGH7ejK2lFCM/a5FLl4y5i7yIXZWKGKDo4loF7EK2meL8qQxXjpI0u5KjZ2ssNH1qlYTAS6lX8hyGZqwWsWvDgNfW9jm/pJEnXZzJOhxdVDz0TI2qU+fNu2z2yDAcj+Y5dlOmakVRqyiqvsDzbK11HliOLK2XAPzSwFKUvORyH2GZxYu900syRclRYMuSLLkE3DJ/PezOkaWflUxwvYSHn3f5wmNVwsiFilNob0fY+eMjDdWrmHx1mjlHdQF2Lt90XB5MmgM7zxqWi69sqrzE3mY4T1xqhTI6G9RjO/Ar1YT77urz4GN9vvG8srYhEoQkwaE3ssLkYL6UyYc+uS28IqsqVYVksW0TOQBN5noZkzF3xvBlmzAHfm7WlE7XUAoxPAf5TeCkGm2UvZkTRW8gqfgunmulaB7EKmUI/Ih339ik73gstwOcoxd9umGFW3aPUQ1cDNAfWCvQlk/aGX6+K7PNUe2GTK5jdxeAfBqSQKf2eTWFD4FtChYvWqrkUM+ulipDcJsSuBkFeZbGLoM7HxKpSoPblUqRGXM7Gbg9N6bZNdz/RJXDFwMrTYQtiS3YW1KaIHUpa48C3awC9LfRJ6WLSjmAyyUKuSUnLkn8rK4Xl0KRpilSOsShw651Md91Z5dnD3q0oiz9mm3pGAvFgKFtWCSAhBgOlSzJFVVIEzv11xhbhlFkOGXuqlitbISxtqDJcyRWr1uA59e/pMFXrWo2oB4mF/P3CyNDGGoGoaTdlwSuwHUdHGU/UxhBP9RAgDCC226FdWsHOI1AUleCbWMDJse6nF9wOTdXZxC69u5ReVreZHuzm+GdgwV0lEjbbZEFB/m00OEyNJoMKSdILgF22U0ZAba5hMFtkieblVcCd9lBsX+WDhM6OXM7CZqU//hAhd/6fB0jcmli2dtqbzuS7XL+/KUsPtSOlEH+bdh7pJKPErizoZxGD7vaV0+htb545qxIG3AqrYlTF6k0H/9Aj2MXXH7rCw5xkoE8kzWhkCht2bgAeZ6pKYHclCzEnLmVzFd3+/+XmYyxfQMUYJYiz3aKYrUuAz1n8rw+hhK449QU3WJ5NaujwHUl/kBkmxXYsddKWUs2jGIuLPU5vygIHMP2Kw21msB589XLnJ1d5vHnW1SXYvYfq1JxqmxbL0tb5w230PO9PCtox3XFqaLVsTXKaWqXpzz9m1/kom2JYQApLytRTKFz7d/RpW6Zy+nvfOeBnMnLEiWXJdZFkXLomigZ43oxx2YlX3ikRrfrQsXuBWn3gyyl5S/TljbS3PA6r4tA6T+LwUugL0mWke0XdV7vsQro+ZEFnFLamYb1WsIH7u7x1ccrHLuYpV/tSCVSIeiXP2muGfKIMbt+KvPvVA5yUZISJR2e16bkv7fgHgVz7rTIAhPD3tHRMRq2oaE3MLT7ECVZWYgkmxMpsvHWFCD3XMW2DYZd23u8chrSGE7Nx8x2NM75xQrHz1V55PlJqq7PzLhg7aRkrK5pVBMqfkrgpRl7J1T8hFoQ4bop3T60eh5J0qDdc0od93wbxh7q7zKwZenv5TOn1WWZXBfpeVka0F4GuJUjOfhTu8eMM0zJO05CGGsefKbGN1+q2OHgJfaWApvYyZ2c0syRy+rvVdbg6gDzPylTVgN99cGQwU22FcnIFCwtkVqSCoVKNVooktDh7ddHvP22Pme/4hJqq8OzSigSHEJhHRKp808xlEYjyR8EjjFZwJmxuGZIZpljMhw9MSSEIaOX9Xm2CpQyvcU5lFYy9SLDSmRo9gS9bAvLug9Vz1BxTbY7tSFwBbWKZm7JZau3lrftTYAOol5BeFWcqelrm43FI1+949oz37t12uZJq35CvRpTr8aM1SIqfkzFj6gGIYM44sy8QaN56MUKZy7Cjds1SWI13sgyvioTOXQezCU/D1m9LFPM68gUXZIqJXDLIbiH2cosFS9TpLKdOtJLePR5j3/x+2Ok2gFPDbW3kMU4trI1OHR7yq7PpT736sDp2+fpV0mWAuzDYqecrY0czg40Wce9lHqUyTOpIrQdFuR5KX/vx9scPufw6HMS7YmMxS2aYq3oQ6kgrBxwinJrMghRaPBCqojs85bAbLDSo7AMs/NlMoIwAkRWv0JGeqrUB+BKu/NdvT7gu69a4OSs4YmXfCKjOD0X0F/2qPuSqgt1DyYqmvrA0O1HnF9QYCTbNwXcftv4VzduuqLpPP7U788lWv7izm3h924Yb1PxBWNVqFViXCek2YsRMuKFY3D4nGK+5fKtl2uEscfcko+nJYO2w7Z1UK8JAm90Tp5Sq5yRgsHzyVVmFZNbMItSoClGLMKh5h6RKUoXAaUjS4DPdLeUSWENnl2U/OYX65w670M1B7cz1N6ZNSizysHVm0qNeOCrdfjq3+cAEpeCu2wPUgI3ZS+6PF5NU5SlmtwyNFl3eZ6+l9Zd0dohiTXbN0R8/Hu7nDjpcXol14rDoDOyLRGlO3EU5PkHNdIyuWXvrDBMZtpcWLdESRs7FB54kfgZBp+yBPTi3zOZFFJWXzeqiis2ae65yQXR4yN39RkkCY+94jLXcjh4NuDAySpt7XB+1sNXkpoPjVqM5ySImk/vuRd/MXryhTnnhcP2QqSJJHBcPvSORWLT46lDDt0BPPBEhV4ScOSCz8mLVQLPwROKuivY0tCsHQeJJIwhSO1SaofZD9PsuY4dWoM54PUIsHNWz8EsVjG4lSw6swZHt9WwQM622BhJxydZQidFqZjUS/nDL43xxW/VMEEZ3FlJbM7elzA4316eFP+5zGMVvosEzyVavFw6O9ptP9LhY2z63miBFiIrfCrVqAiF1BohHGQ/5b57+rx2wuVXfsch8hOK7beFwGinAHlxM64GubAOSv7ZVRYhyuwXeZoehllLI/7TQM9LBoaVjmSbE0hS7bP/2DrWTvaZnuhT8Qfs2RQS+CGnZgecuLjMIJV88fEavYHi8GkfpTy++62CtZN2kKoxBmfjeMVKC+OwfjJmdknwf319jGcOjaGUorniIaSi4sH2Sag4hrqvqfk2+dOoSho1lXX2UIBTqmGttlJDAA9diJIsKbF6EWzmP5eBXdLhuT1oN0RKSzIlLexBmWlumQWXUqV88zmf3/9KjUGaTcEX+WE3MS1qTsSqz5bbgJe1By9zXKJOXk+rlGqfV9eFZ3ZhuYR2dAJW1umuBTKTKLp4VmihSbWD72p+/L1dnnrF4xsv1TAiCzizL6KNIDQCYayLYlaBPGfbQpdnkkOBLbCSZBsz5SB+faDnvriRo/JH5nsFaYhSQ7MrUNIhTiq0ui7VoEoliAm8mPFKzFv2RkiZcOP2COXEvHAYPvHVKQ4dm4StwbCr/p6b5ghcODNvePVUyFdeGuP51+rUlNWia9dlI89ktntwtg124AuqvqRWUdQqDhVfZCOJswmuRblqWU+X6zdWA3tUfw+DzNJOAqWt7FQhV9JLNPhIjbe0tqDjxPRCwS/+7hgnzvsYR9ks36qspSvItgUZlsRedjRE+TVlQItRTH8bQb46KTaStqdcfFUas1ZYh+ISRtdaokXO4hIhFEI7yCjlio0J//AnWzz1d306gwzcevjJNYrQZF9WD4uxDFb/2/HiwlYXZguAYcjEJj9HI2ydARpTdOzkCT1V1NgMewuU1MSJYBAKHKmQSOLEZRBJKr5D4LnFLPfcCvazfUxv3jkgjhOePbTCS6dhsVOx3Vtff2E7vqs4P9fl0PFlAsfhhq2ZnjLDmm8pbLrUdW1m0/ckga+o+JJKIKn4EPj5DmWlgqcMjOL1wJ13W3Mpg4vyfjDKbl84BLpZ5ZaUduaVQ5tQZuBOUvj3n63z0qFg6HnnR1Zz4gpTakcb2oOvx9CrC6vy4Trl+S9DJlz9+lItzojuHtaCjMqVEnuLzD4U9rVl9DKLZy1uwkFqww17Yn72+1v8m0+PE6USSIZfQgtSqYhSEGrI5G4hU4Y+t8wArci0ubad9uTauszWMpuGWFoBtckGOhfTtMp3ui7Or9aSKJGEkY3tPM/Bc+xsm3w3kLxI7f9p773jLLnKM//vOZXrpo4z3T1BkzTSKI2yUESACAKTg/E6rLNZh3XYXYe1vQ7rAE6s8dpgbILBBBkBQsJEAUIRBYSE4uScezrdvqnCOb8/TlXdut0jgUgC768+n/rcvrdv3+6ueuqt9zzv8z6vlIqaq7huaxft1EhlDaET7B9//avw/CoH9z3Cffd8hmbbo9WBKNFEmbA8zTzlrGxSgpsNT/Vdie9h6Jps719hukhRBm/v5cdBN9T+CIx+3i1EnzGRUmWpS17EWQrufiEn320rwfZTvnifx3s+VmWh45gKjngqzUmpqSFbjw0qH0v5N31w9/PXwfRjWV6uBx6WvVZuzl0O7JI+RfaNOlXOsOTSWmGhUo0SOisGWaSJouYrfua1bR583OPWey0I81tFnjdAgpWZ0GZIzNMVkVGIEiwTls1FkC9AiwVkqZCTUYf5zWJw8W1a4FJhmrSV0mYEpVaZ77cmztxje5EZ9+jZGsc2Um0htHG/SiCKoJdo2h3F8ZmEV73yci674ByazRb20TmJ59kcm+8RVmZYN+kxu2gTxYLZBYfZpiKOMzrHygeommlrvkupGGQKQn1wmyJNfzBonm4NOvv3qbcyrZg/L0/0yqK3eBpwl3aZpSbSTti2z+btN9bYNeNkc+8NsM2+JHqfIi0paEIYGJZVZkkGInuWVz7VgvNUhR0KYPdz3aIRAt2PegyW9PuGnTk/rkpglyhhkQozglvGig3DKf/ldYvsO2az87BA20uSLGkoyB7mHxUZyLXMLN3QRXqihbGm6Ofl/fw8D165/oRSWlcEhKyTx0o1iQQ7zTwwbVFUM6NY0XOtbNy6MDNPs47qONbMNhXzzYQ4UcwtQiWcZc1Em1VTmk4zwZ4akVSrgpmjPjv2hUxeuMClZ0ccnXV4aFsD23KLKQmuLYqxe56jDLhthZMBPDfSKSKuoDhZYulJpnQlL6EJxUDurTJGRvUBL5frTWS+mJR9KazjJRxbEPzpu2p84rYQ7dimDU04JeZElHLvp1pcLqcE879/WVFnKdAp4WcwYC/NVPpRvBTJtSIzwNRFOqJlnzqUWva/Jw2wTeeMJlUSISRC2KhUk6BxpOJVz+2w0JP81lstjs8L8ERRAAJAOiQqo0WkyDwn8zTFRG9LZemINAtEqwxwabjuQmhVqmzr0iHJvy5aAGXuAgxOrOnZ2lQqI5UB3ChZHdvYiwggSXrsPNrl2KzFxinF6asdOt2QI8c8Om0fe8OaBFyOTYz1Ph8L/4V3Pn6cg/MpOw+EHD4cs2rEplGzCLwsWjsa31G4rsbLxlznE4ENuFUBWKDP4RZVzv6ZziN7HrH72hSFXAbywVnpg+AerFqavDshQvHv91T44gOhybstq2BMCuYkA3dZVHVqSnBJ1F4C5HJkWgr2p9yWlunLlcxlYC+xLCV6sJyP56mLyF6TUmYqPIWSEqlND6dla667uMvLrmjzgc9IokSAnZjbU3EXsZeBvHjMo3e2+NTZgdBCZzl5/9jost5EDd6xVL521aVjLvPJGxRDwhxb4DoKLxP9mfTYplGTXLxGMbGyybbDKaeNp2xYNcLxBfV5jgbHom4b64/+5O288NrL57Xy5ieGkx/5ymMn+dfPjzJ7osKKhs3okE2jArWKph4qapWEaphSDbJqZxBTCWLCICbMaBzPTXAzt9Y8mosif11eli9LYctNDMXgozznLpSDaVHYkQU1mJRK8TGpTLnlzoD//c46e495/SaGYrdNs6oEX+qS50k+774/RXc4ugAATwNJREFUuaFvzJM/z+cE5QvS3KtP0h+UVfIyz3chl9lhDPjAlL4WYjA9GuwD1aX1QMYll4LE8uaSQVN5rTTDtYQzNyYcPG6xc7+N0lleXWgNzNeqH3+XFazE4JOB4DWQemVAN4aeRn2apBAp43vSSSTdRGS7JEoFcUK2G8vuJM2cHTLDVyHAsQX1qs3FZwhedEmHfcckM+0LGR8a/42ZY7vue8X1V5sZPcfnYlxXsu94SmvB5uwJhzVjNhOjNqNDgqFqSiVMCd0U30vw3BTPSXCdBNdNcO3cU0QhhLFzy2fLRIlNnNiIxNwyC4uE/FDm+bYoU4VPlZ6oIgcvg1sWkTwx0dtNOTht8Z6bKmzf7UElz7fL+2D0LrejDVCBon+nWaqvGVAOln7uqZsdMg7tFGlKIbBCDTIqxetlR6nBpghZ1pBrY6vWX4xKhLJIhTYLaq1MKb+nOGNDzE++epEHHnPZNy36C4zS7Ngikss8AhtOu1hkCpHx4LrIv3WJfcoZlTwlMQAXxAq6iaCdCtqZ33eerthC4lnGzDe0TMbg2+A7WQbhCqI4RqUarW26vTprJlxGKnNot0Pot3Cs0hCqNWvPplIJODqt8OURNq5zmRiVjDQU9UpCJUgJvATfi/Ed0wUTejFh0EPKCEGMbcdIK6OBFMabIwlotkNTocvH5C25nS9nT9QgwIvnqh+tC8CXwZ3z3QmzTcnbPlDj9of8TCWYF3PKikHDmjgDacmgXDenR3Nwl52ryuuIIpoVX7Pki6fOUMhTk1LYK0e/vvgq69dUmcaaPA3psym5A4IS/TxcqWy0t7AwniUWKSaYpG3Nc7f2+JUfbfIn724w184XmlmakrMpGOuQPP0oZLTC9GXapqmyqF7nF6Wkb908CHDopYL5WLDQSVGqg6AHWmWaFZuW5SBwsLRD4FvUXQhtM/TMd6DdVbS6Mc1OysKizdyCx+T4GOecsYnJ1ecSx50+wDetW8nQyMpb77nry2+55JzKb522osWKkR5hEOPYJio7tonYvtujUukys5Cw47DmCw+6fOHBGlgWQlogBFGsufj0Nq+7ssO6lRZSOuj+UOVBcJcA3Y/gJS++ErhlCdwFqEWKJUzktqyUrtD8401V3vWxKoupY0wDC2Dn7Inx7isrBosFplyagy+57Wd//KkWm/lpfUbbUsFViUVZ7u1XHv/Xf08RtfMFZgZ8VbwGQukM+GZX2iJNNFUn5udeu8jxGYu/+0CNTtGwIoqobUTftmFXskUkqsSsZLm3hSgieR4VZO7qU94EJAoSUs7fOM0PXzXD1k2KXiT7lWtL8cWv+dz6YIVDJwKOzlSwfZvAkQS5Pk6Y01vzEsZqCedsqBA0mm+57Kozbz1w8Hgf4MOjEzx422+3Lz3D2rvn0Em+9OA8rcj4pVyyuc2rr46QEuI0Yc9Rzec/53HPkw0eedIMRO2mNq5lFbmpBh7dlvL4zpP8xS90CF2LJJGZTqXEe5fTkSVU4NIIbllp9noWuUt0YP61thVP7HT58K0hzTg7CpTTkv7C0h2I3iUpQYk5yU19ylG8SE/653BZepJThN8ggC/Fdz+ID0RyUQL44CQIUaQkugB5WYEohUQJjdA6e69EKBPN0ywlTBJF1Ut443UtPn+vy8M7DPvRZ1To8+SAQhJlA5R1DvIM2OSCrHICpk0kJ2dKsnNvCcHKRsQf/MQil53uE8Vepi83wcuxYy7YmPDzPzTDQ9vh3iddbn2gys4jVZptB1doXvrcRS48PcZB0GsrHtm7iu1fOrH3I7f9Wfvj//y7fYADjKx5LdWKz91P3Mk9Dz1AL/XoxIIvPNimGR1kqKJ472cbbDtcYWGhgsYldAVDgWlj9HJz+UycHqeSkWCIY9MhjaqdmaZnJXgrY1rQJbCXQC0Gvzbvz4GtlnPdMsFyUh7Z4/KLbxni0Z0e2skabuWg3iSP3k6+SBR9zvtUjElJXTpQeT+V5kQsTbxP/WQ5yEsKwv5rFOKrPvD7ZfvcjMTkvH27iT7IDS8ulEAIadITpU35XmuEsgz40YhIc+6mmH/4rXl+7s8Ej+7KDlDO+xUANpFcIellnUb9CG7eY2V5XeH3rfvpXZ8OBNdShDWXmZlV7D5oBkwVNh9WP2Pw3ISrz+1y7dYev/BDJ9l1eJr3f85jqKL4hVe4qHSYXmQz10w579yzWbHmWtKkwzKAS2cl2goYGRrmirNCLNvDkjA8usg7bqqx6+AQwgsIXJvRiqbqagJb4WWjsXMLYccRuLbAdwUrhivsPVJj1VhE6Ce4bopjqSJcDQK7pDURKrtV9UGdR+8c2KIUvW0nZVFL3nFTyMOPe6T2KRaVWfuQJcChTAkubyYeqK6yBPwlkOcLzHK60oezKC6Ebxi+l7yU06m5HntgzAn94o7QulhQyrx3UxhvdV2K4nnubjy6szQFTSqsDIgKO1Gcv6XHm17Z4rf/j8Nikh2ogXH3olh4aiRx3vSQgVtk3UBCQ4opEumMeswrwo5lqL/QE0yM2hw5FqITTeApQzln7JtrKxwnxXVSfCfEz/oRLjq9y1VbW+w6lPKum6cYrYwipUW31+OSS4fYtGaETrdTHM8C4NWKRRA4uybG3d1bt/gbQidicrzHxPgsn7gvYP90hfGqZMhLCd18RZsVf2xjgu/YptLpOYIwsBmumwPZiy0cR2GlJsLnJ77vP9gv3AykJQPgTkvpSR7FE2wnoa0E7/lEhRu/WKFnmcaFwWqlSVVy32xHDkZvsTQ9ob+gHEw/ltuLLY3Q5Xycb5Co6FN9XdaJ61LgLOXi/Wg/yKaIgkExP9OP4iY3N6kKxXOpNamWkLEsbpLwuue3eXK/zXtuqtKKOQXIdfa1hUaSIAouXGcLT0Ns58RibuqZNzeYYOg65v+YmTcisUogM6mHXUy/cx2dATzF9zwCzyf0A0aVw9GZNv92l8XqesJEvcfKMZdEObu18HalKi6OazFV5y1/8Tdce+01u1P8cVecvGb12D7muvN88n7JHV8fY9izWVlVDIeaRkVQr0hqgaQWSqqhRSW0qQYW1dCmFlqZjBZCX+O75RmUfSGW6bzpd8cXTIlYAvZMRFWWwOYVy1YsePcnK/zZuxocn3VMybVwhe07VJFpvb1M7z3Aecsyp71kikTOTcu+1qLwSpT9WUJC5p0pGf8tctfd0pyh/HEJ351z4XnLVsFxF51Q+fdFX5xWpHYlKlP004GyRMIYM+WMxnLTHVm6Buu1lAu3RDTbgsd326YI1KeKShds9rrOxF7FawVjnv0toljL5PNLzexSY7styGjDtD8HqheZvRtJokjSi22i2CJKbGM6qmzqoUaLLkcXNPuParaeOcWVF2/4+yOH9/7zuedeuDyCA7iOi+OEnz7SVi+/6xG59Z7H6uw7WqFuS1Y0Uqq+oOJLfM+oCV1b4jimdGrbZrqBEWOZqmfomRJ+DuJc391nSvrKv376oU2UFuWonpaieGn3NTd/OuTP/7nGsTnbhGZpZegopygi41dLFhBCD0TvfiW1XCApLSZLUXtZXBal0146/9/0VlR5WZa25CqeAe9uRdGxrrIFpFzS5tZ/zURxlMz6IqUpvQtdsC6pMvpwgUUSaSaGUn73Z5rMNCUf/FQV/KTPqAiyW0oWzYWFVhaJEIWy0Nw+MpMfDVJlKlzVpwnTFKJY0+6mKK2JYgvHEdmUjDwjMPgy3LdF6CvaXYtOz2a0YfNT17W49twO9z6hcH39sOvWPx2l7YHjNzAX7b3vfR/e2KoDB4/rS2Zm7AtW1gVRRzJeg9GaZKhm0aja1KsO9dCiVrWoh5JqKKgGUAlMxK4EqojcvptrdlUxMsTOpppZ2Zwcq/DpLjcPL6cE+1RhiuVpdh22efN76jy0zTOMSRG5rcFHafQm+Xwdu7xnEbk/NaL/XJZ3Sww+zyOt6Fc2pZRZ6pXP9/zGEXygQtnvQTilXCC3yFvqSb5UlTlQoCoXqSh9nyUXa+ni1UpTbygCT/OVRxxm52Sx2F6WVJXSNI0RhCmyfF+XA0Zmr01/lmb+KWkKSZoJqyJFNyo/Qi8y0T2Kzfz6cgHx8T0hE8MV1k7Yn5o5ue3vX3T9zwwAfCCCA1yxdQNCSKanH+Vr25rUQ4sVQzb1ikUYWMb8xwUvUxIa0Pb7KEVx0o3bq9GqGCA7uY1D8ZhZPMi+pmTpolKKNFt0lsDtKnYfsflf/9Dgtgd98KwiDTH383L+bc5NfzpDKXozGLXzk13W0pySLSm/viRin4LyHfjBsr7kFAF7AD5FBTN/b/HYN6rPZbVKm7YvXeTgpc4fLbMx2vngr3zBaRgWoTUos+DMvKtQHc3zLuzyx7+4wO//Q509R1yTjy+l+ZXKSpUKMyNIEhlisOioF/kxVybFSlJBJMx/qBTEdsa+iDwNyyfm5VFcmP4DVxJ4koW2RasrmBhVCLvJ9iM1Lh7ZgCpKsE8D8Odcfi22bUX/+C8naTc7bF7jMVyX+K7Ac432O/BUZiOhBgToGoqRG4bTNN1Arp2/L4vg1uBUs35jcJaK5IAWpshUTk8sR7PvhM0fvKPOjbeGRCKbRiXy9KQEbimLhaVdtKIttz4W6EETe5ZEuOLglxeROWbFMhQPLEKXRMsyqpfz3XqwRD+gEy8NdyLvhCnRiDpT/eWUoSIr6pjFZTFuJC+pZ7SikazqrIvHyt5v2r18O+X113VIFfz+39fZf8IxiBHZKjY/yTqjSTKQa20Ra8swKCVOaXBNkF8fmjg1H2FmQfWVh7bEYMcBzxWm/8A1qsKZOcHsgsfKUc05l63kvIuvi7RKvjHAg8owtaH6b77oitO3HJw4/lzfWcCyLLpdB8vWhF5KGCSEnhFWuW6CY6WmaJBadHoura5LHJtL3YzRTovdLk01s+2kJG9NlwE7pxGFSE03j63ZP23z22+r87EvhERCZuAe1JiQefGBKByqyg3EA/QgSznwU3TwPEX0LuuS+u/R/VD9TLZyRNcMRu0ys5KDu6AOTcQWRVtb7iw22OrWZ1pkxoNL8sqryKQSKuPHDa9nkSQaB8UbX9TBtuB33lZn/zRGeaYyoKsM2EjQaXEetLaJtWWYnPKFT36HNFy+soDUTDVu9mAhEsRZpPckBA4EjiZ0NRUvJfBSLEvQicyBmhyrMrbmjC+Pjq35TWh+Y4CvWtlg+uDNzXM36+3d5sxV7/9M11o1XOM5ZypGh3qM1E2Hs+d1OTGfMNdW2HZi9BHaJnAqBKpOmrrm1mQNgtrNRmQ7VlxMFpZZ17vA8N8C065mUogM8DYcmbP53b+v87FbQ6I8Sc7TkmViKnOrc065sFwO7KU5LyyhCgdSklJUYhDsT098PwOsDxR5ljYk5wtPXVCCRudjFpwia1QWJW48r2aWF6HiFDSiaR+zTDCWprPGRvG6F3RIUvittzU4Oks2iaq0cCg69fNzkYC2SXFoY6EGInkezXNfRGhH0FYpYbWNFglSCBxL0olcDs26VG1J1RWMVjRjdbjsnIQVozN87mE33TMTbP+793+h+V9/4rpvDHCyK2zvkdYvfuyO1ZfEnZPnD01ZjDTajA3PokWLh/cpdhySfOLukB2HAnzHxpYWQ2HK666KuGKLi8LCdVLDe9oKJ1cfOmYOpevEeG6UzYVPjQpRmGtdZ0OuyAYMCQsSW/LPNwfc+NmASObpyNJSfD+Ki0zCamfsSc57m6i9tFVuMB1ZzpiI5VH8KaBZmG8+Q5yXNSdLXx9s/enn5f1RI0utJpYzKgNRXEnDohQgJ8vRBzSNCJE1TaYaG83rX9xh+16Ht7y7SgIZm6JMAajodmBwLWQlKNulox20yVmynNwEHMcSOLahnl90XsSrr+lQD80oR8+L2HFYcPPdATsO+mzbX+HIoocWNvMLPusmxvn5l4WP7G3O/2I7aZzyuJ4S4COrXsnnP/Nv6Ruu26Q7s8cIg0U6SZMb70i4+4k6+44HHD7mUwskIx5UXE3VhUYIR4422NWQTI0Ze7ecKTGl1wjP7REGEVL2SFTCk3sF+4/lYIWhasrWM5KsgdlEMmzB5+/2uOFzIb2cFEYWYO4Xc/oRJY/ehd6EJbl3KU0ZjCqnSEHK+fQpvu7jeTAPfybgLv/AUtu2pc0PRXQv0pcS0Jfk4oWvoehTimXgG8DnzIcsorjIDIUEViaqSvGU5odf1OGBJ20+d7dvKExteiV9T7P1jJhGLQtSSA4cddhxwCeOPeLEp+N5gFE12jLTwQkj1Z8YkUwNDXN8ukav2jO9BV7MurGY//nDPQ6d6LB/us1dj3vc/0SNu5/0eeKgx3965bl62NPpz//odac8tvZTHfRrrr6MNGnf8OhX79980+0zlXufCNh9KCCwHIZ9mFprKpCuDb4LFV/SqNmsGLGRQqG0uULNIjPBcyICv0fF73CyGfHZB2we2V7lrkd9HtnjZINmNRPDCS++pMd5p0e88WUdRhuaT97m8Ztvq/PEXjdrGF6amgx+LWQGbpb3WFoD0XsJSEvpyWBe3X9tkC0pUy2l7OQZ5N964MNP9QaTqw6qCJeM/Mv46WIhSjnnppSSDEbxnNZWUvfTFTOoMsvTjeQWLRFaQao5Z2PE3/z6Ar9pwb9/yWdkKOWNL+tw3ukxL764x8SwMkEdySN7LO561OORbR6fvr/GsYUaHTdA5t7rlllkmkq/5vAJQZp6jNQdKkFC4JlyvSUN5bxuPObMF7a45pwFvvJEj+2HN7Q2bbnwhmoYPOXxfdpA88UvfiKYmWs9+XfvvWOt1i5TI4JaYLQNUZyitOmq8F1pNLsVi+E6jDUSRhsRQ7Uu9UqXStChErYJ/RbbD6W87YYKt9xd48RcYHokbYzQWCXGGrSTsmI04nUv7TA5pvjgp3ye3OMYLxOZ04B9L+9+j6UZGuRI8LPo7eYVS0FhZJ97fRfdOsU++FqfDxf9FEeSjR7vVzLz0ePlLh6r+H72fMlE6KJDaICDL49m6c8CHXy+fLKFzOcUif6cor5/TMnirqgW9y3vnkpn358dmvQZLJEgLI1wBY/vcfjgp32mxhSvv77DiuEU1ZGo2CFVFloLbMeoQI/Naz55t8vbbhjmsQMNcKvUPYsxTzEcaIYqmuGqZKRuM1R3qFckFV/je4ZBUdp0ziuNmV0/1iVOO+jqC/cLq3rm9S9+eeepMGw/HcAvOG8L0zMLbF77dUI7YtMaycqRiP3HNLsPOti26ZHzPEnoCaqBplFVVMOUwDcNEp4XEQZdHKfFO2+2+NDnh/nanjqRChB1Gymy5lGlQUWQdkB2Ob5gcfSExJaa48cto3GQ5fxg6eLSVA/KC0u7iNolbTd9Geyg9FUvXzBmMWCwGLI8H18aLYp+1G86fC95rahqikJ3MpCjL6USs1RYW/1UxTAreVQvsymy6LwXmQCr4MoLNiYTaGWsirE4Ns0IeWRfuSJlfFgxMaZYUVekLUEUeUSJRxK7RuMCWDKl5sf8yLURZ284wQc+1+U9t2gWezVcaeFZmT13T+O0Dc0XxxZtz8LzJJ4rcCzNziMJB48qJoclG1YFrJ6qcvrGM3G8+tMe4qcF+NDoWG+htfimyy9c85Eh55GK53d4aKdix94q9cBlpGEcrXL/8IpvLJerYUQliKj4PapBG9dZ5J9usfnLD4xxbLGODHwqtmlLcjKAdRUsJj6JShG6y0uu7vLHb2oyucJI1v75YxXaikwdVVq5FymKAbcrBjvkrbIbbBnool9NW1q0GeDBl+TcZTCXAb3sVii+QR5ezrv14MsFxVd6nqM6T0HKCXrhm1NqjCDPy3NwCzJFYckliz7IlZLZRZ41TWR0otYqA3y23BaaViL5wC0hf/yPVSZXmGr19ZdGKOXQ6wV0Io80sQFzp+j2Ujy3xwXrO6z/8Sae0Pz9LTDXq2NLiZPddQSgVEKcaNq9FNeWBJ7F6JDgvI1dfH+Bh3b47D3u8vqJs1pxKt8U+Ct73zLAp0901NDQpvtf8Dy98Kl/v6fyqc+59NpVTlvhsWrcYnRI4doGLLalCfyUWmAsl2thl3qlRRA0eftNNn/9oRWc6A0R1hzqDlRsjZdNKBYColRwvCOY78F1z2nzV788z5a1McLWvOGFbT57n8e2/XYJWiVwl6SwdpZn9/0Flywol+TbS6Wwp5LGLgPzN0rQlz99WqDn8u5BkJeelxecWmSgo5+H01cemkshB3V5qGvWYqYFIu+tlHmV0zQalKO40LrEm6vMnsIwRPsO2NzwuYDZpsNsW/Kbf2chfnmOa84VdHoB84shSWIV2n/HTvEil17kUg3b/PcfbSOto/zdx2GGOrawkCI1/JCGJE2wuubCc+yUbmQTej7P25py2ZYFbv2a5pwLrl44c9OG+xeaTfV0h/dpAT46OoqQ3vRdD+rX7Z1//m0iftC58myPtZOaqbFF6tVeJjYPkBJCP6YaRlTDDo3aIp63wD990uGvb5hgOm4wVLFoOJqqY0zM3UxHblvm5Li25pLT2/zFL7Q5fdKh17GwrJhLzo7ZfFrMjv0+qojcpRQlK+jkrMlS88ylXTqnrFbmgBQsSzX6Og1RAq4Y+PnifQNH8BsjXC99/0CDwyDD0m9nWzJT/hQRfHBicYk6VAJl6eXUYckSLteLk3nW5NFeakGKZPtehwce900VRto8fqjCb7w95M9/rsWa4SqzCyFaZ56WtrEV8VwbP7FIUptaxeY3Xt8iTY7y9k8KjrfrJlXNins6u1PMthTdJKERpJyYszh4osrZ6wW/8WNb47HJzuvqtcq043lPe3yfFuDS8nnsyb2cuXHdodCOdq+qbDtjzYqTVMMWD+7URLFgol6hHgjqFVPdrIZdRmqLeN487/x3j7/60CTzcY0VFcmQa5pGA9dUpzxX4DnGzNNzJedWBddf6TFaG2Gu2cVzI1wtcO2uUYVp6FOBgwUdV4ArSovJDNRFtw59E5rlUbrvWjUIWrEMwJTeMwjiPvgHYH0KTrycZg+8T5ce9anfv8w7JS+cZneCpXpyPfC839Np/EiyLmIlKHpJ84p71pistEYqaRxpi7Y1iJEgXbADLNvl4EyDt/6b5hUXOzSqNkEmsvO9FM9J8T2bODGT4NLUolax+O9vXESIY7z9FjjeqmEJiS0VjqWphZINazWjoy2SOOGhHQFH5x2QDS66cuvu0fHTDy3M7acxfNq3DnAAx5Z8/s479g016j83Jzbe/sl/n0boCtMnbaqex3kbXC7YrBlpRIRBzEi9he02efdnfN76b1O04ioTFai7ioqXjZ9wjTut7wh8TxL65h9eNS5RaZ0TszBUy4cXJThKlu7hg+mJEMJoFrL0ZADcS3xYljYKDywUl+bZpQtg6dcFJpd8fwCsz3DLATqAbb0E0CXeGwYXn2U60aQ9ebSnyMHN79CDupbMEStV/YNQlO9VBnJhIXVaSHfNrdCoN4V0qTkWU6EiVJqdB2BiTNCoWFQCSRAZgVSc5Lvpz00SSaNm8V9fu0iSHOPdn4XjrTqeLaj4msCXbF3nct4mqFUWef4FXZqtFqunGo/K5OEf+eo9n913+jk/+w2P6zcE+OZNa5mdazPUCI7cdbd/x5E9O67ef6jDFWd4TIxJGhVBLUwI/YThWgvHXeC9n/P5yw9N0elVmKpp6p4idCFwM3Dnu2cWEdXQolGVVIIUDUSxTZw4pKmNVkVcPcXi0qQmnig1MYg+1dd3iM3BuEQ6CgMLyadSEC7Nv58yLfkWgN1H+PKnxYIzC+25N8rgYjJ/fy6+KkfvfELx0okRmfWJgtz+VUozb9NcO6bhsojiUqK1ZSqRunyFS2zLIrTBz9Zi7U7C3IJAKZs4Na5ZcSIyI80M5LEx1YxTm5G6xW+8YQEhTvCuz0hOLFapeYJWR7F9n+LYyZCpsZA1E22gyo59jT/auX/60V940x8Cf/jtAxxgeCjkrq/cuzOo1t520flnX72yfg/rVxmwol2GahGjQy1cb4F/+bzHWz8yRRKHrBlS1D1N4JlpySYl6Usffc9IcGuhoBoqQs8oDouVfpYJYoOwS8DOpLFSGGcqtwTuXN+9DNxlERXLI+/SvLtMGZ6aJTnVOlNDJhXtv/bUbMpT9Dj0qT/6N66+stAU0lkSxQffk0O+9DOlxaxSBa4LkGtljlm5hJUCCI1IJVKYYbNogU60cV72i/spGkgSTSdStDpJ1hdqkSpBmkqStAT0DOBR1qkzPmzxy69ZQOnjvO8LkmPNkNBVWCLhxELC/mnN3qOKl1x3JmduuYButwP83jcD3W8O4ADj42uxnPr9V1zUuumJYP+rvnDPbkZrVc5erxltdKhXZnn/rRZ/+9EpdByybiSl5mtCDyO1tYVpSHZkH+C+RcUXVAJNxTf5mmv329mEMFryA0cFR2cclMiaGoSNkLKwXTPzLHWmPXmaBeUS4PZPfwnU5BdE/0Qb4Jf5b7E8XSldIIM5+jexlQWIBcaycny+7hRLI/NyaW3BxujBi6Sc2+vs78t7OnOQC2H0KYOyRiAzDEqVJlUpWllMDKesnYjZP6tRtibRgkQJolTTjaDdNaml+ZstVCpIM4BHiaAbSbo9i45n04tMK9rKYYtffe0cyON84NZJphc9RuuaszcIqpUmPTZTHzn7pnXrN98fdxa+6UP7TQN888ZJdLpnH2su+NV7H3zE8p32yxthxPhQh+H6DO/7gsXf3zSBo3xWjabUQ03Fl9nkB9OClAvYXcfCcyWhn3UA+YrQ7y9IHDvBsZKsQSLmM/d4bN/tZx07ZqSKJyGQ2iwupTapSalLpg/U5bZrTxWNy2AdiOD5hVAS8JdXlEvBLJY8frMYzwFYxtegDkXQj89l5kSUaMZiSinle0N+AYicccmietZWST5TfiC3zz4j14kn0iZJHTav73H9FS3+8ZYKqTK+OL0EerGZSNy1VTZ8LMkuJgulhWl0iCW2DW1L4rqadlfSiSyiyGJi1OKXXjGHECf40JdWMLzgMrUgWDE0zoY147eMrbroV7/66OH9F5+75jsPcABhrWffrnv2v/jaCx/1ndmXW/EO1k7NcsOdgrd/YpJQuEyNKYYqglpFUvEtfFciM6tbI581UTzwIPQMwENPEXgpgZvguTGuYyYRB0GPY3OKj3+hwsmWD56HsGwcKQikxrfAtfSS1KQPasSpQZYHtIFAvjQXH7hIsoh+qrvB00H6m0D4UqHVMtBDX1w1EMWXqAkHQNkHuj7FZ+a97mAWmUJk4/9y1kRkHUHFbaU/tDWSikYl4dXPb/GJOzscnQ/o2jbtRBLEqWko7uVGShoh0uz3WihlInguObYt8F1Ju2vR7Zl0ZeWoxZteNk+iprnpjlF8VzO+aoqzV1366J7dX9v/kmsvfiaQfWYAB1i7bhTk5FuGt+3Z8Njjx374X9/RYf+ROhOBzUhVUw9F1rdpUwvNBAgBdHrGjd+SZJ1B4HuK0EsJfFPaDzIFme/2CPwevajHO24KuGd7FRwfbA9bSiqWsRz0LJ1NRBucI78MQEuel1mTU2NxCeVXztOX0S/PoKjzTW4F/Zc9KdN/5e/rJa+VK5tLt3KqZt6b3Zdy6ibbpNLGJVcr8z2r/z8KoRGxwpI+l23u8KZXzfEXH/ZoRzZNy8GPRdY5n/vdLOkrxcJKBVFiqpsAvidZrEjaPdNz2YksRuoeP/78FlecdYLdh9dyxqb1NzQmzntLa+7AMz6WzxjgwtrMF2/77PxZmzb+9Ac/+eSq7qK66vRxTeCZxtGhqs1Iw2akYVxph2sJqVI8uc9DRaYD33TdKwJPEfiK0DcceuBFBF6PwOtSqbX41H2CD3+2QbNbgdDHlhYVyziOGietMsCXgzsb51g8lnPdAiBLQL6sZF/OqU/BrAwenKc5bs/41DCYMzMYuc3/UVpklvLxgf+n+J8ycUr581TJu724F2WBwsrGpJQ/KUthJJpKNeVHXtThq4/Mccu9LouWhSNlJuKC8qAwy8rH3xiv71Ql7D0aoZSgUTEBsduzSVPDvByfcQi8kJF6l1Vbwzvjyuafnt37ufYLX/DiZ3wIn6FTpNmef+2L2X1Utn/yh18WrV9T47kXxVRrMYmSjDZsJsYEa1dGbFm3wBnrjrLzxCxfebJHp5Mg0Di2Lno7Qz8h9GPCwDgXVcM2tfoij+9TvPMTw+ycbYAf4FgWNVtTsTW+rXEzkLuZUXrurOVm38tBXwifslK2WhL5lobxZfQh9HPv8tuf4WLyGwqvTvH39CuWS4o15f+jYJvKKcXSjyzpcYpO+34PbZIa6i6ODU8dp9ljYubeR8XXDlHs0ks8Wu2A1UMOP/uqRc5bP4NqLTLXUcz2JIs9Qbsn6PQ03UjTizRxYnp6KgFcdk6X1WsWeOxwzJOHNIdOxBw7GTE9p7Flyny7ya33x3TiBlvOe3W0dVP6LYEbvoUInm/nnLEBrdV94WvPv/zI/puDB570WDkcMjEGp010WTW+QKTn+NSD8KHPN5iqmvzOsjA+Fxm4K35shFlBl3q1jZAtbntE8/c3jvKpu8eQQYjnWFQsTWhp3CzvdqyszJ/JYc2iph+d0lSjU0GancQ0O/FC6ILXKkyaytAqU4NLdinK5fnlqcp3ZSsYELEkYp8i/9ZLIrjIraCzPfOEREOazfhTShKnkjSRRR4uRe4T2C/n59FelUr6WklecmmbJJ3jHR9T3LUDZrqmIimFKmTJtmXEeGlmXO85Dj9+XUyip7n7kQY7jgX0ohR0zEjNIqxK5nsRkfuczsj45vuk/Jbi8LcH8LHROlo3fze84Gp979f2/vpIZb9/ydkJq8Z7TI7Ns+NIi7/+aIVdBxqsbdiMNYxm3HcFgaeo+AnVIKYaRFSCDkPVFpom77zZ5u8+Ps7RxQZOGBC6goql8S1t2BIrm0ScRWzjlGWAnud8WkMsjYi+lwgiZTq2EdmU3uxEDrSIFWlJyZVJDEbvARamiPZPg+6nWUCWQfiUP16i/rK1XiGDLT/KUppSVm7lxa3cnTe3pAYQSpqBT0rQi0x1MQe4JTW2ygz0iwup71qbppJUSVJlkWrJdRe1ueSsOf7u4wnvuFkx3a5ndYrUOCvYRg7b7aW0u5ITcy7VYJhfe9U01196nL+5cZhHD9SZ7aScXIStG31e+4LTuldeedX/mVm0f29irPItA9z6ln8S+KM/+nN97TUvuiMMAkvTvLwTHbPOWHeC481F/uRDQzyxa5h1wxZrxgRjQw7DDYvhmmaoltCoxtQrPerVDiuGFxGyyds+5vLXN6zgZGuEIPAZ8gQNRxM6Gi+f11ICdj7HxTwKU0iyBa5jmgs6kWB6UbIQS3pamKilBxuMlzY39JsY+o0OhW1bYZMmBtiV8tdFlM9WVrL4ft8IqNw2V/xsmQESS1MkiqsqX+gK0X8U9ItbMl9wF/mvHnBsLZq/HYUtBYsdl/lFl27PIk4MX100NfcvQ3K1Tj4yPFWWGU+YWmgsGlXB5We10LrLfY85NDsuWFZWl9Clxg6BFBZK21iWyxmrUzavWeCBXYrpFmw5rcu6NaPR2Pjpb5k9OfO/z9+6JXlmqBzcvuUInm9PHjoceV7tzYk1FB07Ufnjt988L7++d4jDx4Y5dwomRwQjDccsPOsG3EO1iEa1Q6PWZri2wIHpDh/+UsD//dhKWqrGUN2oDkNb49l9fruIrNnC0sn6+px8+ltmAGpbpnMmCFNassOx/YKu8gl8SbXUSWOXLIvLEXrZDJ0BcPffU2xLCil5EBX5QvAbhHGRr9+eii4s5R0qD+MFR21AbuZj9nXkxefK3AMyNY3fdkIY9FA64Ym9NfYerdNqO8bazjYKT8/RReSm9GdppRFCQgZa21JEjk2c2kSxQ71i819f3cbiKB/+UsSu6RGUNu6dxqovLbqatLZI0pBuV7JxyuLNP32Sr+1sAavUuWc1/njrWb2/OXFyT/Tt4vPbiuAAn775Jv7s934sOe/MyZnhWu1NX/rKcbl9v8vmFS4bpmxWjLiMNCxGG5rRRsJoo8dwvcP48CKTo7Pc9nDEH/zjEB/9ygSxqjESSsY8U+KvejpzsjVAznsd8mjg2GZep+vQF24FNrWKw/iwwyVbEl52+Qk2rz7JrkNwvOkiLKuYiWlntirWwKPI2sbEQBTvR+vlC87+UNjSY/m9YqmV22CldanZ5tLvn7IyxWA6lYPZTEfot7OVrYg9N6YWtjk+1+Hvbvb5wBdGOHrUR2IVbWamUcN8fp/my7QwOl+QWqbUnlgkqYVKTTRPUgvXtrh4S8TF5zQ5ejzh4V0+qXCwBUZnnvGYSSroRhbdyAYc1k10WFjw8YdeoPDO+rVdB7zD11zzxm8Xnt8+wAF+7/d+C8ffPL9mVXRoYsx62dzxGbFpymPLBslIXVALNSP1lLGhLmNDbSZG50nVPDffK/jLD41z785xfNdnPIQRX1H3oeZrKj6EviBwTU9jrqMQogTwzIvcy4RblcD0ho4Nw6rxhDPWRFx5bpP9x3s8vMsjxsOzBG6mQ8/16CaPNzyutQzk/dRlaSVUFAhjANxyCdhzb8Ic4AWIS36EVmkaXVlmkG+D/PYgnVN8Tu6Ka5nFnWOlOI7CdWJCr4fjtPn4XTZ/+qFVdFpVao7Kuttzo3xRHN98bmXe94mAOLHodB3aPZtelElgs5xcKSOHtS2bDROa89a3aXe77D8mObnoQSHK1ahUM7+YcmLWGG/Otz3S4DlqaPzMX3zhNed8MdUifec7/uHbxua3naIArFpzPlrfHcG173Ktg+ELn7PqrTYHeGxfjCNrbFlnMdroMjXepBrO8aWHI/7pM3Ue2jVMEoesbGRyWtc4GIUuBJ6R1HqOGd3c7WkWu4pu0m8eFhgw2pYZL+65BuRhABXfONW2ug4rRz1eeWWLz9zdZm+zQuzYA/PRBYNpyUAjsiVKuXJeHCn5BRbIK0lSM3bjaVeQZb69FKUHCyOlUjuiWEgKQAmdVRvN75GpSaWKhWE+gkTkC0eF6yacbCXcctcQaS+g2jB/a7trrPiMnEJmkgpTcVbaiN8c2yxS01Qyu2jT6cqMHdGEviyAbmhGi17PYc1Yhzf/XIdH9hzknZ8Z4ravjdONbTQaWyq2rE9w/DZfeTRka7qKDZtq/+3Cl1z+rs9+7uH0dS8+/zsBze8MwM1JuoL52WPplVe+atf+Vfc3//Wmmdpje1pcsNFiuBYxtWKehfYcN9wp+adPTrHQrFIPBfVAGzN9K5fTQugJAt/oxCuBRTWQ+F7CQtJi715jW5F7akiRmTRmQ0I9FwLPHHhbKjQm6ri2wLMSUCmJtgdAllOA5Q753L86j9wF0DQF5aghM38nG7EtCsCX28me9riVL7Di79EDOb4pyvTth83PicIWEJ0P1DW+kEqVCkI6/3yNFCndFNqxg2XJzAjTuLp2Y2UmCtuyWLAbj0kzSMp3E6qVNgdnXL6+08OzjS98NTCNL0kiM0GVkcR2ew6trkfgVbj49BabVjX5p0/1+OR9o+ydreHZAqU8Nk7FuIHL5jOvaD738ot3tQ4d+46B+zsKcADfD7jjsYVb1k1e9Evnnav/T2jdNrJhxSz16gK7jy3w1hsbfPXxYYaqFhvHNKFrtAs5m+HZwnisBJJKYFELHeo1yVhDcfqaDpdfcIRfefs4zbkKVU8BuoiytpV7SRvDRsc2DILEnICz1qWcd3bErrvKkVsXt/Uiclt9cJt8PDOyz8GtdAZyY3CZBVCU6AuXiqrpN7mVmywGB7725a25OWVubGoA3W9LK9ITKUitnLPuF4sMLap58DGbR/Y6SLv/mXEKcWyAHieaODXCKJWNIbakJgxiZpqL/NVHhnDThNMnFcN1hyQ1VGG5/S1NZcHkOHbKXDOgEvT4jdcuctU50/zVjQkzCzUe3ikJK2O84oeunTn7vPN+DY7fovT4dxKS31mAe4Fp4Z+ZX3j/9dddYX/G4i167tPjH71zlk/cvRKXgPPWgGcrbAtCTyKloBcbDzzXhiDr8KmENrWqZKSmGB+KqFd7rF3VYbjWZXa6WjqpBoTGMN3MCzJ0Ym7NbA50J4K4l3Pg/T5Nq9Qgkac7+TgW25ZFFDed56YiZ6SjWTFJL5nWAJmr1Kk1IacEdylqi8wDJZ8ArbWZd5OkZJrqbA6pMGBWKu9hzAKFJbCVJFUKpaQpyBQVT/A8U2jrxZCo7HNLE4XjRJEkFklqfLvJGo1dO2VuMWXXHoepMc3J+aQkazBzf/IBB1pDnJhpDZbUhH6CYwccma5z2miLf/jleW68U3Pw2Bpe8dKrTpx+xtW/1W7F769UN31HwW3+su/CNtKoU3GT97z2+uf8jhWcc+LrO4eoWgGXbJCctd7CdmGkJlmz0mXjGptequkl5uR4riDwLSq+pBZo6pWUeiWmHvbYcUBwYtY2BxKTVhQ+0pbIKEMyzYMBuLRMfvnEXouHH3dJtDy16U9pselYIrsbSHzXwvctgmy3bYlSmVl7rIlTc5tPVd/+d0AE9TQgX6p5KXh5SxdzajzXTMmQ0oy2bnc1ra6m0zXa625sxmFHiSgib5qaKKryYk1maS2E5MKzEs5bF5FEmlgZHXesIE77/0ucQpKYn0lLkXnFsGLdaT1mO4KFjmaxk7LYTmh3NO0OdHumscF4wnfYsV+z74jFyXmXbgSP7HR5cNso7dYIF62zuf65Z51YueZ5vzO3oN5TqQ59N6D43QE4gLBr3Pjx298VpWO/eebGyZnTVwm2nm4xPNxlugWNqsOG1RaXntNiJurS6mpsS+C5VtanKagExkSoEkbUqh1uf9jm4BEf385cnqylUZf+LCA7L3AY73HXTZG2hRBW3zelDG7Z16s7jiwWrb4nqfiCRhVGGoKVIxAlmvmWot1T9CJNlBihmVI607uUG86+yRMh+gIl29K4tvEbqfgpQ7UYz4k5PpMwuxDTbMW0uymdbvb7I4hj01CQJH2QJ6nI2I28QGOhYkEcpaRKEWcz45M0mwdfRHBV3DHSbI9iyfoJuGprk4UOLHYFrY6m00tp99JMd2J+fyWIqNdOcO+THXYfSphrCoZqbWYW5/naNs3je3yC6tTMmhVDv7ln25fftXJF7bsFw+8ewAFe/9rreXj39PuGh6d+5XmXntacWrnAsZkOY6HF5LjFlnVtTjbnaXdMK1vgmXJ+4EkCTxP6itBLqPgRntOlk0iQDn5uNyHzXDlf+evSbmybjcF+TJQKUuFgSYFbKN0y7jujB/PZMK4ti86j0IdaqBmqpUyNxVx69gLNtMuBGcFC2/hUx0kewZewK0+D8AFJbEn/YoYGaBxHE3gp9UrE1IpF/PAk926POHYyZmExodVJ6PZSM+YjhiiBKC4BPQN3qrLHVJKmFlJbeHaC1gm91PjRxEmWh+cgL0XxOBFGfBXbJKlLaCfEacRCJGlHGGD3Uro9RbsL7a6kF1mEgWB4dJEnD6QcPpEy3wyZWBGx51iLttrUXL9u1a+cNrn/fZde+dLvJgS/uwAHuPT0ujpvw+obNqwb/9nEXtOdmwu54myHs9ZH1KqzfPlRia1dVg5bDNfNhLYgG4/iuYrAj6lVuhyfi/jUPQ0CVxqA22YUnZPly24+r9PRRRR37BTPSYjihJvu8Dk47+M5os99FzyvGZ6Vg9txcsrRNGRUQ8VwLWFitMO6qTkW4yaHmoJmF5OmJDrLx8Xyyig5vVhWCVJqHM7RnvH7QmcpikmtapWI8aEFgvAku06kHJvTzC8qWm1Fp5fS6ymiWBlwl9KUOM2juaHvktSiF9mM1iWvuLqN7fRMF072XrO4VCZNSTRxAlEiiBJJFFv0Yot21+dll8WMDreY6Qi6Ufb/x5pulNJsp5xcEBw96UNa5eqtbeZ6PZ7cl3DPIw6hVeGKS9Z2K42VP3t8ZvMNDzy2Wj1TPH3fAfzVr3kN9fqhdHSV9dGwsvbHXv/itd3LzjnKhlUz7DgSs/NAyKphm7UTDutXCVaPx+TDk1xb4bkp1aDDh7/ksO1ghVo+o7MUaR1H4GRGQmbkheprLtyYxV7KrsM+SeoWXUD9Ak821auU6rgZ3ehlkt6Kn1ILY+rVLoHXRaserVjRjk3XeKpy+WpZPZ1VMmWpzS0HeEnuqvQg4SKKAosxzPHdmMDrYls9WpFmti1odjTtnqLbM8OaokgRxSZVipM8ghuVYJI1+iaJGd5kCZsNkyn1oEcvUXRTkf1cvucXjLloTBuapBvZdHoeG1fZ/OgL5uh0U9qxuTDydcfh6Yh9RyL2HrE4fKLO5kmXDavb7D4ec/ujixyY39TduGb1j9VWhh/de/JE+kOveNV3G37ffYADvPhFP4VsOelrXvOyj3XVxE88fvDs9pP7HD53f4BMPM5Y67BlnebCM09gu0eZnkvRWuA4inrY48CJiE/eV0dIj5qn8F3Toe86WSrhCHwH3GxB5jppYbZfDbt85j6Hh3ZWsBybIFMlOpbGtjOQ29ki1ZbZTlb+zzXrqdGsexGuE2UWC9ltvFhcllrhStVIS5a4dNGvxqr851SfBixAXiw2+yMW0YooTWkWqQF0I12A0eTOOUgFcSz64E5NGT1ObHqxy/mbNC+/rEnciWmnGMVlluJEsSbOPrMXmwlnvUjS6dm0Oy5pGnD9pV2mJheZ7UjixFzIY0OSRLZ4aHeHbfsintjrIanxoosi1k/CT79yY/uS81b+xJv/9YUfmz4Yp//ptT/6vYDe9wbgABdf9Qbe8rdf0D/x482PbNm8/meHxybmq47FljUuZ63XbFo7y707Onzw1jpRnHkdeqa48Jn7JbsP1hnxBFUXAjdTDrp5cUdn4M6nuqWZXViM1gmHT9osRgG+LfBtM3HQKcRapQheSndcRxcXjOemeK65G3huZOi7rCO9TAf2xWACWwrTxZJ9bj5qUGvToZ4k2lBxxQUiCvalb3OhMx2IEVOlcUI7yZiTRBMlOovcBuBRllrEaT9VSVJThMmjeBQ7uI7N5GgEskcngk4qsnTEfF4v7o/060WCTk/S6Vm0uw6tdsDmKYuXXTrLfDelFZk7mOdI3vg8ydYti+w4GvHk3phHd4Z0ulU2rFsx73hrfvb6lx77yA1/fJv+hZ9+/fcKdt9ZHvwbbb/9az/CVed9gH//mvOhyeHznQu2nvU3gXpydN2KQ9y/o8V7/n2YMybMVLdqGLNypM3hkx1uvKOB0j7DQeaO5UoC18LzLDxP4Lv5TE4DRM9J8JyYWtjj4d2aT9xeoxN5rKhnfZx2Pz2x7VIObsksp886g2xzwXhOmu0xrSilm5hpEkV9ppRrF9XQ4rPMAtboOHLOWYEAWxsJqpSGc05NoDZ7JkvMO3Y8W1D1I9qJppuIDISayNa4iVkHOIkiTi2SpLRALDlKRYlFp+dQDV1edXWbWx9o8sCekLZn000EXmz4cTcDds/RdHvQ9SSdrkXLc5hvBVTCCq+9qsln729yZL7BxJBiZkHRbFX5uevb/LNY4P6v1xkaGuXVL7nw5BtO4zdWT6YfanUn2Hz+f/peQu57C3CAq55vbk1pNPs+aTn2A/ePvvnEoZvHb30gZfWwx/pJmxUjmhXDXVrdJu/5nM/B6SEmqlAPdF+j4mVzE13THeRnPnh+1pkfeD0S1ePW+10e3lczXLZd6uW0KaS1hoXJJzZTMDFudkdwnATHSaiFEZ+5z2bbXq8vxBKDHHa58OQ6ZvSiaxt2pN3VLLZS2t0UKQ34tQYpJI5FVmYXA9FcaUGqbM5cp3jBRYvccvcQHb8fceNUF+xHfxcZKzII8LwFrd1xOXNthxdc2uThAw2aUZWqI/ASgRuZgluvp+k6KW4k8LoZZdq1abZdTs7VmBxK+KkXz/LuT3kcm/doVGJ2H3KpBiM8f+txmi2fH3rJNSfOvuCy306S5H2iNvK9htqzA/B8s9xh0rj17osuvkZ8pqn/fEXj9vH14y0mxjSTozHjw3O8/1a44QvjrKjarKwpKr5JTwLPMqIqX2RUosmTAy/JuvJNC9yuYymfvLtOFAeMhILAUqX+TdFfZJZ9WyxKIFf93UrwvIgTC9Bru+bnRalzPMuz8wvGsc1CNfQN3VkLFPPthCf3axZbmppv9DYCE/Fz1iNVpT3tU3zVACbqEXGU0EndLA0xKUmSFWiSVBkwp6IUwUXfLi02E4I7PZd61eUVV3T59F1Nvn4oYMGxMpWlxolMJdisRSQdR+B3JW3XwrEdtKqgteCN186w0DnJBz+9ktoMpCri5JzgqgvX8D9+7rknNp1x9e+AfveKsfq3jZcfOIADWE6Fw8da79p6zpXJyiH/rdu2fWH40MEWZ69rs+1wj9sebrC64bFhJcYXD41bGHYak8ZKoKgESb952Ted+a7bZddhwaMHqjieUzRPOJYuGiNyYFtZBLfzTqFMajow49NJ0MR0Uxtl2cYqLu8HLSkP8+jtOWZobuhrGpWU1SvanFhscmA+ZHHOZ/WIKgx3LFvhZOVxUyIXff46bw1LbGw7BRnRTV16aalIk/ZBnirzPE6zXDzJo72FE6fEsUWcOLQ7Hmes6rFxVYuv7++wEFfxLLN2MEOitCmW2caI3ncFlTgfqe1yct5lQ2Lx/PNmue+xJtMnGpxxWooMhhhadd3suedf+D8cW/2LEOGzCbHv3SLzqbaplRWmJrz3n7t163+uj2749c1nnh8/cajLP9xUo9eqcN46yUVnOsQkptppC3zPWL5VQ0U1SKmGCbWwRyXoEnpdwrDDQi/myw8GtHuhifqWaXvznIw/d/IURWYgzzTgVl9Lbdsqa75NCb2Y4zOa2+8PWYxcfFv3wV3Wj+e5t2M0H6FnKMaReoda2KTZi5heFCx2jQS4FyviWJUWnSJjZjKAJ6bBwHFsrr2kx4qRLr2eLvjrtLgoMnu1Iprn+b4BZS/O+WybKDZR3PNsnnthh1G/RbcXMdMTzHUlza5gsatZ7ChanZRWN6HTM59VCWJse44HHrf4+s4GFWeYn39Zl7VTbS666NL4gvM3/fqmMy/4z7ML4fufbXDDsxzB800ITx0/vPOWl73gR9wdux5q39fV/6DSx8VQtSs3rba5+vwFHtgb0WpV8FyLekXQqKY0Kgn1SkS9Yjryh2stqpU20upy272CD32xCtLGtyGwDeA8OzMAdbIoXnDgGbjzoU+Wkdvm5X7XSdh5BHYf9tHCxrMorCnsbGFZ5tRdW+Nmi1+TOkU4doRSik5kKqBhrPGSkp4lT1NKJfJUGaNKlM2mSc3asR5f262IVBbxFUUVVSlQaQbyRBDbgigGS8rszmThORaRa1rM0sThh5/f5Nb7F/nUPQ6dOORY7JJoCyHSjMVRSCvFdSRDNQvHTpltL3L7Y1Usy2PliMNodUz91Osu042RM3953epz3zs7cyRaf27j2YYV8H0CcIAVU5u478HHI99f8f6VK9LbLt2avt5Vx//knNP2EomTJEmDRsVipGaxckSxciQyNGIYMVRrM1yf4+HdMQ/vgusuSqmFkjAQzPeMSadna3zHuGp5Tr9IZNuyoPCkyKeYlUCejeCwrJib7nTZdtx0+ucd/nbBmvR3u5zHZ7SlbZlht0Ir4hR6Ge+cJJo0USSpyiqOZPSeLPY0tehGDqetELzi6hYP7EqIUotEiT6wVdaXmc23TFPD2hQ6d8tYHbuOjRcnxIlpM2u3JQsdzZb1TZ5/4TRf21nl4R2joF2kUGit6cUpWhkZ82zTw7FdpDPPV3fU2HL6FKvWjvyvlfXTP7JmzfiBbndvtPbcLc82nIrt+wbgAJdeeBZA5+/f9fHtb/63a9+87V++7N77RPS77785tuZnPc5aa7N6pWbt5ALtXgLCoV7pEadNfv+9Dp/76kp68w7V4AgvuLzJhRtiPn1fDm6N7whT6vfM7joWtp3pvUv9j4WPiNRFscWSCc2uR6xcGnbmiVgIvvod45YUA7m8YymsLNWRwlR0UpWBWKkMzLqfYiiTduQRPClVIaWwqPsJqJhIeSS63wSxdBKb0iaKF63JQmJJcB1FENkkqYVtw0O7XfbtafD8y2P+2xtjFhaafP6hNm/92BSznYBaoNB2yt5pjeNIRhsOW9aF/MYb5tk3vzHd1dz8pz9+efXNTzx0KK02rny2IbRs+74CeL790s+8mmN73peuXP/Tf9DtHbBXjN723z5763av6vaYHF/gob1t7vxag9dcabFl/QwfvA0+/uWVNLyAszaCq9cguse46Kwetz8R4wgP3zFtcGEgqQQ2gSexLFF0pQ80KZSUfZY0Kcb2g5rH9xmHW69YiNJPbzJwW6dIdfL5k0aRrUjRpLqfWuS5c5FPq1xPIrOSu6H40sThzNN6bF7T5cCJKnFgDI1yTTj0O5S0NgvNJDV3CqUM5+7YFr5nxogsLErufrxK124QdRwefFRz+pomr71ymt0HT/Jvt04ytdnh5dd0+dKjKfv2wZoVDtOLaxiafEHvVdc89683rpn8g0TcxJ/+6huebdiccvu+BDjAyvU/gdbH2bFr6HcvvviVcnR09+VfvfdTsqu6l3/sC5595RaftROL3P14yk13jlL3fDasUGxc5SJwUMrnOWe3GfmsxhWGP68GklpoU6sYtZsUpuTd6Zkie+IY24V+RdIAM/Bjdh8V7N4f4ArLjD+U/YblHNhSCiwhMvN9PeAqVXgDZvqTtFSyzy3llNKZsU7GkBQ6EqPmS5XDGWs6nDnZYedBRZzx5oVhctbcnFdkjdIvQQqIEjOhwbYsfNc0B88s2Dz4qI+PhU4kOw+4OLZk3aTiFVfMs+foPHuPD7N7f41XP+cYn2A4CWvD91x6xcvU6jXr7vF8+3f3H5lh7eSzw3F/M9v3LcABhFiRf/k7Ox97L699+Zrak7sn3vmSK2bfcP6GA/Lg7Bzv/vQQR45UmKxrGqEgDCwcW9HtCfYfc9HaoupTgLtRtxipwXA9Jk4SHtoOUWRRq9imyVb1na9k1mybpAnH5yUd5ZpFqqVMfm3lNhOGPbFy64eyBYTsewHmW9knUem8cpnlz9osHJO0ryXJizS92MHCYqwRI62EKHFJS1IBKc1MpcCTNCqaOG3z8HZFFFsM1RRKGbmw79ksdh1GPJvJFSkHp80id7EN802bmbDK2jHBf3lFj3/8xDxf3bWSs868SF3xnKkbp9vhz3/2vh3NX9p83rMNj29q+74GeHnbdPZPsmPnvubE2uBXfmzqwM7m7JfPueWO0Vf5+jCbJ81kLsuycCyB7ymaHfj8AyFxz2J4HGoVi3rNZrQO48Mxa1cucni2yV1PVDltOMCyIPAdUy7XeWXSlP8XFhV3POhxYt5n5ZCZR+PalErxWR4vxZIuHT2gK8n9ooyGRZS0430bOaXImhUgSuXAyI9O12HFqMXVF3W45YEevdgthF65ltyxBRUfJkYT1kxO88VHfY4fr3Baanoybcsl8CxmF1ymxlyuvbjNY3tSOpFl6EUFJ5sWJxcCul2bH33pWr6+Z+ymqfVXPnr+Wav+dr7Zaa6YXPtsw+Gb3n5gAA5w+qbTAKbvf/jA79u1nzzteZfv5Oz1T7zqvgcfZ7S6l217Rwg8Yfox7Zg0dWl4kuEqDNVsRhsG3BOjHUYac9y5LeJoc5jxUBNFhotWSvRz8MzurJsktLtVJDZBZheXW8TlALdKhjn5Vh58ZbZ+N0QhA1/qX45JX+IEoljQjSVebBmzndiY5FT9Dg4xzRSTpmRyVUuY9MR3NZUgZrSuWDO5yCN7AjxLIkiwLYnnOFQCh8V2iCt6KJWQpA7dnqbZSbj78UXOWT/GyqlzOffsM25644+s/zXi9j7hfmcbgr8X2w8UwPPtkq1rSHqz+yznrP+xa6f9/tPWbfrVh5/42jVrk/24XpPFrs2jey32HfZZNy4YadiMNiQrhhNWr2ixbnKeKJ3ny19vkCQ2GlX0VRbRu9Bj97h/h+S+XSGBLwkshWebGZ/GSNTQjUJmir+sG32py6sovLl1oULsfz8zBso8WLQyOmzj+yLxHFOgiROLdsfh/A0tztnY4taHG3QTE+3zSRGWBCubeOZYNs/fOssn76jxxLEasVJIGePYJk3Ze7TKxpULbFkXk7QrzLXaLHZrvPT5m5icuvB2x63+bX10/dcPHEr2rV297tk+7d/S9gMJcADbGwbYqbXeCTx67/Zk8vWvueAf7/7q9k06/pq10EoRqZ+Jt2zGGoqp8Tbz7VluvKPLyy7vEScWXiaUUpmMFcwi0bNTamGPuVaPj37J4eAxn+GGWVh6thmsVfFN7m7bkk43pRulWBYkqez7l+TpicgEtkWu3U9RJOYu4DkC3zNpymJb08smy3mOaQOLE2N1tnYFvOF583x91xAL3SpjoemuNxdE/v8IUmVlOvc211/ZYseBGodmAjzXgNySDiO1BqHXpptIXnn9BenQyJadF56x8AvVFVccAbYLIb6V0/N9s/3AAjzfshOwXafT26M4ffHJZmXV6NAFN37o5lvr1182U1k11gaycSnBAn/zUYc0HuastRUkFlXPKAtzPYfWpnG5GkZ0ojZ/e6PHR79YxbayiCpMnht4klrFZmJMEvoxX9seM78gmRoTJKEZy9enG5WxPsu2fCFZNElkIq3AE0yNJcwuRmw/AKHrIIRN6EniimkeFmiiVPKG53dodQ/zlzesZaHrsTI1ibjpLdXEsaTVsUm0x+qxGi+7IKF3wSx/8l6bbs/lxFzMkZOAHOdHXlJrTa178ULVT14nvLWHTkbWvtoPOLDz7Qce4PkmrDG01vuuvGzFgYPHm2e/8kUvfM7KofSfVPfh5KsPPTnSbbdr924TzC9UOHdtSKtjGJJVo5KhuulzrHQUWks8V2HbHd5+i80HvzTOtZe0mRg/yafutUmUk41gkVQrkqnRmOHhOb70mOTQyZCRWkqaGsvH3IHVthMsKwGpQKcopegpm7gw1zF6lsCDVeMdOrrJrmMh4xWohpJO1QimjL9Lysc/5TE12uCN18S0eyf4p09M0cuGO1V9Ra3S4+SCheeG9KIeoeuy80CNczbBZVs6LDYDVq1dQX1009wlF2xaXDWmfn7D6eu+ohma1wplWf8xwA3/gQAORTRX7eaR2bHTpz4b9+Y3B8n/7V10+Yf/e3f2zh//9B3b4zPXyjOH6vhSzDAaSIZGLJ53yUluvktyctZFCgi9hAMnetz28BDnrQ75oYsdNq1rs/NwmxNHG1jSdBJVPBiuxYzUFxGWTzcKsx5FshxY4bkJlaCH73fBMgCn16PZteh4giRVRd7v2KZFDh0xs+jiaod2N6UXOSSpRArYdhA+/MUxzpgYYyTo8txzjvLpr7RotWugYXQo5ejCIp+43eEF54UEdY84iRFWg8XOZPfczeLJ+fgM/aYfe7FrOZW/ece7b/mXn/jhF+jdeztq4/rhZ/sUfse3/1AAz7ewNglmhm/78KG9OML5i9iy/mLd+outM7c0/qHbaW/udapXBf60dc5GxehwhyCAkyerWJbF6FCbG+6ymJ0LufAcgWt7jDcsNq9OmDuhC+bENCXHtKOYhZaPJfuLS9vSBH7CULXNYrfF4w/BrsMO553ZplY9wbZjw0y3a4yEplSft6olSjBciQmChHYEUZQrA80o7J0HbWbmHOJhya6DIddeFPKcs1vc8qVqNm8+YmauyUyrxvYjNi9YPcQrnjeWXnjOljt9z9s+1Gr+4r2PxanrOHiBp3/9F19DJfCe7VP2Xdv+QwK8vE2tWgd93CUnZ2d/Pgi84UOHL/iz+cUvuFVnVzq9uOXC513cuehuYkKvzdHZBfafcJloQL0imRyLeXCH5Ctf9xgOJN2sb1FKjesm3L/L4uFtAWdP6qLQ4zqa4VqHuc4if/WRGh+7s865py3w1l86yZmrF/nonQl/+RHBdKvKZKLRSqMVNFs2F26GLRsiHn3cCKlMr2lCs+Vyxbmae55MOHJMM78oOTztsXq4TRjMc2KuxvH5kC5ncN1l7ld7XfXg8Ng66+WvujbygtH/mSa92bA6BsDv/dqzfWa+N9t/eIAv3UaHhwFmgf8CcHDXF5BCXtNsz7/Ir/K6qZHmGY/sm2OqsR25HqphSrPTJEo6nD7pMuRLarUFZucEUrj0koTH99kEjkvoQZwpBH03ZbbV5T2fq3HPw2OcNmQxOZRw6ISk6la4aktC8poF3vtph27sZ+V1Tbtr0elWOW9dix07EzQOtUrE7qNNGvM1wopLEncQcoH5xSoHTwZoQn79JzdzbGacLRvCbVORe6PWwedA3/7Slz/v2T7kz+r2/xzAl26rN74A4PZmc/b2qdPEHbbsboy8BVXnuNp7csX6i84a/+0TJ3awamgdl2w5QXuxx/joSe48ZuPagijt8dC2gMkajA1p2lGXZlsSeDFH5xMe3raS685z0KSsGAv5+s4a09MWaIsLt8zyqeEunaZPvZJiu22OnHQZrlbZur7DR62Edi8lTSMe2bXAWMVlfGKSC7aMopRg3ZqN1MMjb35wZ3vPj/7wC2UrGZPVwNkFfHZ0dOjZPrTfF9v/8wDPt1ptGOCz+fNOaxpp+UNxZ889jz8eA0583vkX/3qjIl843Wzz2rUufvpVth+cZ92KKhsnJJNjgiMzESdnIqKkw51fl5w2ojl3Y4cDJxRSSzptzcGkx4GjDtUw5NLNJ/jifSFCKPYclzRbAZ0ENqwyjEevN8KFl17E+Ze2mZmrMzIkPr/zQOutcZo6Gzeew1kbX3L7BZf25sYmVnzL//t/5O3/B/hTbEFlDGAOuBlg34GjrNQ8GXjpSve4VkNhwv5t2zhy0mOk5nDalGIojGN36Oo/XL2m90NTq2fj+j6ba1d5nHV6zMhKhdKOaXIA3LpkaNziBacvMJv4nHmm74yMeZ982/se+0Np2c6qcZ+NUx32n6iw+rRzGB5RnJz2ZaNmHTtrC3vqQxPP9iH6gdj+4xCe3wfbBz9+FyBWuvp44+x1J/Wn7w1Y2bDYfFrM9Jwm1Y4xmteC6TnBljUW4yNdbr5HcvVZgbjgnJF5pfSxxsS1z/a/8h9m+/8ARd16/2A93xQAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NDQ6MzQrMDA6MDC9+Os6AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjQ0OjM0KzAwOjAwzKVThgAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5053219
    {'hecke_orbit_code': 68870471700, 'n': 1, 'trace_an': 16}
  • id: 5053220
    {'hecke_orbit_code': 68870471700, 'n': 2, 'trace_an': 6}
  • id: 5053221
    {'hecke_orbit_code': 68870471700, 'n': 3, 'trace_an': 0}
  • id: 5053222
    {'hecke_orbit_code': 68870471700, 'n': 4, 'trace_an': -52}
  • id: 5053223
    {'hecke_orbit_code': 68870471700, 'n': 5, 'trace_an': 0}
  • id: 5053224
    {'hecke_orbit_code': 68870471700, 'n': 6, 'trace_an': 4368}
  • id: 5053225
    {'hecke_orbit_code': 68870471700, 'n': 7, 'trace_an': 0}
  • id: 5053226
    {'hecke_orbit_code': 68870471700, 'n': 8, 'trace_an': -14184}
  • id: 5053227
    {'hecke_orbit_code': 68870471700, 'n': 9, 'trace_an': -38800}
  • id: 5053228
    {'hecke_orbit_code': 68870471700, 'n': 10, 'trace_an': 8750}
  • id: 5053229
    {'hecke_orbit_code': 68870471700, 'n': 11, 'trace_an': 0}
  • id: 5053230
    {'hecke_orbit_code': 68870471700, 'n': 12, 'trace_an': -64040}
  • id: 5053231
    {'hecke_orbit_code': 68870471700, 'n': 13, 'trace_an': 51392}
  • id: 5053232
    {'hecke_orbit_code': 68870471700, 'n': 14, 'trace_an': 68472}
  • id: 5053233
    {'hecke_orbit_code': 68870471700, 'n': 15, 'trace_an': 0}
  • id: 5053234
    {'hecke_orbit_code': 68870471700, 'n': 16, 'trace_an': -81424}
  • id: 5053235
    {'hecke_orbit_code': 68870471700, 'n': 17, 'trace_an': 27552}
  • id: 5053236
    {'hecke_orbit_code': 68870471700, 'n': 18, 'trace_an': -616994}
  • id: 5053237
    {'hecke_orbit_code': 68870471700, 'n': 19, 'trace_an': 0}
  • id: 5053238
    {'hecke_orbit_code': 68870471700, 'n': 20, 'trace_an': 172500}
  • id: 5053239
    {'hecke_orbit_code': 68870471700, 'n': 21, 'trace_an': 414496}
  • id: 5053240
    {'hecke_orbit_code': 68870471700, 'n': 22, 'trace_an': -389120}
  • id: 5053241
    {'hecke_orbit_code': 68870471700, 'n': 23, 'trace_an': 0}
  • id: 5053242
    {'hecke_orbit_code': 68870471700, 'n': 24, 'trace_an': 163792}
  • id: 5053243
    {'hecke_orbit_code': 68870471700, 'n': 25, 'trace_an': 1250000}
  • id: 5053244
    {'hecke_orbit_code': 68870471700, 'n': 26, 'trace_an': 1037124}
  • id: 5053245
    {'hecke_orbit_code': 68870471700, 'n': 27, 'trace_an': 0}
  • id: 5053246
    {'hecke_orbit_code': 68870471700, 'n': 28, 'trace_an': 1288520}
  • id: 5053247
    {'hecke_orbit_code': 68870471700, 'n': 29, 'trace_an': 2764896}
  • id: 5053248
    {'hecke_orbit_code': 68870471700, 'n': 30, 'trace_an': -805000}
  • id: 5053249
    {'hecke_orbit_code': 68870471700, 'n': 31, 'trace_an': 0}
  • id: 5053250
    {'hecke_orbit_code': 68870471700, 'n': 32, 'trace_an': -4379904}
  • id: 5053251
    {'hecke_orbit_code': 68870471700, 'n': 33, 'trace_an': -5521600}
  • id: 5053252
    {'hecke_orbit_code': 68870471700, 'n': 34, 'trace_an': 3793964}
  • id: 5053253
    {'hecke_orbit_code': 68870471700, 'n': 35, 'trace_an': 0}
  • id: 5053254
    {'hecke_orbit_code': 68870471700, 'n': 36, 'trace_an': -5468916}
  • id: 5053255
    {'hecke_orbit_code': 68870471700, 'n': 37, 'trace_an': 9009472}
  • id: 5053256
    {'hecke_orbit_code': 68870471700, 'n': 38, 'trace_an': -3087360}
  • id: 5053257
    {'hecke_orbit_code': 68870471700, 'n': 39, 'trace_an': 0}
  • id: 5053258
    {'hecke_orbit_code': 68870471700, 'n': 40, 'trace_an': 385000}
  • id: 5053259
    {'hecke_orbit_code': 68870471700, 'n': 41, 'trace_an': -8576448}
  • id: 5053260
    {'hecke_orbit_code': 68870471700, 'n': 42, 'trace_an': -4067400}
  • id: 5053261
    {'hecke_orbit_code': 68870471700, 'n': 43, 'trace_an': 0}
  • id: 5053262
    {'hecke_orbit_code': 68870471700, 'n': 44, 'trace_an': 16921200}
  • id: 5053263
    {'hecke_orbit_code': 68870471700, 'n': 45, 'trace_an': 1580000}
  • id: 5053264
    {'hecke_orbit_code': 68870471700, 'n': 46, 'trace_an': -7974152}
  • id: 5053265
    {'hecke_orbit_code': 68870471700, 'n': 47, 'trace_an': 0}
  • id: 5053266
    {'hecke_orbit_code': 68870471700, 'n': 48, 'trace_an': -2696640}
  • id: 5053267
    {'hecke_orbit_code': 68870471700, 'n': 49, 'trace_an': -32803600}
  • id: 5053268
    {'hecke_orbit_code': 68870471700, 'n': 50, 'trace_an': 468750}
  • id: 5053269
    {'hecke_orbit_code': 68870471700, 'n': 51, 'trace_an': 0}
  • id: 5053270
    {'hecke_orbit_code': 68870471700, 'n': 52, 'trace_an': 6679352}
  • id: 5053271
    {'hecke_orbit_code': 68870471700, 'n': 53, 'trace_an': 2452032}
  • id: 5053272
    {'hecke_orbit_code': 68870471700, 'n': 54, 'trace_an': 8898704}
  • id: 5053273
    {'hecke_orbit_code': 68870471700, 'n': 55, 'trace_an': 0}
  • id: 5053274
    {'hecke_orbit_code': 68870471700, 'n': 56, 'trace_an': 34134768}
  • id: 5053275
    {'hecke_orbit_code': 68870471700, 'n': 57, 'trace_an': 11957760}
  • id: 5053276
    {'hecke_orbit_code': 68870471700, 'n': 58, 'trace_an': 52156572}
  • id: 5053277
    {'hecke_orbit_code': 68870471700, 'n': 59, 'trace_an': 0}
  • id: 5053278
    {'hecke_orbit_code': 68870471700, 'n': 60, 'trace_an': -24185000}
  • id: 5053279
    {'hecke_orbit_code': 68870471700, 'n': 61, 'trace_an': 8371712}
  • id: 5053280
    {'hecke_orbit_code': 68870471700, 'n': 62, 'trace_an': 1290000}
  • id: 5053281
    {'hecke_orbit_code': 68870471700, 'n': 63, 'trace_an': 0}
  • id: 5053282
    {'hecke_orbit_code': 68870471700, 'n': 64, 'trace_an': -47543872}
  • id: 5053283
    {'hecke_orbit_code': 68870471700, 'n': 65, 'trace_an': 9060000}
  • id: 5053284
    {'hecke_orbit_code': 68870471700, 'n': 66, 'trace_an': 19358000}
  • id: 5053285
    {'hecke_orbit_code': 68870471700, 'n': 67, 'trace_an': 0}
  • id: 5053286
    {'hecke_orbit_code': 68870471700, 'n': 68, 'trace_an': 16095192}
  • id: 5053287
    {'hecke_orbit_code': 68870471700, 'n': 69, 'trace_an': 7527264}
  • id: 5053288
    {'hecke_orbit_code': 68870471700, 'n': 70, 'trace_an': 10500000}
  • id: 5053289
    {'hecke_orbit_code': 68870471700, 'n': 71, 'trace_an': 0}
  • id: 5053290
    {'hecke_orbit_code': 68870471700, 'n': 72, 'trace_an': -42242664}
  • id: 5053291
    {'hecke_orbit_code': 68870471700, 'n': 73, 'trace_an': 61907232}
  • id: 5053292
    {'hecke_orbit_code': 68870471700, 'n': 74, 'trace_an': -138210876}
  • id: 5053293
    {'hecke_orbit_code': 68870471700, 'n': 75, 'trace_an': 0}
  • id: 5053294
    {'hecke_orbit_code': 68870471700, 'n': 76, 'trace_an': 2570400}
  • id: 5053295
    {'hecke_orbit_code': 68870471700, 'n': 77, 'trace_an': -156997440}
  • id: 5053296
    {'hecke_orbit_code': 68870471700, 'n': 78, 'trace_an': -104032400}
  • id: 5053297
    {'hecke_orbit_code': 68870471700, 'n': 79, 'trace_an': 0}
  • id: 5053298
    {'hecke_orbit_code': 68870471700, 'n': 80, 'trace_an': 37590000}
  • id: 5053299
    {'hecke_orbit_code': 68870471700, 'n': 81, 'trace_an': 140586672}
  • id: 5053300
    {'hecke_orbit_code': 68870471700, 'n': 82, 'trace_an': 83921012}
  • id: 5053301
    {'hecke_orbit_code': 68870471700, 'n': 83, 'trace_an': 0}
  • id: 5053302
    {'hecke_orbit_code': 68870471700, 'n': 84, 'trace_an': 69761824}
  • id: 5053303
    {'hecke_orbit_code': 68870471700, 'n': 85, 'trace_an': -106960000}
  • id: 5053304
    {'hecke_orbit_code': 68870471700, 'n': 86, 'trace_an': -101724672}
  • id: 5053305
    {'hecke_orbit_code': 68870471700, 'n': 87, 'trace_an': 0}
  • id: 5053306
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