Embedded newform data - 294.6.e.x.79.1

Formats: - HTML - YAML - JSON - 2025-01-20T22:07:30.123977

• 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': 10584, 'analytic_conductor': 47.1528430250163, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [294, 3, [197, 199], [3, 2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 4, 'field_disc': 576, 'field_disc_factorization': [[2, 6], [3, 2]], 'field_poly': [4, 0, 2, 0, 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': [[5, [217156, 50328, 11198, 108, 1]], [11, [778856464, -3460592, 43284, 124, 1]]], 'hecke_orbit': 24, 'hecke_orbit_code': 103583066408091942, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 49, 'hecke_ring_index_factorization': [[7, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '294.6.e.x', 'level': 294, '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, 3, 7], 'level_radical': 42, 'minimal_twist': '294.6.a.n', 'nf_label': '4.0.576.2', 'prim_orbit_index': 3, 'qexp_display': 'q+(4+4\\beta _{2})q^{2}+9\\beta _{2}q^{3}+2^{4}\\beta _{2}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '294.6.e', 'trace_display': [8, -18, -108, 0], 'trace_hash': 820237394348226055, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.918', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.427', 'prec': 17}, {'__RealLiteral__': 0, 'data': '54.080', 'prec': 20}, {'__RealLiteral__': 0, 'data': '45.745', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1273.042', 'prec': 27}], 'trace_zratio': 0, 'traces': [4, 8, -18, -32, -108, -144, 0, -256, -162, 432, -124, -288, 1440, 0, 1944, -512, 1260, 648, -360, 3456, 0, -992, -6524, 1152, -4482, 2880, 2916, 0, 14176, 3888, -5904, 2048, -1116, 10080, 0, 5184, 6040, 1440, -6480, 6912, -34776, 0, -1216, -1984, -8748, 26096, 30456, 9216, 0, -35856, 11340, -11520, -3964, 5832, 48672, 0, 6480, 28352, -40752, -15552, 1368, -47232, 0, 16384, -82980, 4464, 16224, 20160, 117432, 0, -6408, 10368, -23976, -24160, -40338, 11520, 0, -51840, 82160, -27648, -13122, -69552, 347472, 0, -267400, -2432, -63792, 7936, -200556, -69984, 0, 208768, -53136, -121824, 25640, 18432, 503856, 0, 20088, -71712, -272844, -45360, -13392, -92160, 0, -31712, 11308, -23328, 6832, 97344, -108720, 0, 577752, 12960, -405216, -113408, -58320, -326016, 0, -124416, 250910, -5472, 156492, -94464, 867456, 0, -156080, 32768, 5472, 331920, -246888, 35712, 0, 129792, -78732, -80640, -175128, 234864, -208368, 0, -548208, -12816, -203400, -41472, -153432, -191808, 0, -193280, -423532, 161352, 48584, 23040, -204120, 0, 1166832, -103680, 645192, -328640, -35676, -221184, 0, -104976, 398176, 278208, -219024, 694944, -336816, 0, -172972, -534800, -29160, 9728, -268020, -510336, 0, 63488, -366768, 802224, -145284, -139968, 599904, 0, -24624, 417536, 925920, 212544, 314496, -974592, 0, 205120, -52220, -73728, 139964, 1007712, 1493640, 0, -1447352, 40176, 501120, 286848, 146016, -2182752, 0, -362880, 1880732, 53568, -528444, -184320, -279936, 0, -1064784, -63424, 28836, -45232, 1161792, -186624, 0, 54656, -215784, -389376, 1044540, -217440, -334368, 0, 726084, 1155504, 1401984, -51840, -714528, -3241728, 0, -907264, -1494840, 233280, 2418824, -652032, -1478880, 0, -987432, -248832, -194904, -1003640, -118098, -43776, 0, 1251936, 276120, 377856, -1563624, 1734912, -807552, 0, 1190000, -312160, 1203300, -131072, 764604, 43776, 0, 2655360, -574128, 987552, -1684596, 71424, 3532752, 0, 3610008, 259584, -217476, 314928, -2486880, -645120, 0, -1401024, -2183004, -939456, 780076, -416736, 956448, 0, -2935888, -1096416, 1593144, 51264, 230760, -1627200, 0, -331776, 1166070, 613728, -2267352, -383616, -1828296, 0, 4005296, -386560, -90396, 1694128, -2824920, 1290816, 0, 388672, -2455596, -92160, -1114868, -408240, -4908816, 0, 241056, 2333664, -883944, 414720, -235008, 5161536, 0, -2629120, 2567276, 142704, 386096, -442368, -203544, 0, 754544, -209952, -6376320, -1592704, 61488, 2225664, 0, -1752192, 1256872, -2779776, 489240, -673632, 6997248, 0, -2579584, -345944, -2599884, 2139200, -1318608, -233280, 0, 77824, -3646944, 1072080, 1208628, -1020672, 3768624, 0, 1049760, 126976, -6813756, 1467072, 6294096, 6417792, 0, -1162272, 4294988, 559872, 4472662, 1199808, -4516380, 0, -10274072, -49248, 2134656, -1670144, 1408428, 7407360, 0, 1700352, 7407532, -1257984, -3903552, -1949184, 975600, 0, 190096, 410240, 702360, 208880, 344592, -589824, 0, 1119712, 49248, -4030848, 4608880, 2987280, -9638496, 0, 4443984, -2894704, 5177520, -160704, -3778344, 4008960, 0, 2294784, 2275368, -584064, -4506840, -4365504, 1417176, 0, -5067232, -725760, -2912040, -7522928, -1576152, 428544, 0, -4227552, -11984624, 737280, 937656, -559872, 751968, 0, 1259016, -2129568, 2466936, 253696, 9914940, 230688, 0, -361856, -1830600, -4647168, 8080500, -373248, 10562976, 0, 2761776, 109312, -687456, 863136, 5379696, -3115008, 0, 8356320, -4122596, 869760, -11630684, -668736, 7623576, 0, 11111064, 1452168, 4468464, -4622016, 437256, 11215872, 0, -414720, 7860420, 2858112, 918540, -6483456, -10539864, 0, -5896208, -1814528, -5250744, 5979360, 1625616, 1866240, 0, 19350592, 5806728, 2608128, 4101952, -2957760, -8123760, 0, 642168, -1974864, -2154024, 995328, 7572240, -1559232, 0, -8029120, -10998292, 472392, -1045992, -87552, -7167168, 0, -16518312, 2503872, 1392552, -1104480, -1971216, 3022848, 0, -12508992, 6203888, -6939648, 1515672, -1615104, -31154976, 0, 35164872, 2380000, 778374, 1248640, -8257428, 9626400, 0, -1048576, -262440, -3058416, 10556632, 87552, -9350784, 0, 4824360, 5310720, -2796876, 2296512, -857160, 7900416, 0, -13476768, 7265160, -285696, -8980138, 7065504, 6601824, 0, -29471400, 7220016, 9695232, -1038336, -1307556, -1739808, 0, 2519424, -12029372, 9947520, -2699568, -1290240, 11680704, 0, -16529936, -2802048, 110808, 8732016, -3385584, -7515648, 0, 6240608, 8333280, 1666944, -803220, 1912896, -20759040, 0, -5660928, -5871776, 9846576, 4385664, -16869384, 12745152, 0, 410112, -11225416, -923040, -6833432, -3254400, 939960, 0, 40671288, -663552, -5363856, -4664280, 1259676, 4909824, 0, -18138816, -5834120, 1534464, -6721380, -3656592, -21823200, 0, -2743200, 8010592, 6513084, 1546240, 5591772, -723168, 0, 13553024, 4510080, 11299680, -9791612, 2581632, 7365024, 0, -2628288, 777344, 11361780, 9822384, 12179664, -737280, 0, -8918944, 17931960, 1632960, -3410112, -9817632, -33853176, 0, 31291376, 482112, 12750552, -9334656, -4755996, -7071552, 0, 3317760, -33660262, 940032, 1259712, 10323072, 23683968, 0, -26581072, -5258240, 4791528, -10269104, 9506160, 1141632, 0, 3088768, 259524, 1769472, 16776040, -407088, -30185424, 0, -20912256, 1509088, 20462472, 839808, -1813968, -51010560, 0, -12741632, 24258000, -245952, 6048528, 4451328, 3884112, 0, -44156040, -3504384, -2500344, -5027488, 9400860, -22238208, 0, 3913920, -20644400, 2694528, 1504656, 13994496, 8389296, 0, 12635088, -5159168, -3267378, 1383776, -14204052, -20799072, 0, 17113600, 12617856, 5274432, 30548316, -466560, 46255824, 0, 12861504, 155648, -15397920, 14587776, 8928072, 8576640, 0, 9669024, 32936576, 4082688, -23574292, 7537248, 26907120, 0, 13717056, 2099520, -4430592, -507904, 21769416, -54510048, 0, 11736576, 6713248, -25176384, 6654960, 12835584, 44233056, 0, 40136400, -2324544, 4443444, -17179952, 968832, 4478976, 0, 35781296, -1754136, -4799232, 8882352, 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-16286676, 11831040, 49254300, -16247520, -46210968, 0, 34300424, 1284336, 76683600, 7899456, 3474864, -17232192, 0, 7962624, 25541294, -30288960, 915948, -3118464, 53468208, 0, 30797616, -16058240, -3395448, 43993168, -27829224, 3779136, 0, -8367936, -57386880, 350208, -36412488, -14334336, 30633696, 0, -1106784, -33036624, 60790320, -10015488, 16287624, 11140416, 0, -8835840, 14176064, 7884864, -85519816, 6045696, -22623696, 0, 107343840, -25017984, 5182632, -24815552, 4403160, -55517184], 'weight': 6, 'weight_parity': 1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [0.3535533905932738, -0.6123724356957945], [-0.28867513459481287, -0.5], [-0.25, -0.4330127018922193], [-0.9257095555635276, 1.6033759832880345], [-0.408248290463863, 0.0], [0.0, 0.0], [-0.3535533905932738, 0.0], [-0.16666666666666666, 0.28867513459481287], [0.6545755041481556, 1.1337580305746178], [-0.2992573714274181, -0.5183289718517989], [-0.14433756729740643, 0.25], [1.3218887601041254, 0.0], [0.0, 0.0], [1.0689173221920232, 0.0], [-0.125, 0.21650635094610965], [0.5426697519663721, 0.9399315821365571], [0.11785113019775792, 0.2041241452319315], [0.08750105694114953, -0.15155627633804836], [0.9257095555635276, 0.0], [0.0, 0.0], [-0.4232138333127774, 0.0], [-0.7482420959426088, 1.295993326534425], [0.10206207261596575, 0.1767766952966369], [-1.2138763625232478, -2.1024955339971627], [0.46735825312195217, -0.8094882397438571], [0.19245008972987526, 0.0], [0.0, 0.0], [0.2710397199179794, 0.0], [0.3779193435248726, -0.6545755041481556], [-0.5256271236439957, -0.9104128839876887], [0.08838834764831845, 0.15309310892394862], [-0.17277632395059964, 0.2992573714274181], [0.767450923120487, 0.0], [0.0, 0.0], [0.16666666666666666, 0.0], [0.5451039848134487, -0.9441477971051468], [-0.06187259072407705, -0.10716647073001628], [-0.3815964157424287, -0.6609443800520627], [0.3272877520740778, -0.5668790152873089], [-1.6915648052769343, 0.0], [0.0, 0.0], [-0.9656498278021453, 0.0], [-0.14962868571370905, 0.25916448592589947], [-0.30856985185450925, -0.5344586610960116], [0.529087060010254, 0.9164056695650035], [0.7609741939547677, -1.3180459671784308], [0.14433756729740643, 0.0], [0.0, 0.0], [-1.716680414924497, 0.0], [0.31331052737885234, -0.5426697519663721], [-0.33047219002603134, -0.572394623613643], [-0.4318569181398666, -0.7479981238183625], [0.06804138174397717, -0.11785113019775792], [1.108101633212739, 0.0], [0.0, 0.0], [-0.1010375175586989, 0.0], [0.09582701196245291, -0.165977253456479], [-0.34363555705309123, 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-0.49524869303190033, -0.3249117503452907, -0.41043294720161216, -0.3301946241925581, -0.2790273441552798, -0.1544040629802494, -0.13916257592759507, -0.44787390024543994, -0.1650093535941163, -0.3841821808323419, 0.015497758698735771, -0.3445560693823003, -0.07122888230540858, 0.21243259149957977, -0.15966072889481536, -0.4342266219962814, -0.3336935891792678, -0.34920239247899443, -0.12175334990203993, -0.15166037869329305, -0.2909369246516028, -0.3871949330634753, -0.49748868274017294, -0.37790482687139887, -0.46559490386727614, -0.10106689779361132, -0.01987775544602879, -0.30533666809392684, -0.24141848841707644, 0.16727956881825384, -0.12924032533647567, -0.3051291000840691, -0.276655369692326, -0.1263634018690615, -0.269274950176439, -0.4989585543225331, -0.2110181372689204, -0.2801287217096076, 0.06110160199564394, -0.442325708674051, -0.49099291872345135, -0.22090818409595225, -0.4623522915333654, -0.19380952309529173, -0.4177028115006243, -0.12457284681785932, 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0.2015919754782151, -0.4682863761405964, -0.42858350226645664, -0.26214961252456337, -0.17324960896246447, 0.17102975661501785, -0.05706406740590918, -0.21756788657886453, -0.385011368773483, -0.4804066143652071, -0.2939432291226968, -0.16254050921305352, -0.446978807718222, -0.2467168162776119, -0.19397531358617143, -0.4332245307381235, -0.12013231483055271, -0.03888362526770476, -0.39332953296713297, -0.47517940577208173], 'char_orbit_index': 5, 'conrey_index': 79, 'dual_conrey_index': 67, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 3, 'embedding_root_imag': 1.224744871391589, 'embedding_root_real': -0.7071067811865476, 'hecke_orbit': 24, 'hecke_orbit_code': 103583066408091942, 'label': '294.6.e.x.79.1', 'level': 294, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	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': 10584, 'analytic_conductor': 47.1528430250163, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [294, 3, [197, 199], [3, 2]], 'conrey_index': 67, 'cusp_dim': 528, 'dim': 68, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 274978570534, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 4], 'label': '294.6.e', 'level': 294, '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, 3, 7], 'level_radical': 42, 'mf_dim': 592, 'mf_new_dim': 68, 'num_forms': 26, 'prim_orbit_index': 3, 'relative_dim': 34, 'sturm_bound': 336, 'trace_bound': 11, 'trace_display': [0, 0, 44, 0], 'traces': [68, 0, 0, -544, 44, 144, 0, 0, -2754, -648, -296, 0, 3312, 0, 396, -8704, 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-96555996, 0, 129732648, 14190552, 47251896, 83115840, 15890292, -14633472, 0, 1622016, -88017424, -50300480, 11806560, 16949472, -28619144, 0, -189933628, -13362176, -13235760, 55709272, -7727256, 0, 0, 182344736, 22592052, 12183552, -145550804, -16505136, -17623176, 0, 36317808, -15194184, 82755576, -13236480, -72233340, 31646176, 0, 74838784, 109630104, 34145712, -136118354, -2314240, -75403656, 0, 253706800, -4120416, -41958792, -161438336, -17784684, 45997824], 'weight': 6, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 48519134
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 103583066408091942, 'source_is_minimal': False, 'source_label': '294.6.e.x.79.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 103583066408091942, 'target_is_minimal': False, 'target_label': '294.6.e.x.79.1', 'target_level': 294, 'twist_class_label': '294.6.a.n.1.1', 'twist_class_level': 294, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48519135
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 103583066408091942, 'source_is_minimal': False, 'source_label': '294.6.e.x.79.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 72057594138591526, 'target_is_minimal': True, 'target_label': '294.6.a.q.1.2', 'target_level': 294, 'twist_class_label': '294.6.a.n.1.1', 'twist_class_level': 294, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48519136
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 103583066408091942, 'source_is_minimal': False, 'source_label': '294.6.e.x.79.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 112590265662832934, 'target_is_minimal': False, 'target_label': '294.6.e.z.67.2', 'target_level': 294, 'twist_class_label': '294.6.a.n.1.1', 'twist_class_level': 294, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48519137
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 103583066408091942, 'source_is_minimal': False, 'source_label': '294.6.e.x.79.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 103583066408091942, 'target_is_minimal': False, 'target_label': '294.6.e.x.67.1', 'target_level': 294, 'twist_class_label': '294.6.a.n.1.1', 'twist_class_level': 294, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 48519138
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 103583066408091942, 'source_is_minimal': False, 'source_label': '294.6.e.x.79.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546795256480038, 'target_is_minimal': True, 'target_label': '294.6.a.n.1.1', 'target_level': 294, 'twist_class_label': '294.6.a.n.1.1', 'twist_class_level': 294, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48519139
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 103583066408091942, 'source_is_minimal': False, 'source_label': '294.6.e.x.79.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 112590265662832934, 'target_is_minimal': False, 'target_label': '294.6.e.z.79.2', 'target_level': 294, 'twist_class_label': '294.6.a.n.1.1', 'twist_class_level': 294, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48519140
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 103583066408091942, 'source_is_minimal': False, 'source_label': '294.6.e.x.79.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 162129586686002034, 'target_is_minimal': False, 'target_label': '882.6.a.bk.1.1', 'target_level': 882, 'twist_class_label': '294.6.a.n.1.1', 'twist_class_level': 294, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48519141
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 103583066408091942, 'source_is_minimal': False, 'source_label': '294.6.e.x.79.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 207165582959706994, 'target_is_minimal': False, 'target_label': '882.6.a.bu.1.2', 'target_level': 882, 'twist_class_label': '294.6.a.n.1.1', 'twist_class_level': 294, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 659400
    {'charpoly_factorization': [[[16, -4, 1], 2]], 'hecke_orbit_code': 103583066408091942, 'p': 2}
  • id: 659401
    {'charpoly_factorization': [[[81, 9, 1], 2]], 'hecke_orbit_code': 103583066408091942, 'p': 3}
  • id: 659402
    {'charpoly_factorization': [[[217156, 50328, 11198, 108, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 5}
  • id: 659403
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 103583066408091942, 'p': 7}
  • id: 659404
    {'charpoly_factorization': [[[778856464, -3460592, 43284, 124, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 11}
  • id: 659405
    {'charpoly_factorization': [[[-68850, -720, 1], 2]], 'hecke_orbit_code': 103583066408091942, 'p': 13}
  • id: 659406
    {'charpoly_factorization': [[[1850892484, 54207720, 1630622, -1260, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 17}
  • id: 659407
    {'charpoly_factorization': [[[30613801024, -62988480, 304568, 360, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 19}
  • id: 659408
    {'charpoly_factorization': [[[107223456975376, 67555211024, 32207700, 6524, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 23}
  • id: 659409
    {'charpoly_factorization': [[[7193848, -7088, 1], 2]], 'hecke_orbit_code': 103583066408091942, 'p': 29}
  • id: 659410
    {'charpoly_factorization': [[[2465226570816, 9269894016, 33287112, 5904, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 31}
  • id: 659411
    {'charpoly_factorization': [[[760927370047744, 166612868480, 64066512, -6040, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 37}
  • id: 659412
    {'charpoly_factorization': [[[-14919422, 17388, 1], 2]], 'hecke_orbit_code': 103583066408091942, 'p': 41}
  • id: 659413
    {'charpoly_factorization': [[[-129963776, 608, 1], 2]], 'hecke_orbit_code': 103583066408091942, 'p': 43}
  • id: 659414
    {'charpoly_factorization': [[[29148795728673856, -5199758483904, 756837752, -30456, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 47}
  • id: 659415
    {'charpoly_factorization': [[[58544237043578896, -959126126096, 257672460, 3964, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 53}
  • id: 659416
    {'charpoly_factorization': [[[169071117384917056, 16756512663168, 1249542920, 40752, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 59}
  • id: 659417
    {'charpoly_factorization': [[[20657251036405636, 196617586608, 145597730, -1368, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 61}
  • id: 659418
    {'charpoly_factorization': [[[3561034936101175296, 30615831207936, 2150288640, -16224, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 67}
  • id: 659419
    {'charpoly_factorization': [[[-3820660164, 3204, 1], 2]], 'hecke_orbit_code': 103583066408091942, 'p': 71}
  • id: 659420
    {'charpoly_factorization': [[[16625507314533237124, -97760673100368, 4652287394, 23976, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 73}
  • id: 659421
    {'charpoly_factorization': [[[2661974563457680384, -134048630443520, 5118709728, -82160, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 79}
  • id: 659422
    {'charpoly_factorization': [[[6854724496, -173736, 1], 2]], 'hecke_orbit_code': 103583066408091942, 'p': 83}
  • id: 659423
    {'charpoly_factorization': [[[99805362042119543044, 2003607258829272, 30232445774, 200556, 1], 1]], 'hecke_orbit_code': 103583066408091942, 'p': 89}
  • id: 659424
    {'charpoly_factorization': [[[15174041758, -251928, 1], 2]], 'hecke_orbit_code': 103583066408091942, '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': 5, 'hecke_orbit': 24, 'label': '294.6.e.x', 'level': 294, 'portrait': 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cRlqStYPaJZWNacvqgIXI/V47B+KmLVRJ/piZDVEyHrVxk2rlZctcGlomqcON3gqf0eLxxO2HcqJlVt3nnHMvfcbqioCQ6fGuXEeYdzsykz8zGn5wxH5g037p7jFz7YZONUg3OzY1xcqDDX9FhoCpbaKbOLKbNNw5MHF1k/feaqq1bP3Xn0eLj50PHu137gg98XffKTf/SthsRf6vHXXoOfv7gE8K9ldOh1Tz76DXngSHj7F75xRjabPd5wjWCkHtENHZLERRtJmrrYuDMF4PjcGL/0CcEv/dACN27XKDWO79bwPYdq4NGoJJydq/LVRz2e3N/ndde0ueXKNru3V3jtlT4XFwMuzNeYWRQ0AkgSTeBpakHK2EiCJuLUTMLBM4JNq1zWToR0+gKER6en2b2lw0LTAWOlSLOjaPYUM0uGxeWIddMu7Z5GKMOFhZRG4HLr7j7NbsTB0w4vn6wz0RihHgh8F5JE0A0l+xclFxYMF5difL8PbsLbX9fh9qsFU40qC0sNzlz0OT8PF+djLi4mnFuEYwuG1+6a5xc+uMSa0RFOXRhnJgf3smCpldJsxTQ7Kc0eREZy5zUzTHhNef/z4fecngvWf9d73qHTZPEJqdKfuzDrs3ZV41sNk1d9/LVl8NOHfpuf/8ff5f3H//op9+jBmX/0/L6H3nzN5pOb65V5eXy+zZ3XdbhxB/RDnzRVmb6WgAQEAoMjDb6CcwsVnj4iuWbbIldu6FMNwHUknqvwPIdaRVJ1Jd2Oy6GTAfe/4HFqNqSVxBw6E7JqYpF3vW6Ja65o89orlzk5nzDfFVT9PsfPG5ZbNXZvlTT7KQdOKupVh5dPwfa1hn6U0k89HCdmrA4Hz/goJ8WVCY4LvVBy05Vdel3JNVektHopp87X2bJaUatGNEPD9GiXpU6LTz8Ie06k7DvRZ9PaBa7d2WJsPOLtt7b57tcbtq2uk8ajnDg3wrGzLmdmNGdnY87OphybFZxuxly3Y45/8YNtVo+OcXrGgnu+6THflCwua5ZaCc22ZqltmOsoLrYNGyabTIz1+MTXlHz5dHfzVOWlLTLRNwtvc2X9mvFv/NrvfoKvffFz32rIXPbx15LBP/mpz/Mzv/1O9f97/+/+fBo3fuI/f+7FxlJHcP5tbd762hbb10q2rAkJAk2j2iOMHJJUZsztIIRCClBSoFSCpzRnlkb46d/xuO3qRb739fNsWdtnfKTB5GiFuUWP1RMuG5YVC8sOS23N8mLANy4Yuv2EV454PPuyBgS+azg76yKkj+lXuWKtYe10l4tLIbMLdV6321CtLNHujDPfSomiChNjmk7PZeNUn4VOwNQ4hKFielQSpz0uLlY4NdtndqnGa3YkXFjs8JWnPdZNNNi6BjaudlDrPdZPg+dqhIBNq2ww2+75dLpjnDjjsthSLDZhYVmzuJwyv5wyswwL/ZSN6zr8vTfMc9uVDoE7wbFzDeaXAuabDostweJySrMd02ynNDuGpZ5ksS9Io4SzM4aTMxHCmed774553+2GTv+8v+eZvT/zmx/9w+Qnf+TN/+L2q76Y3vGGd3+roXPJ469VkPnZr7+IVJVK3D26MW2dff++Vy7+q8efP818x6EZSpqRRqcR3X7E9Vc0+fd/d5HrtlWZXRxjoVljsRWwuOyx2HJYakGzrWm2E5rthMWW4eKy4HzHgOhwzx3LvP0mzdY1AVFUZWk5oNnxWG4rljqCdlfQDw1RYkhTUNLgu1DxDaMNw/R4jOP2OXYh4qWjPjqp8babIxy3yfMHRti8Br7yTMIdu31ml3sEjiJJY8bHIIldHDdhYaHK665v8ZUn62xZA88dCXGp8tabNIno8dKxlBNnAxzpsWrMYawmqPgCzxMoAYmGKDb0I2h3Dc2Opt3VNLuahY6hl6ZsWt/l7bcsc8/tEeg6C80RZhcrLCy79jwtQ7OdstxJaLZTltqahY7gQlsx14q5accM//YnZrluq6DdC4jiKt1elXbXY2beoxluJZFT//QNd4/96ab1W09DvyfEHd9qKBWPvzYAP3ToCDt2rPM+e+/eH3758N7fmlD7RK/lyf3HUmaXEpodWOoLlkLJUmhodyNu3jnLhz+0yPVXBMwvjTLfrLHUCmi2PZbaDs22oNk2tDopzXbCckez1DHMtgUXljVjo13e/No2t16ZsGmVolFxabUDfFcCiiiRaC3QBrp9QGjG6n2OnDNoE3HfczXCboUr1nncdk2XWDd55IVRXrPd5chMh+WlBrdc0+Ubz/usGjccOGX4e+9pceCkz6pxyf0vKG67SrHYbXH8zDiv2RHxyEs9krDKrbs8tm3o00s6fP15Bang2FmHRtXBEdDt2aA61YY4AaTG8TTLHUOtHrNhTcjtV3V58w0JE7WAi4sjLDQrLLXsuVlqCZY7sNxOaHUSmp2U5Y5hoSuZaQvm2wm3XHmRf/2hOV6zzaPZrtHpV+j2fJY7AUstj5kFj72HDU6lqz/0/Vea9etu+IkLi3f+YdU7Hm3acsW3GlLAXxOAN9upTOLeu47t/9IVB06kH/7oZx52X7PTsH11g6NnYG7JBj3tHrT7gmYoWegL5loxt101x6/+6DzXX+HSbI0w36zTbFuQNzsOy23FchfaHUOrm9DqpHR6muWuYa4jmOtAnIZcu73H6vGUTtfwHbeEbF6tSVKJIw1RDA/vDTg9G7BmLGH/sQB0lSvXK67fqfGDLs8f6TI3X+PqzTUao0s8uc/lxu0BC90mS0sNVq82PHNA8f1v7PDsAYf10y7znWWWFse5/qouT+5PGa+McvUVHWaXl3nmlVEqTo3X7jTs2NgH2WHvCcH0eMzFuZhH9rr0Y4WUkGrD5jURb74lot1RrB3TXL8doqjK4nKVxWWfZsel1VUsdyStDrS6Ka1OSqubZqwPC13B+ZZguR9y2445/uWPLnLjDo+5pRHa3Qqdvke769HquCy2XGYXJUfPJmxct8h120BW745PXVQ//cM/8K6j1Ur1L4Rw9bcaW99yDW7MAkmy8IP7D77w652ll8dbsz2u21Kn34GLiwrXMdQrVl8rqXGUwVUaXwlc6fLMkVX87Edd7nndAh+4a5HNayNmFhoEXoWK71H1XWoVh3ZFUu+5jNQcuv2UTi9lVajphYZ232dxLuDsGUOUaM7NJPi+AQSeMjhS0O0pBC5J1+G6zYJtaw0b13UJ0zZffVZx8OgYb7nB5/qrlvj4Vw2eqLJ5XZd9TyrWjSomG10CVSGKXWbbUAsc1q8S7DkYcf2OCq9/zTwfu7eH59Z5080G1+/ywDMRX3m6xisnKmxdW2XzmpSpsYgtkzG7N6coZc8HGKq+z9SoTxS7tLse+4+4dPoO3Z6i05d0etDpGzpd+7u3eymdnqHV0zR7wgaUTU21scxPfscs33VbxLVbalyYr9PqVOj0PNo9l07PodV1aHclUSyYHnMYrUxw8AQcOvW8GzHy69uvWLu44Yqb/uErp3of27Wp8n8uwNutHp2O+NvfeOyBXxGtz41P10KmxydIUp92F+JU4LmGSuBgSFEyA7k0uMrgKUPFkew7OsmLRyocPjfLe27vcPuuPqP1BovLVWqtgEbPo9N1aGcXu9d36IYO/dDQjzRRbIhjQ5LaI0o8jAapBK4jCDzBaF0wVofVk5r1q7pMji3ztefh0RddpB7hLTe4XHdlm8dfiYn6DW67TrDc6zG7UOPWHZrJ0S4Vx6efWG2rtOC6HQ7VesgLhwLuvH6EW65t88IhBWaEG3Z5/Mg7F/nGnoj7n61x4HTAxinF6vEKY/UqI3Wo+OA6BiVBGzhwQpCmgjgRRAmEMfZ3DFN6oaYfarp9TTfUdHrQCmG+o7jYhlD3uPs1C7zr9hbf9yZNkjSYma/R7vq0ex6dvkunp+j0FZ2epNMTRNk5O3le0OkmzC7GHL0wQ+/TXxr/mQ+F//Y1197tRGH/o54f/J8H8EMnZzi/2P2R7tzTv/LiMw9P33r1HKP1Gq1uQpwofFfRCaEXikFWJMuMOErjOhbkrqOpOIL5bpVPPbieB15sc8fuJh+8u8nuLR0mRqssNKu0ez7dnpsBW9kjEoSxJE4ESWKXepuJsUGl40DgQbWiGa/HrJvuktDhyLmYTz8ScPxMjVG/wo27HG69psUzh5e576kGN28P2LimyycfFCjh06jHNDsh2tjfYarRpdX20EmFd90xy6e+UmXbxYC339wlihd45KUJ4jTgpl3TvP3GFts3LPPAC132namy94TH+nHJeENQ9QWea29CKUAIgzagtSFOsps1NoSxvZH7EfQiK/OWQsFiG4TT5zU7m3zwzU3uuDploh7QbNVoti1rd3ou3b5Lty8tuPuCbl/Q7Rv6/ZR+ZG+eVkez3IVu4nDywhIPPvDA9NkZ8yvf9c4bjDFnf1+I9f9nAPwLf/ZxVk1PMX/qqR96ct/Sh/cdfHryvbfPsnODJEoM9Ypt2RIClJIoKZFCIIVCSoFUKUphQa7AdQ2+Y6i4gqW+w0JzjD99qMbT+zvcdm2TD76pyWu2LTORVkgSn24/oNNz6YUOUayIE0mSSlIt0Mbmz6Uw+J6mGiT4XoTnhpxbCLn3OcnRsx4nzo6htM+2NR5XbVHccGUL5c/x0rE660arXL0VVk8tsdhqsHudJNGGrz3rE3Ylo7WEt97U5y8eiTk9U2fnFS4Xmn1ePu6yYdUY126Z4/F9bZ58WRBGHlduGefKDT5Xrm9z7MIiR8/BswerHDleo+oIfEdS8w2BC1LaoMoYe7MmKUQJRKmgEwpafUErhkgnaNPntdtbfPDNLe7YnbJm3KMfNlhYrtDuZmTQd+n0Fd2+ohcKun1JL7R9o71+ao8wpdO3UqcTChIjOXS+xheenOMfbf7s9PNPnPvwkbOTyYbV7sePn49Ev49pVP/XhX7/SwH+r3/j43zX2+f44lfN9z299/R/fH7f+dEDF2wq7xd+qMNoTVIJXOqJwgBCOEgJSsosp61wHMtYrqPxHI3nanzXELiGqpcyGgjaoctSa4zPPdrgwb19Vo11ef8blrlyQ59+r8PVWwwbVivC2CVNFamWmBzcUuM6KacuGk7MCJo9zRcfr3JufgwTuYwFirUTDptWO2xdB1dva6HlPB/5ixqLiyPcfKXD1duWeWCvQCQu02OSWjWhG3tII8FIlOOx3BdcXBTsMlXecEObJ16osHbS4+arx/lb75znD7/S5tlDNTp9l4VmnS1rK+xc0+WmHW3ee2eb84uLfPFxn4Wuz6kLLufOebhKIKVEINDGkGqItSFNNGMTMdfs6hKGMVduCHnfG0KmRxTjdZ84DrgwF9DteXRDu8r1+soekaTXF/RCQS/ErgRhBu5I0+sb2n1Npy9oR4JWJBgZafPj91xg+6oRjh1/ZlKy6t995YH9/1RrfsTo8NH/lZj7XwbwL/z5J/iud18l/t1v7f2eVvP076X9c9VVIy4XljT3PzXOPXe0eMctPcLIJUkV2ggwdumVwqCkxFES15E4ygLcdVI8V+C5msA1VGJDNTKMBCljFUE3krSjGifO1vg3fzwOOkEkCTdc02XL6ogkAW00xtgijhQCqQSO63HotMeBowG1wKHuSSargqkJyfS4w9opxaY1KTs3NUnFAr/5+QanTo9y8w6XKzen9JI2T73kM1pxmRgxjNYjqhUrhbSWLPcVix3DwnLKcqfC665u8tyBLgdPK0YbATftGuVH37XAf/4CvHC0RqdnaLYdLi42WD1ZZXqsz6aJPv/4e7o0qsvsOwGHzkhc16CUQQgNGPs/A0kCm1en3LY7IY1d4sTHmCr9yGVm3qMX2hWtH6lCvvUiQT8U9CPL2mFktbyVOlbP90Nj9Xwo6ITQCgXdKOUtOxd4+00ph0/UmZmvc2pmdsoLPjOVtjdu+c5/4j72pS/9gfnO7/xb//sA/ImHPsc1V6xWn/vc/ntMePHjixcvBr5bpRJYR14iXITS+H6fwPeJE4XWAmFASoOUCqWMzaA4EtcR9F2F50rCSONHKWFsqMSaMNZEkaGRQBhrwgSiRNCPJWHqE6cBB4/W2HsQUmOw0Lba2JXgKev5qPtw9RpoVGCkJhmrKyZGHabHYePqkDVTTWKzyG9+foRjx0e4fqti63rJtvVLPPRywsWFEW7YIhlraAKvhy99jBIkqUQYQ5JGLHUCLi64XH9lhet2tHn8hYBVY4JqUOf6HZqfvGeB//gFzcvn6jQ7mmZbMbfkMDlaY6xRYawxQqMaM1WL2XR9hO8muE6CUilS2GDCYG+qOFbMzjnEiSJOFFGsCOPsOZKEsSSMJP1IEkbCBqiRIIwMYaSzI6UfG8JQ048NvRC6ERm4JUuxII1DZBohjUJrSS8SBF6N/fvP0FxOPvLrP76+d+zM7s//4cc/m/7wD73v2x/g/+hXP8VvfkWpm7ceed+WsbMf6y6fCW64soLWksVWwp6zIWnSR2AZOfBCksT6tgGENEhpcJRNGbquwXMlnisIXUHoKaLYAj2ODVGS2qxIUjpSSFJDmmpSjdXbmgLcQoCS4EhwXfAdQeALqr6kVlWMVCVjI4Lp8YRNq7vUa00+/0TEIy+N05xvcM1GxaY1Lts39ElFk689W6XmOkyNKerVPi8dg1eOO+zeYOiGimu3x1yzzTBzIWVuyaPXr/K2G9s8tq/HkXOKWkXiew12b9X8ix9a4OGXe/zFw5MstAybplOWlh1GG4qRmku96lKrGAJf43sa30lxlJVaUtprYAy2YKUFiZYkqSBJBHEiiRJBHEvC2GZeothmR6IIwjglijNwxzbbFEbGgjw2VpdHgk4kaMaCXqJBRwiR4noh3ajNsbMVFpsCYyQLy6cCf9T7xLvu2vM3b7/T/ey77/pIOrn5Q9/eAL9lqyOXO90PPPLiuf/SXfdScM9diiSJSFLJWKPD9p3z/MnXDYEfI9wE3wtJUgUIhDA2myE1rnLwHIXnKELX4LuC0LO52DAWWcAIUSxtBiEZpP2SVJOmNruQmixTkmVLhBCZzhc4jsBzBL4nCXxJrSJoVA2jdc2q8ZCpsTaJafKZxyR/+JUJpoOAazYKNq5x2bxWs2nNEp9/yrC4GHDlasVYA+rVmIsnJbNLPt4WCGPB1IhkdBSOnDAstTQz8wHbNwe88YY29z4aMFEH3/NQcpTd2wQfevssrpzlS4+P8cq5gFWtmOnRhJGaol5RVCuSiu/ge+C74Dh2tbPyrgRy7I2dakhTQZKSAR3i1BAlEMepJYVYEyWGKNbZwSAjE0M/FvRi6EaCpViyFEOShDhxTD+CLzyi+a9fSdh/SjNVgySVxMd87r7ppcDV23/voft2OFHi/QmWZ749Ab584b+QprM/9PBjC/8uXJxpfO5wnUrlIt9z5xxaO/heyBvWtXhmf4Un93vceUPMZKWLUjblJaXGURrHcXHdFM918Fy7tFpwq4xxhGWijJWSBOIU0tRmErS2AZfWJu/hzMBtAa6UyHS9BUjgQzXQ1CsJo/WEqdEek2NNnjgY8Yn7Khw6McrmEZdtq2H9ao/1q2DnxhbdpMUzBxpUlMvUmGK0DqP1kLGRBM9zEMLeXL3QY7EV0+waljsJs0seG1fXueXKWe57tsuhcw2qfoyrPIQYYds6xQ+8aZ7X7pzlE/fVeWb/KAsdh+lGwmg1oRpIKoHCdwW+K3FdgaMkSpGlDy3KDbaHVWsKoCepzlY3SwpxoklSC+44hjgxGdCNlXsx9BNBLxZ0YsFyLGglhqQfQtxlvNHjtt0hx88pHt8DptalqxWYhPe/YZkffLPDy6/MN14+V/nN6vR675d+84/+8Bd+6oPffgBfWFjGSPW3P/n5T/5KNXp54rvv9vmlP6ry4T+d4tG98yiT2MqgmeDhfQFxLDhz3uM7X9/lDa/psnoiod1O6KoEx/HwHBfPdfG9Yf0Yx5I4kcSpBXecZMyUyoypQGuJNgzAbYuUGXODo2zBxHMNgaepBAn1IGGsEbJmssXF5S6/9UWXrz03zuJSjSumBBunBeumPdZPC7as7eN4TT71iMPxMzV2rJKM1SUjtRQpQ87NGXxHIgUYI4hih03TLZ4lpdVVLLUMFxcr7Fgf8N43LPPZBzxOXvRxnRghXLSpESeSG7YsselvtPjaC10++bVxnj9ZY92YYLKWUgtSAk/guwLPtXGKo7CBsxSFJ8NgbzJtsJmW1AK+AHlqJZ1dBSHKmD1KBGECYQbudiJoJ9CPUnS3z/rJFq+/ocm739DhHTfGxIngqq0XiM08IJAGbtzu0GxN8WePpXiVVyZ+6i2ND99++99SP/eh9ke9oP7tA/DlVhPHcf7Wiy889Cuf/+rx6fmOw/XbQxbCKkvtGp973IM0hix7YV3pmk89UOHhvT2uv6rN33hTn3fc3GZiNKLb9+mFHn7sEcWOPbJgKY4d4lTapTaVJIkkTQWpFgOtrQWFKjGWuaUApWzWwVVZutFLqfgJ9UrI5GiHXtzjgZcMn35ohGf2jzLmuexeZ1gzLlk14bF2SrJ+VcTWdUvsO9nji49NMaIcpkYEjZqgUY1Z7qZ85amAumcQwgKrFzq867aQLz9tPTHLHc3sksP66Trvub3DMwfbHDjiUfMTlBQW5LpKP7Ja/wfeuMyONbN86uEWT74yyumlCqsbgpHAUPU0gaPxXHCUQEl7I1smh9x+pDOppvVghUsyoFuCsJXkKM2qoomgnwq6iaCTWmCnYUSt2uE9b23ygTe1uOHKhLUTgjgK8B3Je14HkKKNJElcOr2AJO3yxps7XLctwY8PTj/06CO/csfr7tStVvMPGo3Rv94An19oMjHeBMwPfv0bj/7ab3zsoYljZ1qEcYOvz2k8I1hVMYS+S6RdYg1JxiapMWgv4exyhfNPVXl6X4/PXtvhfW/s8tbbQsZHXKLIJ4w9otglTpzsUCSJIkmzgk06ALg2GXPrQWFBCJMFldbH4Tgaz03xvZiKH1Gv9Ejp8Y0XJH/84Cj7T4wgYp/NY4Y1o4bJUcXUuMfqScnaqZiNq1ucmWvzO39RIwkrrF8vGK07NGrQqMYIN6LVqzFaNwghMAbiRDLuKxKd0I492t2UpZbi3FyFXVvr/Nh3Nvnwn/icmqvhqDi7MRySJKAfSVZP+NxwRYtrtnZ4+dQ5Pv1QhfueH+X8coWar6h7UHMNnmNwFTjSlvOFGHbXaSzHaGMD79RAkgqbP08FUQphKuilgn4KvcSQJDE6jpgIerztTU3ef3eLO66JGa04JGmF5ZZDkjporTInpkRrSZIq0lShhOEdN2skPu3uHLLzpem9L4pfm1p/a/LY82f/6427GgSVv7r5iX+lAO90e2gz+u49e57/z1/80v2NqLnMuhFll71EoI0mNRBrKyNiLSxrGEGsBaH2CB2bp50NK3zp6RqP7O9x0/1tfuq7O+za2GZqVNGoOUSRR5S4JDnIU5WBW5JqiTbWoGWMKMrvlrl1lnLUOE6C7yW4KqLVi5lrxfzG5wNOzI7xwoFRjPaYqAimJw2TI4KJhmJi1GXVhGT1RMK6qS4To0t87UXN86+Mcs16wVhdUq9KGlVNrRIh3BDfd3CU/XxjIE0lvdCh149JtKDd07Q7hsWWy8xCg1t3drhlV5NP3R9QWVQ4MraANA5J6hHFtsdzcjTgtds6vPaKDs++/jyn5iSfuG+U2WaVsws+npLUXIGXyzBpA8+CyHOpgmVyex0g0YIwhX4CkTaQJpDESBWydqzHNZs7/NR729x4VcpIRZGkNdodez3SNLsW2gI71bK4Lkl2bYyWRFkFudVNOH3hwYlrHe8/33zNDUthv/fFv0pM/pUBPGy9gldfrT716T+54qWXjza6nS7rpz36kXXsRXEWpWcpuzi1XuZEC1tty0+shr4j6euAMPGZD6vc93yDJ17pU/ND/uZ3LLNhImHT2h63Xt3GEbZFDJEBXCuMzhuQS8yNQUiDEjZnbkhAJrx8QvLcQYd7n6nz8uk6UVKl7iimKobxmmGsamwevOEwPuIwMSpYPZ6wdqrHmqklHtkf8pF7p1kz6jDVgEZN0agJ6tWEih/yxGFFP3JwaxZUxgiiRBI4itfs6PH0S6PW+NRLabZc5ps+F+fH+LG3X+Ts/AJP75nClYCI0UCSOESxSxhJOj2HsXrAaKPGLTu6vP6aLn/jrjkOntF8+ZmAZw5WOHy8RiIcwlDRjRVKSIQQKwLPbAU1mkQbjNa4ImXEiwiIueX6DlvW9Fk/GfPBt4ZUPEm94hJFFVodNyMaRZI6FshaoUuATlNZyMc4kUXuvRdKeqGi0+ux54XHGhdmzl/x+nd+QD36zOH0zpt3/PUB+P2PHeWLT23ztkw8+cPb1rf/nWnPUfcqNFu22aDdS+mHmjAHeZ7C01brJXlErw2VVBBpQ5QKQkfQT13C1KWrK7TbCb/2qTFMErNqqs+ujX0mRhLe98YeG6cj4lhkeltCibnJ9KeUGiEFn3u4wr5jNYTjcOp8lXMXqwQVxYgvGK0ZGoGmEUC9IhipKhp1xVjdYWIUJkcTVk30WTfdIjVNPvdYg16nxvb1hkZVUa9K6hVNPUhw3YivPR0QdiXutO0WzSVKraJ42009Hn1R0wklnV5Kq+vQbDvMLFS5akud993R4oWXq5xarKOkBuJML7vEqSKMbWGm03dY7njUK1VqlZCr1ve5eWefM7PLnLzQxHFT9h53+OxDVYRSFtxCDl9EowGNMYYkStm0KuH9b+wxOZKyc6Nh1QSkiUsU1YlTh6WWBXWcOiSplYk5uNNUFIydaEmaJQGiRBJnxaRuX9HuCZodQ3MZTu+5yK23rfl36/Y90b3jpu1/2FvYF1Umrv3rAfAKBxkZObNjbubQb5nuF+TNV48S+Ks4M+Mx68osDZfghBonMVlAWIrcC4CL4n2iDUlql8woFURaEmqPSHvEGuY6dR7apzFo/vwZO7IBo7NjkArMcoEIoRBCIpUiiR2kdnAdSd2HLVOGmqup+pqqD1VfUKtI6hVFo+owUpeMNWBiJGFqLGTtVJuUJX7jzwIef2mabRMwVs3YuyqpVxKqlYhatUelUsVXEiUzDY6VA3Hs0u8JemFKO1R0+pp2T9uWuZrH2YsjvG5XyE9+z0V+/bMOp5s+QmiMidGpIU5coljSD62Ntd5zqAUe1UpA1a8S+DH1SsQN2yM8N+bG7QkfvLuLo5KsCKQRwgyL8kzSaS0RQuK7CvDohw4LS4717WSHjXfy2EdZIJeAnWqR/ZnImNtmucJI0AstuJdamvmlmLNzKS+cTDjX/oZcNWl+a6kZPtbt9fb/VWDz/zPA/91vf5anXq5Ukv7L9yT950QlACPabFit0HqCKPaJYoXW9gKr2BArjZtF6klqnW9pakGd5oUILQpHXGJMEfwkGmIjiLUiMSozFPmkWdqrfLEybKMEOELYSqWCoGIIHEOgUnwXfAcCz1DxBRVPUq1IqoFjAV4TjNY1442EidGQ6fEOa6cX+Mi9mk/et4oNo4rJuqZRU9SriloVqpWUeiXmwoLm2AWfwLP2W8idfoJ+5LBltWb1ZJ9W36PXNxmLS5pth3oloF4d5YN3z3L8wgy/98V1ONLBoEl1SqINceIQRopepOiFkm4gqfYdKr5LxU9ZbtsYw3NTXCfFdVMcaRslpLTlfJEd1roiAJGBXLCsM5dlpqW1HsQ4ha7OgV16TlLrS09ykJdqFGEEvcjabVudhHMLCScWU67Yssz2tR0OHX5KbJoK73nTDduPHdv/qd623R/41gL8+95qvNPnz/zsp+9d+NkHn/fkYm8Tk2Nd3nx9xFXrEpT0bYXQkxisTFBKZuwtsmdKwDZZEaIM9uznZgB8XeRyRREolTU3ZB6TLLBypMaRZB1B4CqB69iKqOcIAl8SeJKKr6gEinpFUq8aRmopo/WE8UbI5FiXjasWeOZwyKceXstY4LOqrmlUhQV3RVILNLUgoV4NeeYQ7D1Y5Yopk+neQdm8Fypu3GnYvrHHs/tH6WYWVNsxI2m2XapBhUowyvfeucjew7M8fWA1GIXWqb35E0MSm5Kmdaj2DZVAEXga33PxvRTf0ThOiuvYwplS2p4Xaa3BCDssKT9rg+BcZOdXFKV+C3SRAT1Lx5bSsgOg5/UIawtI0qwYFwvCCOLEXtdaTXPPtUu89YYeU42A+WYqZ+cW/vlHv7Dg9dPaLwPRtwzgxjRlFPZ/8fm9f/wPq2Leu26jx8VmysVmg4efTensdJkaAQw4SmLcLP8sTSFP0kyWDMAtSiDPQFy8NvbIVEhevCnXessQz0vVeUHHNksIC/DMdutl1T/fUwS+ouILqhVBvWJoVFNGagmj9ZCJkR5rp5Z4+lCPX/zYKk6fHWXrpGa0Co2KolZR1AKoBSmVIMZz+yz3DUoqXGWQcvDN8uU7TjwalZhuoulmPutuP6XdlSxXFNW2T+DX2bw65l/88DK/8HHJUwdWYVA2I5VqkjQhSjRRrOhHip4vqYSKwJP4nsH3FL6jcV2b73eUsQBXFuAqkylCmEsadHUWx2gjMDoHun2fpjK7Ljnw84MB4NMsS1aA3AI7SW11tVF32brBcPPVNVxGOHwq4OKiy+FT8159Yuynv+/73+p+72z3n26Yrv4Pl/P/hwG+vNxheVn/8jPPPPQPlhdPBqunXIyAWiVhzbgmzSLpfkRRCiefVZIanFQX0sQGTtnrjKV1qaScd6nkbG1WHECJf7KCRl7MKQAuskYJsrK8wHUkvmcHAAW+HclQ8Q21QFOvpjSqMSP1iPFGj7VTTZ4+2OUX/nCSQ6fH2TRuMyz1iqRWlZa9K4ZqkFINYuI04o/uryOVwpUGJQZpQm1yferyA29Z4uvPR7Qjn24G8E5P0e4oln2HwPPx3QY7NyT8qx9Z4J/9oeDJ/avsFC9ty+pxYo1mYaQJA2t39X1B4Ap8z1Y2PccUFVtHaaSyuXEpLNBFOX1YOqHaZJkWPQC7Lpm30gzwOpOQOch1Bm4L9JIczVZrY+zqqYTHoZPjpCl0Q8HismGpZTi3cCzYv+/R/+etd71JdDudn6vWav9rAX7i1CsYY245f3JvJZAJY3Wb//RclzCyjJwzppD2hCktSZVBZfLEMvWgXGxBbTIJYtnCFHLEzh0cAvhlvlcO8NyDkVfylBI4maHKAlziutL6NzxB4NuZJ1U/pVax4G7UIkYbPaZGl3nmYJdf/INxXj41yfoxwUStJE0Ch1pg/SuVIKHiR7huyLmFMVwlUFJnablBkJmmkiRRrBmzxZNWHNALDf1Q0+untPuSSlcReC6eG+A6I1y5PuFf/a05/snvw9OvTGd6VxOnhjhJMybXhL4miCR9TxUSzHXBdaxEsz4VgyMzO7LIXJticA7zh60AiyFCyUdpGJOBuWD1EkFphqRnknmD8utsMtJabAmWO/bv9yNNq5PQ6mi6YcSjjz1TuWr7mlvkyozP/2yAP/LwfWyYqFZ/5J/9gfe2G2bYsjlgsWWrhq4j6YdWcxUAzMCYL2mpEkV52P7S2ZF1oRSgzn42OLnmm4IbBiXp3CUopShuNCVlqSNI4LkQuOB7mkpgqPhWP1crMY1qxGitx+TYMs8f6fPPPjrGS6emWDuqmKppRiqCeiCpBopqRVAJ7M1hS/0RTx8QdPoegSK7yawGz5sQUi2IE4daoLj16jbPvNygG2ftYGFKt6do+wrfU3iul+nnUa7aoPnVH53lZ34XnjwwTawlsdZZs/SgBzP0JL6nM2uxLH5nR+UHmUwZyDiZVXkvB/LiGpoB2HP5mAO+MHGVZWWeRCiTWfYfNAZEaP+7SWr7Rjs9TaunmW9JprvniOY/7p1s/kT161//Svetb337/3yAP/LsBbza6tFnX/rc7+xeH9wZRTBS79vyrBEoqei5Ni2UDv3iYkhP50uXdkQG8Kzpt9DaOdDLoM6trrmZv3QxhDUUCZmBOzMZqQLglsVdxzKZ59oxaIGXGaz8lEomL+qVkJF6j7F6iz1HQ/7ZR8fYe3Ka1aMOU1XNSAVqgaBWUVQrimrB3imBn1Cv9nlkr0dzOWBsbFAmz7+zzvRpnCqmJxR3X9fhkee07aLJCmMW5JLAlQSug+t4OE4FKTVXbTD8yo/O8jO/a3jy0DSxdohzB2BqCib3Y1m4Cz1H4mTNIo4UKCc/NxTfL78Jc6kiclcag4IQlOMfhuKhMshz0iqAXfrZcBxlQR8n9sa0oywMi32JQfL48yN3Tq/f//vvfse7f9zER5vC/e8bKPTfDfCGewSZnvqZhf5LH3j37UeZGrNBRK0SoY1ACoPrKMLEpofsMjXwIeuyTit+lv15HtToAVvryzH34P+KilwuTYTMHXQD3Z07Bh2F9WdkjRO+ZyfFBl5KJUioBjG1IKRe7TM+sswLh0N+9ncn2XN8FdOjLtPVlJGqycCdsXcgqfiW/QM/oepHJDqkHfkIJXFzBi80uMiW8ayyF7vUvL61C0QBYznI+yldzzK470lcx8F18g1oDbs3Gz784xf5f/+L5smDq4i1Q5gKojRrTIgFQWz7VT1X4Dk6W71sy5/KVjR7frKu/Py5ZMwq72BSPv9lkOcrbi4hByA2w2A3oLOEQiFH07w52tCPDN0Q2qEgTARffarG4y8s8O43HfnAzh17joVR/E/+pzL44aOnGRndsOn5J37tmnMzRznc77N1dczuLR5VbVuUMNnIhVhl1tVyGslG2EMZklQUS5plbUqam0HKqnRiCy7MWbt0UYrlNuvQUVkw5eRjJjITUu4eDNw0080xlSBkrNFlpNbm6QMJP/eRSV48voqpEYepSspIYKhn4K4ENp2Yg7vipwReQqMWceCk4eEXanhS4irbWVPeucwCHOJUkWiHN9wQc8XWDsdOV5iqQj+yF7sfpnT7GQs7CsdxUdJkRSPD1ZvgVz80zz/5Xc1jL0/RjyuEqZ1OUM183L6LBbmTr146kyjSTigorXIDgIsiUC++tRgsmQMmz+RGseLm+jpnagYgNyVJaigyZ7l7MYwNYQydULAcWo/5NVc02TIdMtc8yUNPPXvNT/7tv7ep3Tx3qj667q8e4EsLFxgdbWx+4cVn/sMjz4l3f/2JBmeX6kyMzfPRf9xi1ahDmliDk20xM9ZQk2TVrFKUXUTfuhyk5EXIQaZEZx7X8vI4eGTMvRLcwiBVnhbMOoJUxtqOwXM0rqvxXY3vJQReQuBHVIOQ8ZEuS+0uj+6HX/3j1ew7OslkBu7RiqFeEdQCUeTKbeZFW/b2LMArfkiUpvR7AYGyN5kUYsjJlxdSbKDpWC3vhISRoReLEsA1nmcbPVxX4iiFkm4BcARcu0Xwqz++xK/9ScKTByc4v9ygX5OMpoZ6YqcN+NnhFhLNZOlCSgAfMHjxfcUwgw+oHEw2n+LSVXZQozAl6WnJLNPjpbEWaeY9DxPbJdSN7Wi+qckWv/ahGSYqY5w8l9IjfPfzzz+Tbt569f9z+sz5kxs3rP2rBfjy0knCXuXmbvPAPaPOSd54XYULCwY38Kn4bZRM8dzEzhYRFuRKSmKVm20yTZ6KkmQRwwFKlikZSgNeFtyUwJ2Pe8jZ22TyxAwalTNb7GDURFqA2/cycI93mFvq8St/VOWLT00x3xljakQyFWTgDqzurmaBZcWXVH2TMbjV3oEfAREP7vFYij0mfIb82IhSJsLYlS2KHRq+wxuv7/L0oYh27DMSa9v7GGm80HrVPccC3FEGJV2EtAUaDFy5QfLrP9Xiy0/3+OU/WMXZ+TF6ow6jnqCeaKoJ+DF4rp0G5ji20OUUAM+DcftcDtTFChYviLx0bfJGkjLQB1Jl2HOea/Eky7LEWW48TAT9BPoxRFrQCyXP7Z/EFas5P6c4deE4u6+duidMgj/q9non/0oZvNfvEviV7WeOP/b33fhFbtyVMLvkEsWGKzZIJuo+qQbXTQbNwtmoB5UqksTgZKXbPMDKiwNFTrUE7lye5CexeGYQrOUnWwqd3VD5eIkM4MoOwHey6t1gzIS9EQMvxvdi6pUejtPlkb0pv/+VBvc+Pk2kG0w3BJOBlSU2BZjnyVV2iIy5y+wd4zghT7wySjdyWFPNv89KBs9XL0mcKAJXcctVPRJtAd6LRdHYG2YjGlwnT3GqDIi2+mgBJ5gcFXzgrg51/zx/8JUej74ywUxcoRtIGomh5hgLcieLQ5TJ4hKTgdwUWae8QCak3Uqg/N2LYLlcfzCmAPtg9TUDuVmSpEWFOm+q0HlDRdYKl9oPWGxW+f0vVdixJiWMU84vGI7N7Gf79u1//51vfd2L3V77SLXy3+4C+m8C/PG9p/mdT34FxxtfG5h9r59QR9m82uWKDS69yMVzrVfZcZKi3CuEDYSUUqjEkChrwHHSAcDTUvm3DGqdNScMpwNX2F5zfSgGqS2ZFVOk1FaeqLyfMwO3sl4M343xvJjAjahW+3helz++z+Hf/Ndpjs2N4/oBq+uCcT+l4RtqPtSyDvuKb6udQVYQsv6VNFsJrDyZb6V0Ig9PKTxpigAz/xXyVJvVobbgEyUuFbfP6tEezW6dXiyycWs2VnDdNEvzqSzdqQbFmSJwtc7Hd9/R4cZdc/zqJ/p88mtTLCY1ur5LzZU0HOvB8R3wFEUzhJMXfWRubRClLiBzWYBfCnIuA/K8DzbLnBUyxRrr4ozBozRj71TQTiQ9Da6QnFoyzLbtSjY6GrNKnCHtP/36aGlx7dJC84hJDiGcnf/fAG605i13v3Hz3n2vfOSP/uQU5+an2bKxx871bd51S49rt9mgJU4UkXQzcGtbOEgMSmrrNktLphwt0Wl+oQcgz4FeZuxiRchP5ZDmHoA7LztbgJeZO81AnuA5VpL4Xojv9jh5MeH3vlzjC49NcPziGI2qy3gAY35K3TdZ6T0Ht8zALYuiUJBpb9+zN06jFvL5JxyOnKoQKDtDsQAKA5Sb0qqVppI4cbhyE7zzxja//9UJOlWHRmzHM/hRFjcojeNYZ6bVzjnI3dLFsud346Tk576/yzVbzvK7945zfGaExaRC13WoKUE1A7onjb1xsixT7tuRpcprweZZNH85TV4OOgtZqUupw5zFzSA9nDdWRGnW55naHs9eqtFpSpokGCdh/RV93nVLh53rYPN0QKJP0O6/5iNrt13/HWnU/m9KlW8KcGP6gM+BV55fLzqHt62ph8ikxqGjFR58YZRPPtDmvXfO84E3LrP7CkPV8QllkNkxDUpoYmlZ3FG5y0xmoB4Ml88ZaCBLxGV1d1GEEKZgl7zUbE1cJgssc/ZOcZ3Edu44Cb4f4jkh7TTitz7j8QdfXs25hVG0qjA+ohj3DCOeppoxd7Uo38vMp5JJkyx3XoDbs9XLMI44ctanE/mM+VkWJy865SDJf0dT8qTEDo2aw5b1Ecrv047q9DxBJZtD4mXyys0kipNnPYR6leBVMTXS5cfe3eWeN8zwB19u8Xufm2C+V6PnBASOouoIKsrgJ8ayubRSxZGDtKY9t6XiWU4wl8PKENBX5MaNKAE86/3MGDxMBd3UNjFHaQJJSN102L29zffe3eNdtxsaQZ2Z+XFOnh/hxDm42D25bdv2kfU3vfbGk/PLMZMjLq/2+KYAn5mZxfXqU4HPZ6o87t51k8e+w5I4SZEozrTG+N0vVvnMQ0v8jbvm+dvv6rFtrabTCwZWzMSCLk0lSiq00iV5IkusnbF4JnTsyRIl2WNPoygBu2BvobOgUqNUagHupDgqxXNjAi/CcyOW+xFP7JP88X0NPvfYBP20jud5THiCUU9T8wxV31D1BuAOfInvS/xMmtjCUJaZyADuubbyeeKC4dHnq0Sxi18zlwSY+UMXGtyegyhWuK7D3Te2+dQ3Ohw6W6MX2HkvoWvwEnBjjRvpbCCpyLSyHAz3yQGe59i1pOo7rBrt8f9+b5erNoZ88r46zx0YYa5Xo688XNchcAQVCb4yuNJYNi9LlRUsLjKCKZNOWaqUU7qXMnjW95n1fIYpdLWgk0CSJhD22LGhyYe+c5HvuTNmvFZhuTvCzHyDc7MNXj7usfdon/be59x/8dM3fKbfW74u7rXn/ocZfNXUtNz70uGb//SLj4/sOZBw5zU9oIHvKiaqGm0kM9LnQnOC//RpxVJ3lt/6Ry0CP6daC75EOqRKotI0G+EgC/2dt5bl4GZId5sh7VfoQWHn7+V2T5WtGI5KLcBVWsgRx4lZ7sQ8vl/wsa82uO+FERaX68hKQL2iGHUNDU9TdQ1Vz1DxyFjbMnfFlwSeIvAEgUfm0NMZuDW+a/W3ckIOn4Vzy4EtrGT6drhwUhB41geZ2Uq1JIocVjUE2zf0eOl0Qjd27ZiGGLwIm8NXaSZR8kINrPRpDBmhUkmcWn/4++/u8dablnjgxTYf/1qD5w40WGhXWZYeHc/BUwJPCnyJ7eEUNkjPzWo5o1uAi1cNOstsPmRnzlcsY+VJpAU9LeinhjRNIO7j6g4//b3zfPCdEf32CEvLDZbaVZrtgDBSIFPWre1y666I9oWHR84E6ubJ6e1f5ZsMD/qmAJ+dO+uP1JP/sqZ+sTY/NsYzL2mUsOXtWsX2UiZaE2qXlq7zjedD/uyhPu+5IyTwBqCUMnMXSlV0u5tCewt0DmyTA3vwEGXdjRmwdy5Lsu4UJVObqsyzGTJmrp3wyPMOX3m8zhcfHWG2VUMEAW7dpeHAiGs7eSoumeyAiieyQ2aW00x3ewI/Z+8c4E6C5yUEXoQxMQ++4HPqQoXJcYErdaZnxaDRt4QAU7aZpope6LJpleDu67t84amITuzSiwWBa/ASy+JhXF6lVJGvRsghmWKPUtOvtvn2ih/y/rt6vPnGBf78sTZffrzKI/vqzC5X6QmPnufguApHCFwpcKXEFdaUpSgzuhlEFGWJVHyHcq9ntqpkr2MDkYYw68U1OoGkj2t6fPcbl3jj9RFJr0qnW6XdC2h3A1pdl34k2LoGtokRLswIXjhwsfbe96b/JTbnrgJ6/0MAf/jpPQjdYdOak2xeNc7hMx4z84bF5QRjUpJE04+hERu6rsuJ01U+9qU6b7lpgbFalM3b1qTSIdUpWqmMwUUhS4rm4MuAO18F8mWxHMAqoREZwAspEsT0wpRD5+DkecWn7x/hq881mF2qgRvgNFyqSlJ3DXVHU3ENFRcC14I7cO1MQmszlaVDZH9uMpDrAuSea9vTjp3XvHTCB9fNlnlTKtGLofRDmeHSvPslteOcd28J2bW+w8FzVXqBoJoI/NgQKrLUns7YO8+m5Gm8gVYp8uxFg4LKpg+49COXSiXkh94W8q5bm3z9+Q5/+o0qJ88HHDxXJWr6JL5D33GQ2Xx2RfZ5ZJsQ5PKQwWi4sv0tlynaQMoA4Elx2MZmdAI6hChipNHnh7+zzRUbBHMLHv3IoxfabVNaXYeltsNCE2bmEw6f06TiAm9pvjS6c+f7vm+5bX5/pH75meOvCvBjJ0+LVqf393/6V39vcuvqLu+4KeQ1O0Z5UY+RJE5hkOmEBi/Ln6aO5MQFlz1HFW9+bWStskIjU43SEp1NHDUlgNuTIYoTU86WlDV33hUvhc40d4rv20mqaZpwYQHuf8jl6NkKjzxT4dxShWPnq+D7qKpL4ChqjqHmaJtFyAbnB64d12ZBnB8yO1QGcDLNnYHbTfFdy96eExMEESfm4MDJKq4cTg8Oa9fhACxvIkizuSFJ4rJrU4/t0132H0/oJi71WBA64CW2lK1KAJdSILINAnImh5XGJ8GgP9JamuPUJXQ9GpWIH3hLnzuuWebcUosHn/U4fsbn6y9UOb8QkPZctHSIPQVSZcGyLCwSsmSVWElOOcDLxSBNbjTSYJIM4DGkEa/Z3mfzmpQ49oo5Kr3Qpd1zss2zBBcXY/ac7FOpdnj7rYtsHn9yVPGWn0T3/2DoDvvLAPyhh54gTpIP9Jud2jMzE1y4ELN1taDmGQJfMZKdxMWOppsI0iQBkXLkvOLp/R5vvjnEcSJEagFpTK69ZbGM5v1/KzlAFMxtSpmSTIqoFNdPiVPD8TOCl44r7n+myv4TPq+cqNAKfcLIB9dDNRx8JakqqDqaSikP7Du5TyO3zVpfuJ/JEs9TeJ7MbgAz0N5uaiuLrtX5gRdjdMTFRUlofBxH4kmDk2lXsUKDF0t4vnyXZodEiYvAYWo8Qqo+ndil6wib6YgHhjFH6aEKpBSFYIB82BGiGJ+R5raArI/STVUxfqIbeqwei9i4KuaGrSG9qMffPLHM/pMu9z9d4aUTAcdP+8SJg/EVqVRZBagUPQ/FAZe6yQfpMQ2m3ByegTxNuGV3yI51CSZV+F6M5yTEiWRp2aHZsjPKxxqSd71Os3WdZsPUKOfP9ZltP4AQry5ELvsnTz79BTrtnjr48mlx+64KS8sB7Z5maVngT4isqqcYHxEs9Vroi10aXkyUxPRaxlajAlA6RcYGrROMkcVhNfeK1ELp/hPS4DgGMjkSR4Zu37L5ybOSP7nPpxsr9rwScPSMz3zHI0w8O/tYuaiGgycFFQVVaQgc8B2NrzLjkbKs7bnCFj3K4HYlXiZLfA98jyxrYkvmrqPx3CSriMZUgojZpZT7n6yz3PYZGxE4WdCbm75eLXdsdCkg1JIwVExOKN56a5+vP9fj9HKNniutTHHATQxunOessxy7TG26kPKsE1l8hjZO6TNENq9EkTqKxLVjH+LYtalUN6bmxdyxO+aWqyLe8/qQw2ckew+49CLFJ++vcmLGBSHp9hzSnsp9thg1pFcu/WULoOsBwLVGJBoTagJlcCqG9nJMlLRxvZTFVoWjZ6qkJgVjTW5jlRrddpVnLwqaLaiOnBZbdm5V937jS8k73/SdfzmAJ6nAr1R+65rtx6+9an3MubkRLi64RLHINmaygypHaim3XRvysyMXqVZa7Dnm8JlvBCjgM/dWGW+kXH91TDXQVnMVN/WrnAhs989yF/buc1hoSSqB5JkDLn/xWEA/VvRjxYUZDy0cYuOihQuOg/AdHCnxlCCQhkAZApkxtTLWA+5kOV9nwNxe3pdZgFtlPZqiYG/P1XhebtBKC/b2vBilIh56UfGFp+ooz8GXJsspM5RBuRyD57nwfNxCnCr6fZd33dbji0+0+OSDI3SSgFqmw91ch8cUTcN5t5AQ+Z2UyzxZ0vpiKC2ZpJLEsUzuOorEcXCS1AJdpXbEh5MwXkm4bWfCrTtjjAh5311d6xVJBF963OfZAx4VXzDfUuzd79HqyhKZr7zGJSto5jisBZrrbogYb2hS4M++UeFPv1HhhSMVXL/BpB8wFYTUq/Ya9UNJs23HY19cTDg1HzM9df7aa2/c9VtC8GN/KQZPkzZS1Rq//bEv7Hx5v1D9KObu1yyxfnqcTl/ZDZpcQyVIGa1FrJpMWTXhMFKT7N7eZceOiH/y4VE+/DsNxlel3HxtQj2wrrJX78PJTogAKSXNjuC5lzxaywqpFKFRhFpihALhYOcCOyAVUkpcKfEktnAhNZ4k22YQPDWY0WdBPhiT7Dq2ESBvPC6D2zK8KfYA8nNZ4g78LL4TY0zEuXmPKAzwRyReVvZWmStvqIqZd/QwXNzKJUSqFVHsMlZXbJiM8ESfXuLTSwQVx3o2cg+JLWrprFkhd//J4rPsZ+TZKl0agq+tu7MkjZIkzeoGyhbIVIJKUqLYplwdmSJVwvpJO25CyJSrNvWJTA/paJZbgudecmh2JEpSpFcuvdqlQFRDrWK45bqYiWnN4y94/PyHR3nmaAXjV1H+KFtHBWYktd52z25VI4Xd71P7Md/71hYj1YbaNhXuXL3tfY25+XZranLYn3IJwM9fmEeppQ+PyHN3JZ2A5bbPvkNw7XbBaC0prKYV345G8N0Ibey4Yk8KLs4pXjrh0kXRXXS48EAwuLhDd3XptShrOYERAp1vuYAEmflOhUJIiZASJQSesAUKT9iys5cxnCvzvHHp2ck66RXZ1nsU4LZtXXZLFN8TeA6FxdQyeMbijsbLqqOuG+P7MWfmNZ/4eg0cD1eKQYBZyBNxCYOXfRt52tSCzQ7ViWKXD761x58/0uOVi3U6qUs1sZvSWhegGXTiqLwmUMpP5+ezaEiQJYNXfujCC+M4Cje1hbEc6EoOimb2ObVxkMhmqkiNIzTCaKYqmnfcru3wJZHJkbwYlL8fuvKmuPxSg9SGazfHTE+mmMN54h06sWCxa3epq3i6RE6C3VsqTNcCZhcEX3t45q7vnjj74SRN/+5/k8GffOx+QHoyucBrr1JEiaAaGGpBTL2S2CXaSwjchEoQEfghrhPjegmHTkv+5MtV5jquta1JRZqbGig9U77ipfciA3QGdIQFcx6xK2F9E24G6Lzy5kqbq3Vl3lRbMhI5lOag5Kw96KofAFwWssX3TNHS5nm6NDgnyQbx2+yJlBGnZgRzrQDhOPiSIXkiy78yA6tpWToMAS/Tx1HiMtEI2bS6x8GZkF7q0E/BTwVuanCTTIcng0ruwMaghs7toKooB5MKjChJI20nHChhvS6pwpE6M6ul2QwVXao5pKXP1IPXkS5SucWRtyyLkmUu/7mwf18Lg9IpkzXN33hnl0NnA47MJKROTDP2UdJ25/fjQWKgFsCRU5qzM5J+mNJonGPq4fu9VF+6ZlwC8H54FIOgHsyyY31Mql0gz78OLrTnxPhuTCXoUan1ODGj+ee/O8Kn7mvYYE/agZgU2lBdBuDDz3mglLOenUgFbpZ7dbPqmiPtz4vX2bPKiD4f7pOPiHCUdc+VG44tuO2ubZ6XAz0PPjNw590/ji4kiuvYjZ48LyYh5stPVLg4V8EdUXi5NMkCzEJ/r1i7KGnw4aE6tujTD+0E27ff3uGJfX1aSUDXcagkmihboQbGqFKVUWgGnUN5oCkY8oVoZdlbQ6rsZ7pZI7iTGpSj7ZAkpUmkGga4yhnclNg8W0FWgrsEclFi80FmLL8hNFqkOE7CD3xHD6UW+ee/Izl6QdEzklnj0k0E1RgCZVO7TgfOLWoQhjhN2b5hkedeOTy0e8dlAf7Agw8xWq++7qOf/fqNs/M9bru6zdtuinGlpBZAo2oN7HGcdcNUI3QaceSc5l9+tMGn72+A64PjWq0slD1yVs77J8utZgzAnAfieTHBgnjw3u50bJ9zv0SuZPL2NEcOA7uYg6Jsx79zOYDnAWeuu51clphMbw97yT03xnMjZpY1LxytgOPhZPIkL88XDM4wi1t8Z973nMkLVpVFTjyOXa6/ImRitMfyUpVuoqgqcBP7u6jUjt9QcRngWJAXHyQH/p689U+bjM2F9QVlN5ajpNXfqSDJXqvCwKYLO0QO9oK5i9pE9tlyGNw2k1h+P2BvWRTuUrRRGBPzgTf1gHn+5Uc1h86nhL0KUeDSciUyFkgNlVpKLYhRTspbb+xw525Yu2rVjSOT3/m6977tbY+/7s67Lg/wittDEr+jIsVrnt5b4bGXfb6xp41PzPVXdrlxR5+xuuH6XTGLTcMzeyVPv+xy/5NVHtxbw7heBm7P6uaMwYUQRdVLFkDOAIsp/TxrViiBvPgzMWCtXH8WYFeDnxUjEfLXRffKANh5861l70xzOxR6O08JWsYegNst3Ikxgph7H/N5Yn8d6du0pCsH37/cRjdw/K2sZq4cjWYDzVQren2XW6/u8c472vzevXWi1KeTSoLUtncVN3XJcCakzFi8/FGvxuSgHTmYJqasTEmVRClNogSOlBmDy2xQkLVq5PZkkTs5CyYvWSnE8HuEQWbsLeSgcKdEipAKLa1PyTWS97+xz9TkLPc/2eaZ/VVeOVFhfllx7VUJk/WU63bEvHZnjDQO118h6fernF7wXrOw3HoHJn78sgx++NhZ6vX6W7963/3ff+L0RTZOKFqRx55XAlp9wwP7Q8a8HpMjXW64tsfsguSVAx7nFl1aPQ/j2Rw00rXBoMjGNWSAzhlZiQHjqKzcO9RPmf2sbNksXhfZCVMCeb4FYOaTztm7BHYn64Zx1TC47TiFFcyd9Wx6WXub6+QNB0npiImI+dMHG6TGRxXVy3KAWeprZJC+KzR4zuL5ZCgtbTtfmgebDgKX97+xyx99OaSpY3ppQC8VuAkFi0tpkIkoimE2XbjSeyRLqUlRArkgdbLudpWB3DEoLXBSSapsBVpJjUxth9aAxRnIFWEQUttrKb8JwMWlN0EqFVKm1qckFal2cFOHN10Xc8v2DueWuuw/6HJxQXHjNQmTDQff8fFVhVanysJyhVZXYZIZ1k/Mff+117/t4W7r7NerjfXDAHdViiOiK0jDbR4Rm1e7RLGm1TPMt+HccoWzyxWOLTR44USENhqdZnRadUA4WdlYDjZVzUAtS5KjADOlhoUhS6YpGLvYS6cYMVYexVY+svkeGbBzkCu1YtiNM9gpucikFOlA23FvG5NNxtyDANMpsbfvRrxwVHLkfIBRLkpKPKmzG7gsUQSXxNQMUD7Q4IMGiLzok6aKOHHZtjZm19YOTx2uECuPXiIIJLipwUlEJt1sW5xMMh2OJLOwrZBFK7unyi1leXbFxlt2ApnIJIod/5yzuLXpGqSUGSmZIVYXhWQpA5riRlgJeqUkadGskpKmDlHi4TkJ26Y1WyZtF74hIIorLDTrnF6ss9AMaHUdwljQ64dUxpNtzXZ0RdhPv34Jg5u4Sdjrs24i4jVXenT7Lt1Q02pb30WcGmIjmQ99ktQGnngDI1GetnOEzSS4wlouC/YlW0qHGJvSLz9YzuXQMTDdF21VYtAkWxxZp0vB5KUxbVZfDgBeHv5jAU0B7KJaWTB3iufYwo7tCooxxHz2wSoLCxWE79i8e0lCXeJByU/yUB58MDSn7OMuctPabrA1OS75nrvbvHC0QZgGdJVHJbVa3CniEjJw52uFznLiuTE3kyor9Hgx73FoRo39HkpndlmdF5RMtmLk/ZuD6bQDFs+ZWZVmHq6ULbIUL+ROU1l4+i2jW/9SHKfF3zXYSWDdXsBSq8K52SoX5lyaHej0DAtN0EGPdZsW6fUG5sIC4C8+92eAxGGZ3dtiWl1Bp6fo9BzqNTi5EKG1LajkHmSRyQ+b6ciiezHwQeeB4TBwhz3S5WBscJeXx4llbL4C2PIy7F28LwLMfMiNzGSKxHOyAUA5uN0BuN2iFK+z1+nQ4SjbufPKKfjMfXVC6aGkyqqXwzNZVlYwL1PXy7QxrBxRrHU+XN7BTx2+5y19PvbVLvuOV4iVS1dKvFRn2SOBTPPmj/z8iSxzoTMNrrPPGt63aDBI04LbyVYSR1tgpxKU1sX4jUFj8gD0K9k7J6Qyc5dZvQA9+b/JNwcYZGfsKpFnhQbj5LQRSGnQJubwacPpC4kdVto3LHU0y9FBTp+/QJLoYYAfOXaOK7aurf7Sr/3aFlfPcMeuHpvXVuiHPmkKd9zQYj6BvV9fTSWAWsbEeTAoM4N8Dma1gpULUGcXvpAfBZuXpIpcweIFcMTAfC9B5YM1h4BN4bQrwO1kr7Miz0pwl1nbVdrODClaxPKeziQ7YpQbceScQzvyQFl7gFvW3+XyPCWQX7ZUX5IN5fnaulz4cai5gp3r+uw7EpFqn572CFLr2XYyDa6EdXfaFKtZEc5SYnIxqHDm/qdisOkA8EpnBKLlCoAPWDwtWJxhgIuBFi+6/6VkpQbP/00qDVJI8p2t03J2Rg7r+ZFayL1P9fmTBwNc6aO1oRcb6o2QWzd3eMedjS133P3z1X/1cz/arTTWWIC3mjMcPbL8lg2rNv/Mv/2D4zy4N+Kn3jPLugnFxIjm6LmIQ6enQBgcYbs+8m4Pp8QcagWgpSwzczmrYIaX8cvJk6wyp1Yw42AsmwW9I0UxPTZnbytPBiPK8l2MXYXNqpRkiQWxKb3WpR7I7Mi8Gb4XsdjW/Kc/q7PQCxC+9X57eR6+9B3LIH+1x6BBVwyGHhUa3GZUksShUXX4ife2eeCFBguhRyQdetJWjov2snIXfN7qJ6xcyQ0iBp2BW2OQKzIrImNwQyrta6VyoIui33V4PEeJ0cXgz4ZaCovmlJW9tHqo/fByWZlyv62UGkemgObKTT1WTy/wypkRRmuGLat7/Nh72mwcb6C9HT9z7Ojhx5Ok9+cFg4etPZjIY7p6jN0b+9y3f5JDZz02THTYuj7m0T2jnJofo1KBSmZkKvLQJYC/mo4WovzLXQrs4Z+LFcw9CNiKuR1D8kRkLF4CeB5USomTSRKnALgpRpgNAdsdzE6xhqNh9nZVjOdFfPpBl5ePVUC6SCnx5SCQlitWrpzCX9VNyIqCT6ndTGd9lXHqkCQuu7d1efcdLT721QDt+PSkhy9FUfRRUhAXWagVTC5yqWKZPG9IKO/iYAxoBcrYVUEbYcGdp2AzoA8GK4kh9laFtCz3ymbg1pc2iossyyRLUmZQNFLDQM+KTEYJun3NzVfG/Kd/MM9D+5pcsU6zZkwyXqvxF09ITjdPsXGDIo6jgURZ6jhUUpfzC5JmO2VNTbDYHuPpuREeO2hwhLRbejiGimPNTE4p51vuvB5obFG0NpXliU0l5dc+S2+JfBpWCfRy8Gdl5h4AfCBNhgEuBwAvCj05wI2dk51JEVcNWHsA8rLmtuztOnZq1dKy5ksP1Zlf9iHIsifClJbwy0uUvEFgpWq4bNqumDgg0WmeTXEYayi+864uX3yiz0LHJ1IOvVRm6UmRyUIxCOBkvnqUJIopdShn7wdzTAROnllR2WuZvZcW/Glp5UylQQlhc9lSZFmQEmNrMQC1zDV3uSB1GZYXmWEsz65Imf33NY7WxYa+zY5getTle19vC0StTo2FZsB4PUXWJNNTPklif2+n23yFysjY5gN7n//JZ5e77No4xebpmBePp6hlhcbe0b7UmdknLxUP57TLgZUNGrM7uqRD8xL8MLMPRipIKVbIFFli8UsBLuWwLJGZ9lZlYKvBXvROztzKrJAneuhwnHJRJ8FRtnJ54qTg8KkAjY+QTnGjD5+LwUo0yGrkSB/2ogyYfLDxUz6vsZgfo22wiXG4clPEtjV9Fg5WMKlnWTwVhXVBSTO0YhZTqUT2ycYy+WD10EX/ZrGSyJIOV6XYJtPkqRJFx72WlolTYbIJtSabbzhgcVEQWJnBM9CLywO+zOh21qSdf+4ou6oliUMY2RmNxghml6rsOTzC8rKgkyxSbXg/ed31t+954oUjJx1jEqJuuHpipP/W23ed4MYdDSK9xJE/bqCWK4x46ZDfY1A1vFSSiBXsJUugztlsiM2LfytW/DfyYZADy2kxKqGYozd4PxgFXM6Dl4/cm1IGdwnk2X71rspYO2NvpXKHXYxSMV9+qs6R+Qp4A3nillaxy/3+30yED40gLgLOvKKZZ1MyG23ksHUy4u23dnn2lSpolyS1WtxNsyGf6cpMVZ46NIMcZZZZsbPWxSDYzF/L7LXMVpWCxQWpIsuu2OuTlsZi6Cxmktl2icXKXOCknBoEkZbz5PnNQDG5rLgZpEGmNtBNpMRJFbHUOMpBKU3gJcy3enz8fg8TB8w3L/ITG5O3kvZXp2ly0tlzDHxfcPp0Qmv+Ip6zzKcfqnFixsmack0x+ahopJXDbIVYwcYrsgdlFh8C/UomLzXplrMnZfZWciBZCnlSSJSV4DZDz5cAu8TYTvm9yiqXymrvSjXiqUOKP3+oRq/vQdXBkQJXDEuTlQEmpXNxKbovo79XpAzLefE4cRipO7znDX2++kSXZw55mJpLL/VxBcWNporPzx18ZXAPQF7kWUwefGY3mLJsnkqrx3N5orW1tmopkMoGowXhiAzsQ3I10+iZVBms1KbATBn0A5wMmD3/O4Ocu8yGSOW7xaUAbFnT5ce+6xyfeyhgZKTPrbsXuXpLj+VWB6fT0bgq5uAJl9/+ow1Ug4BuV1JTdtcCP9/XpZR7LoOwADMloDPMZCtZXFwW1OUAUwwDPQe2AFFib6VENgd8AO7CUeiYwlnoOIMRyo6TnyBTbMiUzy4s/NBOisoyJ54XEUcpX32yyiunq+C6CKnwBMXmUkMB9qu4CMsZlUIiIIpdKwbsnftTZKHF83RhFDlctTHhbbd32HuyQph4pNKlpxVeyorvkgErzcE+DPLcRmtU9l1UfrNptBKofFaNzAJQCSqTLtKALq5NBnRtV3WhSzJTls4Jl1nli5hBZOeoVKzKZFURfBY+JJPNwNE4yvrnK77klp0RV28AoxVb1wjiSFsb9fNPfh3XUbSX2ty5vc5yF5Z9jdamAEuxC8BKn/NKcGdghlcH/FAKbYUGHwBeFGnCorAj8gHtpaE3ZdYu9UXks68dVQJ2BnQ7488UTO0Uz4PXbhZcOirG9yL2nxJ8/Ykq3Z4HNRcpxFBqMJ/2WqxqgwTKCvoevM4BxtBUXS4t+JQMWFHsUm9EvO32Pl98pM/e4z44HqGW9NMso6JBpSWtW3yP7EjLYC8NzszBbjLpIi2b599JygzkMgc4RSyUy460AH32+Xp4x4jB6m2Grn8xULU8yXYF2Mva3HphJI5jCGNrTEt1jWbbZX4JXj59HM+fxegU59otsyAEel3Mrk0JT78kOXhyEPSVy+G5t0JQpFYvkZii9MNLv2AOeHEJwHN2zj8332OneC+tHaBgdJUtyaqUypJ5O9dgaqozBG4zAHd2uPkU2szg76ik6El03ZjEpNz7eIVH91cgsE0cXi5PxHBwKeDyv+9ldXiZvUs6vOjHtRmVYofhDOhhz+X1V3d5++u6vHwqIElcjFD0hIOblopvaUYKBXhyybKCyQ2Qs7gxGDVgbG3siAqj7fnXUhSZlBzo+W56omDwYalWzoyJMkuvwEPO4MXZWXHShvR55o0ZzKI0IARHz8Hj+1KMWMR3W2hjcI5f7AESSY80bbLcr6FNlUYwXP7O2fdS5/5lr92KLzbYEkOW3g+BWpSeZUmq5GBXw0WePBZwVM4kl4I7H4BfMLcyBaDdEqgHOjzJ2DxBqRjPjdlzUvKZB+uAB9JFCFV0Eal8ou1l4glRutNFcQnN4OSY4YxKeZPV4kht656dQquK8r0xDu9/Y4/7n+zz3DEPlEusFd1UDDk2RZot/+lgElV5DbGa2wx9j5zJlRmwuZYCZaSVKHmuXllNLrNgVAr7cykp8t7llG8Z0EXctkK6ldpWBySwAl9Dlg85WKkb1ZTRepvRiZhadZR6xe4j6uw73EApQbvjc2HWQ2EYrUHgDSqB5QtXLK35HZ89Xw7vAxlTZvJygCmGWPwSBl+ZGsx1XWGwKvnCVRnkppAnSpXAXWbt4jkv7Aw0uFIJrpsQ64SHn6nw0tFK0aXkSGFdkiXf98oV6HIafKU8MaUXhXW27BEpuwtTiVb5/vA2RXb1tj6vv9myeC+1LB4Kj74GJx1oW5nm6cJyj2R+u62QKWq4AKUywCsJRmkrVbQlPW0y2aopyZIM3LIc7ILUJatGiewKRi8v/aXPz0PkYsNfM8BVLmdVNjFBa1gzUeO9tyZ0IofU2D4E5+4b+7gOLCwZ9h2SNJdtUcRzJCordw+tFqa0kWc+D1oPulOGAL4S5CuDzhXgtuzNCnAPApayyUrKkic819ylZWuQPdEZiw+De9BgqwfpwFyeKOsaPHJB8PGv1glj11qCpW1Ly1vT1FA6bqUkKWuWy6xyZhjoA2ANbwqgzaVaPI4dqr7kB9/W5d5Haxw6Z2++VCu6qbK+IG3BLRFWz6YZN6allaSQJ2Z4RWHA3jJjbWVMsaIaIxCZnJJSIEzG5qVAW18ueaDLAB2O4wY3WgnUOsv56HI6tYStTF24DoSRNQfONxXH5x16iXU0Ot/7gXeteuCRoz//R199AUc7TDYUQaBwnawqmN2Z+R2Ub0Mx2HfFlIKky0iWsubO3w8xdiljUgB9hf+klL0pwD200VQO8sziKQ0q196lYfgF0Ffq7txvUhwxkUn4/IM19hyp2HYf4aKEzDzuuQebSwJvKYYv4jd9lPU3g1ShybIoRmsL7iGQS1LtEPVdrt/e471v7PAf/9ijpx3QDrGQhVQp8s9p/r0yTV5woyjdZGawkqiBAUsakCWwS2MKTW6kBbrUpWyYzP6eLgH81UxoZXQPEeigRjC83eRgf81CrsjB1uzVQLBuOmXLpjbL7ut/vq92f8j52jdmR4+djL8j6gqmp1zGRhUVz/6DvLSKyJkl35ZZkCR2Czi7HZwp3GiWCcpd1GJwwbPBPgN5MixR8ru/SEUO+b9zkw8rdlGjxNqG8uZTSg1yprlMKYN6AO4UVRR3Ylwn5vB5yaceqGLnr7ggM+0tGGRPBENWBVncwJcGnMWbQpYwtOoNXH0rrLPGjmBL87HTqSJVmRZPHb737i5feLjKgbMuyAgjJKFw6abDNgiRrgwyyyJlcN1yYBtZ1uLDksUIBiCWxubGS/pbl4NMgQ08XyXwvgTfOcDzDYPTfKtBQ5LqYs9NYwbnWkmrNPqhQAqfSZky3Qi/Q/pnRp0khtGq5PbdHpWKKvYzL7aqy05HvitYktjJRmEMIs5+qWzfeVEweDnKXClLLqfBVzBhma1Fnmu9nDwZaO8hYOcZFGVNOq4a5L9VLlGkRjn5PHHL3PlzqhL+4vEaB44MtLcQMiuoDNj7m7JT6f2KM3LJIrdyg9XyXqG5jdbJ0oaD/Lgiih2uuiLkXa/rcOxTPlFq+2BToegLiZtaj4ogD3TNgHRK17Zg7/zLFN8zZ3GBylbpQnPnkiVjdiNMthEwpUyKTSeWLRrlc3RJp1MO8BJrJ6khjjVRnBInFuj57skFxDKCdBzBfFMikFx7TcrkZIiTiISR0T63XrtEktYJY1mMM84ZJs3BnQqiWNIPrYDHQGRsugthf9lcrgzkSMYbQ1F0Np20nEJaAfDy+AWZpQOLtrXcKpDN6BukCEsa3NEDRnfKacBh3e3KjLmlBbrnxhy/oPjtzzfoy3z8xYrgUpY97yv1tygFTSuhvQLUQx02pR3mGGhxXSrdp6kkURKVafEkdfHThL9zT4c/e7jKsfMOyAREQixcekJkOfHse5bYOwd8Gc4MXXcrT8rMLbNsiTSloo+0N4AUAmmMLQAJ2y00iKnsd9Di0iAcseLmLzI1kGhDnKSEUUov1ISxIY5zkJd0eel8RolgqRexeXuXNW6Ac/ycw5rRiGu3nSFJJ+n2A3qhQ5JI0tJODKkWxLGiFymUzIKdRNh8qxGYjClMvgwP3a2lLMoKxsu1djkbUY7KB9aA0v6XZRZXK2WKznT48GZUSqUF0FUuUVawuOvEtCLN732xwblZH5SVJ0LKQWqw9D2L1ytZu5Ao5a2neHWgFxeo3HggSqnDcqVzOOBMEof1UyE/+u42v/pxj+XYjjo2RhFqZbV4KjINPrDRDu7CAZMbBkxujJ1yMNDiGYvLAZikLK04cnADaDEwY0kjMhZ/tVTq4HyZ8jkxxm77nRqi2NALNe2e3XkuTks7ZWfmtCgVdGJoRdDsRdRqhi1rFc47b+sSRyEvHtW0ei1u27XMaCMgijySVAH5bgGCOLVVozknoBcODPNgWdnkAYwcZu0hf8olRqsVDL5yoE3pvVIlkOem+7LuzrMoGcgdZzAg3wJ/MLHJyUCtpD0cFeP4MZ+71+cjn20QatfKE6GQQtp+0yHm5rJl+UHev5wnfBUWL5Mng9Xv0o6fgS9F6YFEsSB3CJyEH3tfh8OnPP7gL6wWB0WKoC+kPVdp/r0GRZ78/4fSvKV0pYHCsVdIFGNlj40VStcqCz7z7EkOeF2scvazyyw+nA8Xl5yb/O8lqWGxBbNtQSeUFuCZfwdhiLSgH2s8r88d1y0zuxCx77hgue/gPLxPc/6ix599dT0LbY9bd8/z99+7zGuvEsSRotO1hYZck8Wp4tzSJLNNjzi2QYCBFTp7WGsNeVZK78ssPbBIXgbocgDsvFSrVM7iZYDrQTZF5eBeWanM5IgcyBSb945ZXII/e6DKUpiDOwsuBYPKZdnUfxlGuiyexfCFK+d1y/pbF4AT2XB8hoLN4RK+QqUKLR2S1GHES7nnTV2+8HiVhbYCGYORxDqTKiLPOefVzcEGXzngB0mwYSaX0r4vij/SyhGZeVWGgZ7pbj1YeY0sfaYc5OXtz0vmMDEgCClAKIEUCjWaMrPc59QS9HU2fht7TnpdMLHmxqub/P33LnH7lR5nL0rioE+l1sHpdxrEvZgtE2NsnJAcPB7x0J4mXjWi03X48iMVupGdEYhSeK7D2QsCGSesGTc4jizMUcPbQK/Q2CuYevBzMxRglnX3UMdIAfThBthid7WhQDOfymQDSjWU606LCaqDwDLGrSTc+2DAMy9V0Ln2lpa9i/mHKwYRlYEuXu345iQ+rMeLyVNlWSLRRmeAHxiwykBPUgdHJ9yyO+KdN3X5xJc9UBEgMUgi4dAr5FJubsp15DDI87tQFdppECPozGFoA0yyANOeEyOyFahUijc5g+uSPDV53cD+d0U50yOs3ivbRFxHsGZCcvX2Prdc18bzbbVZKkMvEnzlUY9ux/DmGzpcvanCnkMb6HQkV+wYpeHWcO68LqW1nLJ9QjM+kmBUkz++P+CzD04Sap+DJwNirXCVg+9KRgLB5gnDllUJvRAqYEHuyOKXUCUgy5Vgl5eWtoeBbS75u2UwF93cZfYuCjylUWMl1lYle6XKCjr5WGAl7eD3Y2ckH/9ynZm2lw0OtaPnHEGxY8OQ72TlKpVLk5VY/mbAzuXByixKuRm5yIuL0sZVdkhmKlNUKtHSbn+yqpbyQ+/s8PhLPscuSvBi0AotJH1k4a0vNyWLslYqJQkGRR8zcBZm2RKVf0dhirRhWYPn184YkQWXGYiNySSLDT7zm8GUMKKMPak2KwJVH1xXsmVtgzfeYGhUu/ie3dg3JeWdrw1JSThwRvLzHx1DRB6BSnlNU7JqWuG04jY9vcTGtWfYslbzhSc1T74yxfGZEeoVxfgoVBxDxYGqaxgJNCNVO5Ih/6XzIPKSAs3Qa3MJiw+NiCgDWwxLkqExBUWAmb/XK5h7APD8GGwvWHotE6SyQzTDVPM7n27w6AsVe1blYJCRlSfDufjL9aCW892vliYcyhYU2nvl67K7UAyX7Qsbrc5+rkiNRurMp5I4vP6GiA+9v8Uv/o5HmEjbiKolqXDp68ywRk7cFng5wrUcKPOh1UWWQC3tnw6xuMg0uMj84sIU/pScjbUwGXsLjLQpZZNVq012bjEgzKBBIyePJBHMLXlEyQj1SkDgZ/MhnYQNUzH1WkijGvLInjb3PuYzPRZxU6VJUPNwHt1T5cJswOET4HsBT748SpIEbJ0WVF2N75hsiLydvFrxbMXIc3M/9sA1ttIjMiRBysWbIYPSpYw93Mw6APjl2FuW2bvE3MW+mflObFmwadOB+WD3BNePefBZly88WiUMXahYcJfZe6Xn+7KSpBRjDBP35ZuOy74dA+hLgsy8056BJi8BPdUSmQWdaWrHniWJQ6WacM/re9z3aJf7n1WZVLFfLMGhJ7J1JtPJ5aBTFd87czqS+VAMGGkFzxDQM/AbQZEDz4EuclCLgUbPLbamBHSdZ2OyE5FLKJ35XZIUwljQ7jkYII5VscuG66S0Ogl+MyHw+/zj9/e469pzaB1zzVVXUqspnJu3S840DM+/7PH4vjVMVw0jDQhcjedkng5ZHnMmsv0jZVbOtw2+g+GXpdTekJ5eEZwVgeUA4KrUpyfzvLcog7skU8RglFjB5LkUyXR5LktkwdoD9s4Dy2Yb7n28yqELgS3JZ9q7YG9Z3hKwpMHLGZRycF0CtPhm+qTEkDb/XKoiDrG5TdEqcxkWzzIrUtiMitQOceiwY3XMO+/o8swBn+VowOJWj6tB8wHZXZkHlVlUWXx2FniqgrUzoGdpQ1mSJXIF0EWhzbMCbubvLwJSwQDcedAtM+EmsgqmtLtayMhu0aK1QxQrOzfSTQvrheukBF6FWqXGG6/r8szBJfYdqeAFDZyTC4YjZ13mLoxwzRpDPdAlwA6e8yGW5aHxrqNwneEm34K9h9rbhicvDQF8CPjlORsgpR6SKOV5HIM5HaVtvHNpkrN3vq33SnDLFNeJ0ST81y9X+cjn63Z7FKVs5kQ4KChG0a30fV8+i5KBWqxg7Vdh7/LzsMkpz3ebIZORLulwowVa2OBTa2kbhbXKtidxUCrlx97T5eh5l498QREnMtshQ2K0IBLStpIVny5y+hyWKFlNPvNkFVsraUGRNjQZ20pTypoIKzVMrr+lyCRLNoatJFlyXW/yJQGNSAfNBiKPbLStooexwXPsrhRDnnBlcFWFucUa68YVq7wYLVs4JlaM+R43bQ/wPGUNCLkRHgrrY94iZo0tMpvzJ7JexzK4By6/cqpvKFtSdFvnsuVSaZI3nKpXAbgcYm6bIpSl1OAA3IkNJvO8d+43cROOzii+8HCNTtstBoja/SCHMycFuEsFqHJ2JH89bJEVl1TpVmLcrHgzHNwNcuB2S8CSTNEiA7UcOqxscYjilHot5D13dfnqYxWOXshYRwtAooVDiEQyDHIj7bTbQqJIshx4VtmUpQKPyEFt2TzHpy4lDfIyvTTD3nCTvTcZoytBqcO//Fpm58Xu8hClEice+P7zDWlXxjVp6rHtilFGRgOcresCxqseInQwxqPTs3dJkpjMHSgG2RE5GM1QZuzideYNGQCzlDWRZclR0t8rAD6YiZH/vCRRhuRKBvByYCkHKcHyHjNS5kWdNCvqJISx5r6nazzwYgCBKgJLhB1V4WbsPWBs8yr6ezj3nyNcfBNwr5Qo5UCzfBSW0VJZv2DyoeZkhdI6Y/HU5sbDlDddF/GmW7qc+YpDqKXVAMICPUXQL7ViiLxULwdpw8JZqEHl7+WAzU2eCpQ205KDezijkjF6li3JJUrReZ+tAkVevSg25StU5sVJBXEyaC6Xmbc8z9XHia14dnop/TDBG3FZRQVn1451zcNHl7+6PNX/rrVjCScuVFlqKaKIzCWYL71iyASV6225grWVKmc+yiAuATx/n08/Ggo29Qops3KMVznI1JeRKCn5hrFOKaDM97JXKkF6CY885/Fv/nDEbtHi5extAZ6PYyvmnciBRLkk7/0qTF48/lIoZ4XD0DLbUNFHlpnbsrfRGi3tKLYBiyuk1sSJg+el/OwPtzl01uWRZxXay0589k0TFL3CVLBCrpDlthmU55Uc5MSHaheZzBiAewD2QXCZpQiLPxu8z4EuTWaJlYLUaJQGKaXV4yrf1dmuAvmpNcaar6JYs9xOODGj2bQmxAvUV+uj65rqqqtFZ7F5+linn37o3JwmcLxs1LDAda1tdniLD4sH1y2PQRts9jTU8CtL73PnX8kQZa2vpaKNKmdH8n+ri5vISo+yHXZYd+fgLrInpbSgo1IcGeM4CWcXBf/m4yM8/mIt67P0QNmWNCml3V8zkyhu3jwhB9ukFFZZVY5TQKp8VsuKaVtSFu/L03EH/vZBBso2eqwIvleQRpFxKnWbi/y9yDMRNhU4OZHgO5pn9rk0e3LFMiPRQhZJuSF5VTwNJziLOKG0+gxJrvLqUyr5ly0IlFak4cH8g+Zr68nJew4s2aa5bTbRxIkmSjRhZI9+ZFOna1eHjIwZZufP/dDhY88dck6cqeI6cHHB0OoobrpSMlLT1s2VisLUMtwuVM6MMHRB8mVJlXT3YKjiQJoMTTrKsyflITEyn3dnhhlclALL8u5fJQYfPOdek0HmJPVSPv7FEf78wSomkCXmtptkuYJSU0OJuXNgrdTbQ2w+AMkQca+QK/kFZ8WzMaVG5JJHxOg8pSZKOrVU/Mn1eGoBq6UNOFOpkD3FPXf1eeV4hw9/1CXykyytIbKBs4JESno6DzBLpqs8DVhi8yKLRC45MvaWDLG2GGLpgW12SObpMmYYzDCUJpuzMmiGEUW5f1je5cDXBhpVxWu2eihf0erbyVfOjnVVDIJtq2PqlS71akyUSHp9SRRn+5uv2BEjv7gFY1xGT5cnFhVALj+vkCeDIFQPMVIua/K/r6TdJWAoPZhtbXcJuAtpkqBkjHRSHnjW5w+/XKOflqRJtlmWFKLYknC4maEcLJcv4iARKMoa5bIP8ao/L4BcYreyASsfDFQMzZfWZWi0REvrjdbCkEqbG9c6A7p2SIXdIe6H39Hhyb0+979o9yEt3aoYXBIp6RcB5iDHTUl7a0TRqmfM4DyYrItHXOY8FSnJEuBFGex5Gb/ssdc5uAeDgYZsyNmqoA0Dt2EkODuvOXFRsX51hXrNJU0NzsWwjRCSJInozLbZOBlyzWYPzxmj1XGsubxgmYE+G2awYaAPWG3lRNHLAL0Y35UPVC+DfyXIB6AuMipFIFlm8LzAk+XAZYLjpHRCwS///gjHz3kYVxVZk3yzLEfY1GDZVFXozOzSv5rv5LLZFHEpmC8nv+2zPbeXLuk5qw8Hl9bhaTeQ0kJkoJdomQPcsrgWijRSbF2b8E9/pMmTP+3S7ksQccHgBciFoJ9/z5x2saYoo23+myz7MXTj5wFl5kVSWZZEixLQS4C/HNjFENgp7AQDA5sZOmn5OdIaWj1oRRFXXdFl1bgG0cBxfIzROIdPr8dzFTNzy7xyJGXthE/rZoftG5TdswY96HAuaa7i1Ijs8pSDrhVDFMXQncjQnTk8WfQywJZ2jO4lPyu2trsU3FKWgkppZ5zE2vCfP9vgxYM+pgC1Khi8nDlRwhQD/v8yRqqh10P6dSXKDWWQD41EKKcJL/tcShuuGPWWN0fIPAAVOdAVWmi0VBituf7KmJ/47jb/4dOSKM3uZCOLlIhBkWhZgNymDQWabEtHYf0nKge1FJeQgFU+5SGq5hKgl6XdED4KObeih3clIZS8Owio+IJrtivefrvD1GhMZMbQchxhYpwPfd+7aNRrPP/iSzjhV1g7VQEkcRLTqCV2qMqQRlxxYS65lnapoQx0Lgf4THvD8OsSY0upV7zP/91gm4t8W2kbaJbArUr6u5Jy/9M+f/DZGss9z0bKMt8RzinY2xVlU9XwSiNfDdhi8Ltby+dgquyAHy+l7HIO/JJUoa24lEr31mVY5JqzGYF2KqwZrm7KfEdjSSokQihE6iAwNIKYv/2+Ds+/7HHfUxIqAkgG3zDzoiRa0CO7eaTBITNWCSsd8iyIMnlQzCATIlaAF7Fixb5M/JIvGgWgzTcFdtlirCTUKwKT+uw9VGO01ud1d97Jxi276fc7OBtXu/iByzVXOPRvAd83NKohI7UY30ttyj+vpGlptV/uJM4vRraElL9QeZnhckzOsP4uXg8xdpnVyzvsmiHmlrKU785YW+aHm3DwhMNv/2mdowtusec9IstxZstqvulseQRbwUKsYKBsWb0EwGK4OH/ZUv2ravTBhRzE9GIY5Jk8kUOTaLMgM+/EN7q4VrIsV6QmTTTbxhP+7vvbnJxxOHJWYNxywJmD3DK5kTbA9TIPuBY2G2YrmxYDElNM0Srv4iCz/+TgvA1POZN5wHgZOSde7bzkq5YetPYhIEwMcZpwcVETxZqJTYrGtEerFeEoJ87aubqsW3WRTWsClLT1fSUNceLSCxVxorIxYqLUPS8Gy8XQVzMldruUxQfvS7sCYBm6vJ/ioMQ/AHV5f/RhmVIux1uQu37CTEvwyx9t8IUHaxjHycrxaqC9sdseFlse8mpOQXMp8+QXSIhLL5B4dSSblRcuZ6UhX0o51Xa5Tp/My5GX74XV4lrbAfJaWBaXIm9UVqRpiuNI7nlDj+W+5Gd+fYyLSxKC0pcpbQbx/2/vvcMtucoz399aq+LOJ/fppE5qqVs5qxUBSdiIjMF47MHGY4Nt8BiH62s8OBubMMxgAxb22CCCjQkiCJFkiSSEhASKKLY6q3M4p0/aodK6f6yq2lX7nBbCBgSeu55nP2efHWtXvfXV+71fihNJV5iegzFmcl7R0VSpRc/3WZpEpUTZwOXGgrKBGKQgorB3SlOGdBngUVqiNh8IepGRjJ1pja1iWvV5AgJiEiJirANTkpFh99B92+QtB/d61xyaPczeoxWk0FywKWDtuKLqV+gGLlEs06Y0BbkqS9LJLM7AvcyCLwnyIpChNAG3BPICoLP5LsaaxwWgx6kOntIUKyZA8/k7K3zlO5U016QfrTTgFn3uLctT4Za8rJ7gEruUbCz6R2wxTykEdgYRP6gZlxOfRB/wSdogs5CEJVMrLtIIYCKM9Tbz4CVCWMSRKcK++vwuz7+kw798SRFEmEtYcShbCvIEQYCJJkYCHJ3RONEvvqavemSBHZE+lllwig46/b+LbYFYBOqMLWQ+R5jAbCCIVcD61XNcdGoPIWDPIThrQ5MLN/VumRyTh5qVGOuszZv56Kf+dXez6r/niXDjNX/7/oDj8y1cCzae1OHlV8zws1dERImFFEnJehc12eL8xTwFUy8Gd0ZliupJ9nxpohaU6UoKbDFAUQzA++BWwujdEQk33ebz9vfV2XfMNu2oMmDLDOR95aRU0EAhvbd4mS0emCX4+Ikur0+5lki4Wsqy58CGgh4u+lY808YTYay2MKkWiU4QWpJoBYnZh1EvYeVwxB/88iyzbclnb68QxpgYfBHkQmMKmCVRyr0TKbAAW5uiZJVadHN8ZG6scgNBoT84AwYi5drZn/LvTqXR7H5qEYwFF3QiwSuuPM7PX9bh1FUS247Zf2yB/bOnse+A8569+7+++zlX/byZ0bP/KFT8mP2HfYacFqesc/EdQaQrhIHHQmeBrCdzVjtXGmCU9CWsnLrkZ2dRVtT5+3OKMmDNB8HfpybZgKJBcCcIGSNlhBIG5JYds/eo4vpPV9m6w4VqGtARBd2bQs5J7sgWUwb6B0oWHUnKwC4aaFE0S0XrVMqsKoN7qTyUjKr0wV0M/pgPzFQUqctWXBSteSJIpERoRZJohDAFEkJrokBzyrqQV790nu88bLP7iCRvgVWaWaXz/ZUgCRKIhLlZebNPk/etCk5lSQNHlKy3zBxJytSu2L4uzi126v9RKKpB03I1VV1jbm6Ebz1kU/VifGeOkaaFXWmjkx6QDqG68oLN1Ko+jk6YP7yb0ZZFs6YYacLJq3za3Yh6pYNtR6gUbBrS7DaV9k2R5LNecuudAaBvpfkegM5OrFukgQAARtNJREFUCpkPAS3ycZ0DW4i+RGgsd5xb8uk5ybs+Uue2BzzwxIBTmTmZsj8GcakbBQ5OmX/nB2aAi+dgH7DmJdwPqigDxrxISfoHfnGj/KJsaAAtFzmkOlVWjPJhqItMJDFGXYnbCVee3eO//8I8b36/5Hg73eoSTcm2ynTm1EISp9Y8FKY/ipWCWxUAKFN+3gflACdPeVxO5QrBmyTNHgw19BIDdp2+zxWaqgVDbsITOyvEPZuRpqRRdRhu2Jw6dCqjo2cQBZ0+wDesmaDRmrj1vu989W0Xnln7g6rbo1WPqPkxzVoPxzYlQp7bw1IRwmTXEKcDgaLYIpamsmTJ9oQFh2MQyEXqIvPnytRFFKx4Du6UrigZI0Wfe3el5h8+U+N9N1SZj5VJkBEDt4L1ziv1Rd+5XKqZ5onkrX67gwFHc5CrPA31xFwak0IuRzGUf2Jns5iQJbU0hcuZXJkGhMzUYBPhRBvHU8SKmh3xmp9Z4PCU5N3/UqdTUFNymiI0pvxHpUCXJnQvBAnGmmfANSAXfbAXAV+wwoOJajnAgSCBbiwIEk2UJOjEzMcUQtKTFhqJH2mm5xK27e1x4Kik5sPEqE/sHn/bxZefcuvuPYf7AG8OLePfbvzL9nBN7WqtD6i6h/GcGMdSOLam4vWoV9pI2aEXhqZ4VAs820YpBxE6iMgqWJuiNSuAuSAblihK9lh+6Rrk6AlFudDcj3PrnQEcW/PoEy4fvbXCXGiBkx6QEsBNPDgLxRsrPiANUrbki7IGn8JC9xNQv/fK+fZgAlLRelO+dJetdNouTWtjcLMeKlqaihqtyxY+0amzmVIWNHGYUHcTfu7qNrfc5fLAVqPGGHCTps+mFhxtTkCRpt6aMp3UxptpEBFlQ5A7oKRGhNSQpP8P+t6Rhk4i6MUaHYe4dKg4HbJE9E7PZyauAIog0RzrJUg7xJWa9ZFLOz6863W/++b2e9/5x32AAzRWPJ9a1edjn/s6t9x+nGZF8prnz7Pl9B6+u8DOAz0+9Q2XT9w2DEKSRDGve/EM/+15XWzL6K1K94eMFsX6ElgLwO5r5/0kmuJrWOI9ufVO/+bW29Z8d4fD697a5KFtLtrJHMoM1P2byIFtdoA5XHqxpc5PxqJkWJghUzxABV75dK12H+UZUS/8KeWkFJ9OAVtSVfpptTrd+L7DmVraHPSZRZcILRHaQgQhZ2wIue6NM7zmr5o8tE2AnX6ptvoblDnpOo2pZz0eiveLRk6YvPPMCJAZDgqN+rPzSJjfE2oIE9BxTIV5fvUFR/iNF80RhSZd+4bbfD5+W4ut+4bpxS5XrAt47bULKGJWnbSRiVXPJY7aLAL46PAIlYrP2rEGZy33WD3pM97QePYMD2wP+L2/G+WhnUMIxzEFpYHmvZ/zuOKc/ayf0LnzUw7kFKW+ZAmaUrTahRMi5epFwBugZQGgPsiFiJGWZj4R/P2NFR541CVWWXL/Eta7KA3mAabirQD04vGjD/pFl9cikAsk/Gnju2Czi5HijI+Xo5rmk5eiLAlGeRBZMIgisHUeABIiKyhQCK0RWqHimLNP7fHrL27zxr+xmY9TdCRxgZ4UhfL0h+s+sEuXt/x+ekQFgCRGEAsIs2Sr1JJbWpROglhrNi5v89preywfatLtWUgV83s/2+Xaiw7z238X850nJpg+5vOt+6qMNCKao8vZ2Jyg1+3k+zcHeK3i4riV7adv9HZM+Pa6Vm2G1cuOc9fWmD963yRb9w4zOiSp2+BYmiiWKFVn254ay1sWcWyRcWdZCMZksl6fWiQlmtK3fH1E9P/P+ysNXAGSftDH0rRjwfU3Vrnhyz69vK5sseUGY70t+pJgcQSJKB66olMpBv5mh7AoExbMVL+5ztMz5boQ3CmBvCAN9vm2aVVNyZksAn7piGf/ceNsiiwgpFNLniS4seblV3V4bI/F9Z+pshAKowfqXFJJAZ2QVxMjyIs1yweR0t7Jd2BqfKRRZRJhAJ+IvlxrSYgdyeqVFp3OCDv31YkTsO0Y3w1YN7HAO35tlje+T/HI9lHCnmT1pMvKjd6Oi5S3PUqifGtUducd73gHr/6FC3d4rjNWsQ9eEQa7+M7OmLf+6xi79w+zogXjVc1oTTNSg4mm4Kw1igs3OUhpk5W2SdXPC8mraVSUt0izVJRHHWWeHFWQ/URf25aZLFgM8hRfq2A+lLz/c1X++p8aHJ62+2VGOT0p5HtL09DfkeVmPkowMDGtPOy2WJPZH4RVzMMwiUdZ7arM/zLwf3GYbTmnPuuFLgqfV3xMZK8tpiinBQ+DAanFQaoBOTYzsOjiBQchNPVawrmbQ+bagkd2WASRXCwB5XpmssQtLt/I7kf9+8TmteiSlbcE+EpTszRND0TkUfNaRHGFdtemG9iEkU03cJkckZy9vsPh2ZAD05rJZas4+/S1f/fdx3f905YLz1lswY0lqVGr1L5445fFC7/5QOOsx3b5xKHHyaMJNQ+qLlQ8QcVT1KsWy0YUR6ZtHHueZq2LUnHKp5JSPraUUdqrJDY73tIIy+wkHYGO+9f5rIN/1uy3by0LlhxtGIgLn/2Kx1veV+fQcWV6PEi52HLnXMOc0Uro1Msv5C8zoJ4ULXn+WJl6FJWUko0WGQgG+cuA5X5Kq17m4f1Eo+yaNigbDqbaDljxRKbV6329XGsz8ThJNCLNPhRBxLJWxJt+ZY6pOclHPl8BV6RKSvpXpz++qCZkG12sHYgxEkuGNEvk1jv3jbQN0jFFGmnQyLM0Q75mWUPx5EGbIFQ0qxY1P6HqW1R9h/m2w1ijyx/93AKP7ZujGx9/wFWNL1rufGk/lgC++ayrufJn/+gOkPfE3dGzTmoaYPYb/kh8T1HzFY2aZKhpBjslaaNIk0mYtSdOZ7w7IcqJCXuaIDK//64Hbe582EYIuPzMgPM2RgbAWlOpGNqShOQV3sWIV4YZ6Qq277X4589XOHhYgZdxwUJxbe74GITKdB+XJKxciiwxy0VO5OL8k8WgXBRyfop8lCKQS4AvBn+KYM+eS2lKRlHMBxQczCVoSR/s2QlhkrLy+yQ5V9dakoQJy8ZifuHaNt96wGbHfhucJM+T6YM6/X2JhgBQGt83FkoIzXmnRFx+ZogA7nzY5q5HHRItCCJF3E5rHJ3UkuMSS8v4EOm+DCPN8dkQKaAXKBa6FrWupNJJqHgW03MeUjRYORQxuax7j9b/fMeGC951YoAD/NYr1iOkZPfuh7j34R5xZFHxBJ6nqLgK35PUfEG9mtCsRvhehGP3O0dZKsK2Aly7h+UH7Nwn2LHf5gt3eDz4hEMiBfsOKfYfMsMZVy2PmRyLQWt8O+HFV3Y48+SQ09eH1P3UwmdHO82nlDbs2GfxJ9fV+do9bmphil5hAeQFC57RjcEeg3IAuDnoC8DODudSCVeDrylA/PtbxSAZxcFemTqRPZXlARXm6uSPF4NARXmxb7HN8yatVmijqBj+nuRWn57m2ef2+IvXz/HH19XZud9KLbAobS8R1CoJp50acubJIS+5soNnmTNx+VjCqklzVd97SLH3kAIJDzzh8MU7PHbsd9m+1wUvBgWRkHSlJEwEYaxpB5rZdoIQIWGk6fYUna7A9xRVT1L1E3pBh29vrbFh/enoZPE1cRHAr37OlViWFfz9B/ZxeHqWVWMOQw2bqi/xXYHvaqp+TM1PqFcjql6I54S4jrHWntPFsbvM9yI+9iWPj9xSY89ulyNtRTdUKfDS/aQ1jz9pbugEScJdD3qMNiIuvbDHq6/tcPEZAZZFOh3MzMvcfVjxp++tc8MtPkE21KdovUsevHlOUAjm0N+EPKQ8AGgxYICLBuspkVt0Tp8urgsBnSWTsBY9X4xsFqlLedpd0XIDOTURufUvSouZZTdJ50ms8S3NK67pEmv443fX2XPESsc9gIgFlkq46JyQVz+/zWUX9Birx7R8k39C1g1XW2gN65YJNkwaYWDLppifuabD7j2Kj9xS5aNfNRO2EyRt6TIfCdxQ4PTAksbCR7GpnO/0JF5X0fGN7r5yPGR42TCnnXNNkBScyxMCvFIbwnJa/+/4+OZNp66Zu7JZCWk1JL6rcW1T3+e7MVU/olYJqVV6VP0uFa9LxWvjuG2+dr/izR8Y5r7HqrQjGy0sA0K3WNWdzogjc0wSEh0z1VNMHVLs/LzFTV/3eNmzO/zi87qcd1qI58Ceg4o3/m2NT33ZI8hT1QY02ZIFN8+LjH/TlwOL9GQpDbxkwQcfZ3FRg1jKjH8fq5iXUopgovv0pAT+onJSaFyfgXeJsP6iW/E5IdAY+oIwCqGN5uee28OSgj/82xp7DitcW3PeGRG/+LwOL3t2h2Y1xpagY0kcWISJkSCTRBbyZwzHzJLqJioxk5tjzjllhp9/bpu/ur7JV+5LiLTmOB5SSERaTRYnmjBK6AUaxxbYdoTvKhY6Asse46KLTvv62nWT/+/CbHvRPlWDD/zlm9/Gy158WTAx4lziiX1nTwy15bKRkJofU/FiY70rIfVKQL3SpVbp0qwvUK3Mc3g+4F0f93nHvw5z3/YGoayA5YHtgHJBOmkljdX/W0h+6hNhw+nbPXjgYZtbv+2wfmWM5cKf/F2NT97iEuT8YimHMss7ydQU47yYblX9IE9We7mo/0mpjUNf1SiPDRQFFaSvmIiiciKyMYlPoaIUFJpyn/SiolJUUQac4ayapvh43qVgQNcvJJT162OzvPxCgI3+67O4wakbYiZGEh56zOKSc0P+4U2zPOuCHnU7QSQQR4o4sYkTiyh2iGKbKLGJYyMhR+nfOLZL/0uhOGk85qLTuww3A3bthul5SSe20vwZ0ixCnTbi1Cx0NMfmYqZnExYCPx5fdvKtO7bt/OTZZ576vS04mAPb6869rlYXF9Sdo2c3KgFRXGeh7WFZCb4XUnF7NKod6tUFpttdbn8IPvG1Fh/5SgstPPAdhFBpsxZRCnn3k2qyYbJpICHJeg/0r9WRFbNrv+L3/qbGpWeFfPoWlyA7AottKIMBhuw1JqAwGJUcsNSL3vXUVj1TVkT64OB7Kby+aNn1gDXu695FejGYZDWQg0LB2cx5eNGCF1WWfq5LZrX7zqxIHz/BlSc9YDbwsmu66AQuOytkzfIY3csmopnZnUliEaUAjhPVnwpnSvL7okuhZFGJmJ6KWT0e8saf77J28igf/1qHBx5rsX+uQTey6SWaZqyp2BpbaWZ6goge9Ypkja++Oz0z+7pmvbHkVXFJgJ9+9jVc94EPxUlykt768H7WTthcsFmiVELF69GodhlqLdDutPnq/Qn/cmud277b4NCxKrJiI6XCSgc3KdIeI7KwvzTEGiItCLUgSBShkGk7gxT9IqMuxkptPCnmhc/p0Q0En/6KZ1pZqCU2fhDcGccWhQzBHNC6D8gSTelbsf5x1vnnPZ1VVGLyE4UBabDIrQdyUIqvye+WHMdUPclB3o9yohdzcUonRgbyAvgLtGUwQUQoc7w+91WPm77qMj6UsHZFZJRCTQpiRRzbRJl1jiyiHOQip03mp6aGplBXGwQutuXyimf3eNbZc3zzoTb/fMs8dz0+xL7pGr26ZNRPaLgayxZcslmxcZXm0osmtKWOxude9LKnD3CAKy+5ijDofEx19m48dmyqunO/YO3yBVr1LvXqDHunOnzwZp/3f2GI4/N1HMeh3hLYKdW2SPqX+OyI5wcqA7kmTAS9BOZjQQ87PWBpIWwCJHDt5T3e/ltzbNoYccEpIUrCJ77skQyCfFE6X59/lyXAJRzK8iaWT4TMQi+hoCwK3A2A8ukusdQjuqykaFH+4AzQiTYNMMl4OGV+TRayJy6AnD431qJvXAbOLRM2N/v7D99dY88excO7LN7+BnjBpcaiExsHNUrHqYShCcjE8UCZY0EhIqNKhWJypWLaPZ+qG/KSSzo86+zjfPALHT548xC7poYgcai6mpPHoWbZBNHEwsZTnvOxiu9xoqVO9MR17/7f/NovX3Zvo1H9le8+uqe5bNhi9bJ5Wo0pvvpAxF99aIQb75wgSeoMVS2GfWjamrqtqVoaz9a4Svcb6BduprmOzntvW9IAMEoT3UlCc4tiXnB5m7f+5iynrQ2hB0ONhLM3Rew/aPHIE5ZJKhnk31mYXqpcHnTS1mvF6KUq8OxFU4uL7dUEFLsylXh3Gs0UOccu3l/MwUWJuw9w7MJ9UfhZsvDd/chkmadnvDuPbBZabBQ7i/WDW4ubKvXLBAtVVC7c8FWfN727zq4DFjiSo1OKB5+wWbks5tQ1EUkiDeeObMLQJQgdgtAmiCzCyCKIFFGkiOLyLYys9K8yrw1twtCmE9h0ui6uZXPuxohzNi4wPRfx2D4HS1pMtgQrx0NWrz/r4I69x1919pkXhyfC8QktOICqnIvHLKec9DBnbDhIkEzzFx/yuPneFoenqgx7krqb4FmGGxXb2Q5eigdXgumBHSVgx0amC7U0HniCAfdlbd7yullOXxNiCjQMr9ywIuSXX9jmG/c7HDouTb7EU9jEwQDOIlUk227Rty4n5OIZ717y2zQm3+X7l1F0iWaU993gczq91A9OhCgS+1IZYfHzKdIUiiStdLCyiPPBozbX3+SzY69tkkWEAEfw8A7F//g7Izk+f0uADHU6O9WiF9j0ArtfqK5NJ66l+Z3u/6Z0v2d9JefaPjW/wtnrO7z51R2uOHs//3jTGPfsrDIxPswvnLeZVnNp7v20AL56xcre9p1bf70tJz7x91/aXd19uMV9j9Zwpc26EU3FjnHTBpwqtVZa63wM8wmwnR/RrEI6jIwV6iWaea3RScTztszz1tfNsGl1TNi10p1uyq2INGedGvDsC3p89Es2WP3sw6VgZ0REXaoqEYUtG3QuM4e4BOzBw7OEIliE/dPFeA7cAvVdBOjybiu8xrD6wQjoYI9DClSk/OVLWaPClinBV77j8OCjTtZTo3BZgYd3Kt54nUSKaa45LwYEQWjT6Tl0exZhrEyhepo4Vs4mzvIozeNZm+RscJXp7JAw13aZnvNp1gJeenGblcPTbNs/y7pVqxa0lr/eaKzqPdX+fUqAz7UPJxvWr/y2ls+a/bc7tlb3POlw6jjYKkbJbKyJxFakjc0hjNNxy4W+1ic64DqXf8wMoF4MQsc894IZ3vYbc2xcqeh2nTQnRyOEyW0hjFkxGvOSq7p89dseh4474Cx9pErSdMnBXEIRGeTVS2zzomoe0f/swbNg0UnxdMBePv55GnLJAqdRzGK4flB56X9QkXMXc1fK31P6jWiUBQePKW78ss/+oxa4BdlVpMxWwSN7XH7/Opu3/8YUF5+a0A1sZhdceoFFFIsC/x48Dn2AZ41eg1ASxub3KQm2SnAcB8eOOTpdwbKabJjooFTEORddNTs2tvrb0/MHE55iPSXAV06OA+7R2bkdL7/ivIu/trJ6r+25FkdnYqJY4zoSz5E4lmkXHMfQ6cUsdGLCsN/TUIgywMpXRJGK+SCVZsNJ8/zZq3ucNFZlbt7UTcnUAZF5b2tQOmL5SMTYUMyh6UI20olAydJUZdHLl5QERV99XGqJp+hk9VSA1if+/6nAnj3Wz8PKFBiRP9EP0RcSeEpflv0RJYznWriEw9OS/UfT8JhMC7dloXhbSoQtePxAjTf+o8+f/2KHll9hZs4jSkROpYpJWeVCGPNwoiEIJPMdyULX4EgpcG2F5yR4riKK4OhxAVhcuuXM0FP65fVa66hQtafcx08JcCE8du/ew2kb1+8bqkQ7Hm89csrxmWN860EfS9m0GhY1X1FxBY5jstL2H9EsdJKSE5XNzcwz8oqWNE1BtSzJyasFl55Voe6NcWQ6xLZM00xLRSRJhJVqjQJN0ku49NSAqy7s8tB2NwX3YHqbWSXKUcYyRRZalAwLKmPpfYMnx6JwfuHOU4opS52Mg+8boB19S64XW+BBWlIQJYvWv/82Ufq/tA3p7ct3u3zzUTdtuZEN6DLBOiEtLCnwJfi+Zn5uiOs/O8SWzR6NmjQ+mSoEmrJ9lYJ8cLwkAmYXNPuPJCSJxnEEviupVSQjDUD0eHBXB8tqcnll847m8Mn7Duzfy/IVq/79AAewLMUXbvv67maj9ZoD0drbvn7vAWRQZeW4YrSpaNWhWY0YaoQguzy6V3H4uGKknjXEzxq+90d95NJd2gzesUwS13BT0A0qHDomaFS7+G6A64Qk6Twgs3fSQockwbYT1q+MaDYSZtq63+qgxEfKwBx4uExLxNJgF6X3L0a0GHwAyim038Okl8rTUr6aBW4ys64ZBDt9sBf17kxeHAzyFJ3PJbh33zSYrr0zs5Lt+2x0koZ/s0al0kYoC1cK6sooZjVH06okeEpy6FhCEEkqnsSxtBk1KbLWG1kFlcl1t5ROaa5mYqjHfLfLrffaKG0xVNPUq4peYKGEYs1yzbPOPc7qtacy2jz+mh1PfHH36LIrvxd8vzfAV6xYQbszh+/VDnztzvgb99+79XJlCyZHLMaHE0ZbAZOjHVr1Wb78QMR9u4apajOqzrYEri2xrEwiKwAmldQsJXFsaTIWHdMOuNOzsC1nQNZOJazEIpEJSRKDEFxzUY+PfTHkmw85S6opWXAnB3kGWrEYq4PWukipBsvWlvq8/LF+yO6E4M4Nrx74wgHrXIxy9nlLufi4aOoHAZ3r3LCYEpX+KZyctua7Wy1u/ZaLmRuYpTyYZqWOMOCu2ZqKnVB1wbeNRe4FMQsdgdaK0Bapf1Y2bFnfSVsZDd+yYlwn5oyTZ/nmVsnX7x1i1FesGIro9syEh4prMTa+jOUrT//G+lOuPtDpzlHxn1pBeVoAB6j4dW7+6ne22c6yd1215fzLj+29i2VjgtFWj+Vjcwg5w+2Pat716VGijsuKCY3jSHxXmXmatsxzonTBJZBSpCeBwHXMKBQBxJEgDCWhpbCUQsVJ3u/bNABVJNmor/xIDRy9QfCegEoMYrCYNrsUPSkhW5QfFIsee2pwL/m4Lj+f12BmmYKFD8helxUhFz+olHFIwbozYMVPtErZmFnjJIWUAk+ZGIeJa5DSEfN5UawJAtOLRWtJbPV7FWrS45/q+rZtQv2Wksws2Kxv+fzWS6YJwpi7H20ye9BjdZDQ6fWYntG8dP2FLB8de9e+nXdtW7nu4qcD3acHcICLz1qN47a+fWz5zGf273zyJXF3Kysn5tg31eZvPl3ju9ubxB2PtaOaRlVQryiqvsJzFbZlrHWSpAM+055cMlVibNuAW6VeYDbJN4olUayw4phYmTF5SstC0r5YGtxLaLtlTOrc0n4vi15yMEuSYb++50QSIqXXnRjoReDmBlkPWPn81gdu/wQoPJ7/Op1b+3K4v7yh/WjnUruw+KPLre7sLHCW3mT6lXFiVLEwSoyyhpmjmWUFxrHx1TLjFkYmg1FKm90HG6yegP/n5bM8uOsgf/OpFg/uazDZ0Gw5aw2qespnnOqp354LZp8ubJ8+wJvD4+hw++4Va85/w949d6iZbueFX/tKly/fP8wj25tMVCVrJzStuqRZs6hXLWoVie+aImUpIQih3RXooC8FFW8y7cGRkLXJ7U8US5KsPXAB3E8jNl7m28WAzmI8DsqGSz0/KCEuckoLzz8dLbwE3sKvWaRtM6hv999T0s0HdHJduGTmuSrZZxdeX97UQccla7dhUjFK0eCCE6lJjVii0+FRGpmY4sNEa3pBQqcbEUamKNuxBV5PEqZRziR2CaMmk6MOzz5jhtHGDLfeN8f2/WOsXOXfdO75F77h0d3795x/2oqnC9unD3AAYa9nx9bb9yxffeVDO/dPv/DTt+1iZqbFpgkYrkOjYtGoWTSqinpVUPMTKl6C58TYtiYIJXsOWsx3svxsUQqLF9WJom7b731dtjZaP41tpl8GUcJiygXz153IAaUIVBO5E3Lp9xQt+uBWfC+sL8W1+0lQuvS6HKC5PDhAZQrOZtFK93sUlBWV0ueecC+aH9pvilTuRpBfNDSmwVBCvt1ZKvF8qDl4LCaMEmxL4Dngu5JemBCGFmEo6QQuC12L6VmH9RNzeBcc497dk1x+yaUPPfrQXXuec/nToybZ+r4ADjA6upb60PK3zX79iXWrhuNXrqwvMNKwqHiSWkVRqwgaFU29GlOrxNT8kHo1wHc7bNsXcny+yfRsjXpFYklldlqp6nvgwA9cx5eK7i12+/rmdDA0P3DI+vUSg4d8gHgvqslkENhLvfl7rNTB1AMPZVtTlAMXFz6UixwyCbHIzwcuDCWak21nXhxBMQCkl3xjf5/1u5GRFiKbE7Tf/TYbCShSrl2vgFA9dkwtsO2AT82Gpg9VL6bWS+j2Ejo9i4WuZK5tMTWjODZjs3zZBM+7dMPHasvOeVvUPfj9wvX7B3hjeAV/d/3nZ/zq2v+2ec3OFZ6KLrMtw48rnqZRTahXIuppUUSr3qFameOGb2je/elR1g3ZnDQe4bt2yhjL81zKAZg+KgctTplODBLkFNyUgzs5UAdwuJRsKAqvHfAl6eeA9zfkRFVBJ9IKS+pJgXMX2ySXcsSLr2GxWlKmMtnjomQUivuxf2IUoZuCf5HqUlBYSncEZDOcCjQpmwiXxnSwFFS8hM3rYl55zVH+9jMuN3xtjKGOxXA1odHT1LoxnV5Cp6eYbyviROO7Fokauf3Kq1f+tyMHb2yPn/KSHz7AAV7/y8/nuw/d3z5/0/OCu+74OO3ZNpblM9YKGW70qFVCqn6PVr2N68zxka9K3vbxSepWBUcWpidD3vuj2HQ+r6Iv5YvoHID9Ha0JY0mkUydoCUgP4LAP0qdSSYqHc4Bfi9I2iBNzbVH4/sHnC5Zb64JBLVr0Ik2h+FjfYpdlxGyPGK7QB3/qVmfWOZcW+8GeMoUx+88SGlul+cp9u15WcvKN7yd9mfGGWW/y1Iqnxy8MLXTU5A9ecQR0yEdvHWe64zFShbqrabQ1Q7WIkaYGEVNtVDjnwquDx3aI9qbNz/n3QPXfB3CA1thakiS5u60u3HJk9m7/rPU91i6fpVmfw/e62Cri6FzAF2+3+Z8fW46jK0zWEyqe8Z4tJVBKpDPu+01sSs0uiyAstV02PcEFmrsedHgir/guE3mRnzT9Qz8Yvysa/0GLXrbgZTAvzkhMu7mWLgflc6WI78Gl6TdzXWS1B/JNoPx8+QQYcEhLXyIWb0j+ff2ChyiUnDwZc+EZAQ/vqpjiTGlKcpL8s7OPSMhaWWTzPLM5OnGcqSomz2Shozh6vMYKJ+YPfnYKR+7nS3cPsWemirMgaDiCkQVJrBMu2Ozzcy87t7Nu06q7Reb0/CgBvmqiSdBtv+lXfvZZ+u7bn/wd3bvbe3Kqy80PCDxXo5Ien7+zyh1PTNB0fFY0EloVqPlGH3dsiZPKg5Yy47LLzubi3uClmZpK0+3B3Y86HJu2wC/2Qkl7EFJuxVbE2pJGtwDcQe5dkv5En78XXz94tcipzAlWZgBLkUxRxF0hoJMBK23dVswhKVX15EDW5e9h4LZkMbKpqo9jyWgr4sJNPf7l32KCRIOO0VrnOfuGa/cDTTk9STNJo1gTxglBKOgGgnZPMNe2cB0X264xPqR503+d4tpL9vLZOyvEkYdrOzy+x2HvlM2mZF23NvZTf7OwUPmjet350QMcwPEqyZFdn/6zyWWN8OY7xt/4ma9OO0ePNzl5dUgUH+SuR2u4ls9kTTNUhUZVUEv18Yon0kp9nWrgWT55v2d4Ceiy0CNcJth2xN2PW3znUbfQQbbfYHMpR3AQ2E/n8f5jum+l6T9ZGt8toDSQKn3hiTIpRYbDogKx1G0ApKUGPPnWFV+QfgeF//XSjw2C3AyskhALzt8UcPa6Hnc/5oBlWrPFWuYyri4BPePf2sQ6BJi5DGk+klJYSmIpC0t5KKnx3YgLTz3GXCcmaNc5ZaXF4ZkFHjk0GkSMvP2DN3zjr/7g9S98ymzBHyrAAf7p8+2gUh1+6+HZk4OTl+3+i/PXRPLqi0Ie3S/59jaHhoLhmqZZEzRrFo2qRaMqqVU1FTfBtvrVJvnhyllGAdxppYmSpmvWQqD5/Dd8HnzCKzS577eKyHZsf0rxElx4kG4MOqAlx3EpIGdUaMDJpH8ifE8LzmJLvlQf8DwzcEDzLtVU5oGe7AMLmYJFhzb3YLJclT64TXtliyCKOXNDyLWXL/DQDo92ZIOKibVFmFrpwZMwW0liulJFadAnTtJcR2Gq6JU0c+SrfgU37PBv36mxfccQzzlTsnrFcHLVeZN/sX69+t/Hjx8K/uA/iM9/P7lJ1x++/he48jS386oXbPrMz73wLH36+pCh5gxb99t40mGikdCqCpo1RaNm02pIhhoJw/WYVj2iXolxrHIlUObSCEEJ2FJmDTxD7nnM4lNfrxIl2WhAq2TBjc5eqActgnkpkC86ucRiypFz8MWqiRyw7n11J339ILiLtwGLXbSOJes9wIFz92/AeOf54ovOqP6O6EeB+63ddGIiyHEiiUMLW0pedmWH807tQBJBEqKThCClKTEs9S1oIIhMe4eZ+YSZ+ZiZuZCZuZDpeTg+r5ieszl6vEoU1jhlRcix+QXu3xYRO+fqg3PnfebLd412TjrlV/+j8PyPW3CA5StW4VUnnmg2Kq8bGZp574c++w35lW/XWdlQjDehVVe06jbDTclwI2a4EdGsBdSrPdCCvYerdHo2ljLcOkNc3lpApf0OVYzjhOye0rzlAw0e3eWDm00tznKVTeesrMHPgAj2tNagpLjIsZSDwC6+tmy9T6TtF4WTE1rxRPcfy1sDFkL1A/Lc4PYvBTxK31to8ZZOhiDRCCwioel1NKeuDvjDX55l71877Jyy0MohSByCRJiIZUERyxKoLEsw39HsnTJb0vQ03SAmMh36kMJCYCGEBwxx9dlTdHszaO+iZHLl+tedc9rqJ3bvP/qDgOYPBuDjy08jbj8U1E+68H3v++xjlcf3bHjnqsZRJkckniNoVC1adclII2a0FTI21GH52Ay7Dnf44p1NHFlntCFpVBNsOy1bwrQvVrLf99C2A3pJyOdv97n94SqJ5YBy0hxli8EehP3yiKe3FqkrhQeLTqOhP2IxyKUBeHmyb5mzZ9y7yIWT7H46HSSz4vl4HG0akPYr580HljVvTTHqKb7H78tW33k1HWjj4iu1QCrNZZsDrr18jg9+zmE+coilZYZDJSKPWGZF0I5t/Ky1KwXnnjnF5+9WPLa/zuohbTJAydKkFWDT7iiGm/CCS6v4zfD33r/r/Pd5u7bFz95y2g8Cmj8YgAOoyuns2H0w/pVXvmT7eRvvm3vw3i/XSY5x4KhDtaIYbmjGWgHLRtssG5nmwMwC7/zUENt21Llgg8ZV4DlZcWramzstPjUNPUMsK+D9X3D5o/8zxELoge2lALdyIGVjuQfbBRSpQOlILwr3DYJ6kIoUm3aKMkdP85xzkMvyNN+MsuTgTq2zxPBWYQyoCZAs4uJ94MulAj+Fn9GPOw78sOyMGdwFeSqENm2VE2lm3iuJ7pmQ+ptfO0+UKK7/gk0Q2/SUS5CYVNbMiishsG1BvWqxegIu3CzZuGqat38kZM+xFmEi0TpGKfAciWXBI3tClo+Ns+GM58xtPO3M7X+2/kBcqZ38g4Llf5yDF9dQw0fRvenii85//SteesmUsB2CMKZVg7GhkBXjC9SqU3ziGz1+6z1jPLZ9mFXDEs/pOy0GpIZ3WyoxbZjtEN/rsetYwnWfbjLfqYJt2sIpZeNmlSXSNJpVBXCWvPwlsFzC9BLKS66EZPcLKklWtJG1actvUhhwp1Y94+d9RJW5dqYdx0nWKaowkz0pUBaKFncJVJd/zQl/ZzEHp8jDjURoEcYWYWSn7R9cOj2fqmvx+pfOs3Z0AYIeQRzTSczU4Tivmk8HvkpBL5DsO9Lk9NUN3vmbx3nxcw5yLIh4ckowNZMwMx8hRcCyZTZrN10+tWHDua8/dKh7E/KpS9C+3/UDs+AAQ0NNABYWpj68esOl1qbT1dtc61tjK0ePsX7lPL43xYe/HPOeT49Rt2tsmEgYqQv8NKVWKZ0PnLWsBNuKcKwQ3+2x+1DEn7+vyeP7G2ivilQurhJ4aX8VgWlQE2tBpPOeQWYwqtAkhdyORUBfIiAzmBVYLlQWBStuLLUs3QoWvoCjLCCSf7emwNsxEn5mwVOLLtO8DpmYznamoX2yODSfXQ6WAHQf2KnsSjHOYDZEp/N7kvTkyV4bK9P6AS1YN9nhT147xZ/+k2LbUZu25dGNBZXYFJnHSdYoU7PQlRydcXDsButXJPzJLxyjWT3IP988QXDQIdYhE2NDvOQFlx9Zs/GSP+hE4YcnV0z+QMH9Awd4tqrVYYLe3PXXPvdSeW/j2Fv27t41ds8T0zy+P+afvjhG062wdjRhtC5oVLO8cY1jJTi2KUVz7AjbivCcAN/r8O5PVfj014aJ3BqO7VBVUFWJqRgRxuKFianMz0AuMI6Z0GnX39wSpjrNgCErW+0BkA8Ce1Ejnz64lSw7nkW+PRiBJAWbLH5x+p2ywMUTnQYTZUHey69KxaSswpel0O7/jn6DTZnPTtJ9gGtBlPYyyfqUWCrGjhU6kfgCXnrlAkemp/ntd/sElk1bKWqRIIzMgIMw1PR6MQsdyfE5ha08pGixckLw+hccxbX3s3V3jZnjdVpjG4+sWrflD4NedP3oSPOHAcUTd7b6j66/fPNb+MVXXnyfbasjdz7cvmLbk0f8j359CF/UWD+qGW8KhpsWrbpNoyapV6BeTahVIuqVgKrfo1ZpU6/O84W7JO/61CjHghae69CyoemYkik/7aBlpU2ww0TQTi+dmSXvd6UqOKCiPI9n0f+yX0tqumCJ/LH8vpIoaVIOzH2wsteo/vdk6ktOSxIKuRr93Jw8d6TwnsyhLXbRKnbEynuey6xbVxpXkJkCZRz1XI2SiXHeVYxS2Uwko59HsSIIzSycXminHWBlys/NzRaCFaM9dh2KeXSPS6IcHClwFDhpRFqp1N/Q/eabUWxRcRVnrp/j8HHBBWesm1LO6t9/6LHd119xyZk/LBj+cCx4tjac/iL++H9+8kOefWqwYa38+4n7D9QbdsL4kGC0ZdOqW9QqgpqvqXgxvhPjOxGeG+I7Aa16m1vv1fzxP46w52gLr+IwZEPDSajYpi1cZsHDGOgKDs4Lur0ErBiEJJJGS1FpApGJwg3kaSy6soslLu1lPp05mLII/LzAutCTHwPsODaNc01PxoQkNgA3FlajtEitMznPF8K8p9+JN5ULZSF1NtvKQXqSy5PmUpa1ZpOZ8y4TlDKj2aXQVJXJFZmdt5jvuESRmcJmWwlOZKVTrM2+nBhOePNr5ghjmy9+22HWcvEDYdr1BeAEGtUxzejD2EzDThI//W5oNE6e23LGqv8+XJ/76IpNv/jDhOAPF+AAjUaUKKfysXZ7Q3TludUPPvzoTm/FmM/4sEWjqrHSXBTfTfC9CN8znLtZX6AddPno15o8vHcYr+Ix7EDLSag6Gt/ReLaRpWyVevJSc/maKaKwy9cecAgjByyPCJsAU41iD0be9FNvfzHKmSWCZby7b9X7IM8sWGZRSQc/RcL4CDrRRFFCFBmAZ1eXJLsipCdVIsw8+MQEJElkIY023e7BaOaSglAxIpxRk3Tina1CXCcgTiJue8Cl07UZbzocmfYNOCyNa8d4Tkwcp4UnmJNlw6Tmlc+a487vVphpD+MphW8LXFvjBAlSQBCEzC0I5tuKXmhR96HW2tS95KyxX3WqziePtYP/UBj+6awfGkXJ1i2fu4Ff+i+v0JvWjT8WJzyyctx50YrhaWvDqoCRVo9eCEmiqHoxzVpAs9phdGiOmDne8Ykq//zlZaCqDHuCITeh5mqqrqbqQdUT1HxJvaIYbdmcepLk119ylJc+6xiEHb7ziDLpn2lVuCXBFiJveF8cCVgcIdinIkWqIpHKgFlJkw0plTQZkZbEUgbcloVphaC0ua/IrzJRLGj3Erq9mCBMTAg7r3wx4nge9qesrxfHFWb9RMqUShf+9m85TUmpilIJtoqNf+P2sKwu/3CTx1++b4I7H23gSZ9OzyOMZN4Ztl8eWKwwlWxYEeI6He57zGKu5+JaaUGyLfAcQS9K2Hcs5thMwkI7YvXqNd3hkcn/GjL26dmZML74sh+u9f6RABzgkzd8nJ9+3ov0695y6WP/47Uzuzyflyl288jeLnc85DNctRlthQw3O4wNz4GY5Z2fqvA3n1pOomuM+gVwO5qqJ9IhRIp6RdGs24wPKzas1CxraZa1Yi4+vU0QhXznMReNjZYWSgjTZVYMTHcoAaUAakXKsclBnXNuKVFK5mm/tpWCW5k2dLalcR1wbY3rJPiuyck4PBUxMx8RhKmGnOgBh7MQUBJ9RUYVgV7sfFsCtvlrFYAtZR/YKhsUZkW4TohldXnvZz3e/i+THOmMMOTZiEQghOnk2B9c1fe2RXo509oE8S7a1EPKDvc+bjMbePiWoObBsmHFRWcEdOmw75jFWZuWt+vNZb/00pe99JPbHn8iufqnXvmjgN6PBuAAN9zwcQ7vfCur153ZiBm/fOeeXfqO+3uVsOuyYYVk2UjAaGuWqflZrr/F512fWYESVUZ8QTOlJVVXU3Ex4E4BXqtaNGsmkNRqRFT8CEfFjA31sNweN9/p0+66YNkoKfptlOWJAa5yNYTUapOD3OSwp5Y7vZ9Zb1uRpwA7tsZzDPWqVmImhntIa4FvPpRw8JgBcA7ukiQpBpziwsiT4viTJS03fWAXLLax3jpPd7CUmRg824n4X//c5P7dw7RqNiMVM0XBOIn9ApJirnt2AmpM3opSFuefEiJkh93HFLNtl7oDzYpi7aRifCRkfHzFzMVnrPq1a8/e97H333iQn/vZn/tRwe6Hz8GLSykHpfjmmZtP3vgn7/7kL55xevd/y862kfGhIywfnWH7wXl+973D7J0apukoGnaCY2k8C3xH4zuYSW+eoOKnAK8o6lVNzU/wnASVad6JQsWCfKIuZUs5mOAEAzGTgu6dWa5iOmwRfNkJkPkTjp0BPE4HdoVMji6QqFkOLrQ4PN0ATMMcz+l/eTHIJaVEJhqZCJQuBnyyRKnylDUK22zu9qvd89hmKUEsQUijcyMVSgh0YmbgtDux6TcpLIRQ6UCocrExaOJY0AtsfNflN164wEuvOMgbrtPs2dvEdwL2TY3x/KvOObZiMv7d0aHoX79023Je96uv+lFC7kcL8GYlc+vh9199zYektKzd27/51v27bhyb7cxw450O09PDnDwi8a20gkSby7BjGYfScwS+I/HSmZ1VT1P1EipejOdE2FaMkubgCaushxRVjf5hX5x+mmIlB04GcgrKSUYf8uFVKcjtjJ7YppuA70VUfTOwy5vrEEY1ZrqCVk+k+e2CYkP7TGlQaWV6kuhU9VkqHF/4J9/OgTjmQMJX/6QwLTl0ZB4INQSxoBtqOoHG6cap/JnSsbSPiWVJbEsipUWcSBY6guk5cO0ay8eO89JLjnPdTRZufZhNZ1x6ZOOZl7wxDMMPqVbrRwm1fP1IAV5c9XoDrY+/f9MZF4iZTuctWx+7aewb98Wcs0Yx0ZJ0g5jZtub4vLFYMgW5a6fgdhVVT1BJW1P4KcAdJ8SxQrSOODAl6UYWSNVXQYobUVAigKXUwtLdReV0BQtuqpJ02m9P49gJrpPg2Wa7XDvAUiEiiehEmoUQHCVSDm3+WlIQK2MZE5UN6BKLrjZ6KbmktMnFHuj9F5YKG2KFYwmWDQdIEdCNXDqRqb7p9HSqaceGhkmTIWhbEsdWxG6ClBFaC47Pu8zMWfRCOHjM48KT9/HwWTVefu2zj5xxxqV/eHxBv3/lROuZgtkzB3AAIVocnw7ed+rJV0VDVeudV9x/99D6sWmGmm3ufcxh7XLJd58M2HNQUfcFjmXaNXuu6WVY8TSV1HpXvBDfMwNpK36PqYWIL9xeY67tgW+hhMQuSH2DSUpL9e3LU2VF+a8Y4MYqrSu1cqAn2CrBtmJs2ySKKSsytEAnBLGmGwmCWONEECqNlQiiWKNiSJRxSFVSKObVfbZVhq2g3wxRlyx2JmkCFNNik8TIdrWq5HmXd/jKvW32t33mbAs/IHeSDeWKjZ9hKRxL4ofmylr1euw8mPDw9ir1quaexwNGag5XbTmDa6++YvrKi7f8vutYH5T2v7/c7AexfqDJVv+e1RpyqNXUhydWbPmlq7Zs/J3LLjs9fGxvm24gueTMmJXLuwSRxlIC1xF4rhkpXvHIwV31zcTlihdQ87vEusMHbnK45e4G2G7aDRWctDLI0I/CAS/kVA/mTEOBxxYUjtIsn4ympHKcpTJwmCkFlmUKNgwQE2KtCRJBGAvCxPTDzgp0i52h8ohnQkHrXjqRKr+qZFxbFmpY0+3XWhCng6KCyKYXuFxzfsirXzhNTS4w3dXMBpKFnqDd1Wkbh4ROL6bdTWh3oRtIokRgWyE7D/W4/bsaW0asXTHL6g2nhdI77Xd+6srzf0m51oefaXDDM2zBs2U7XtKbf/Cml7/iSufb9+5sj0161w1VHhaT43ulZ0PNFUYa9K20phMqboLvJVS9mKrXD+3b9jz37dC870stprt1ZMWjYkmqSmOnDlKWYRhrgUzMEKxijkqWW13k5EC/lyGULGUeIRSZWpHmseehceMTFNMIw8SMbzG9Gk2/xjgtItCJyOsbB53gQXqyVJcAQRa1TPLIJZhxfzoN2Oj0vY16wqt/eoFvPDDFHU8ojnWr2FKmWjm5FTd1lRaOLai3LRY6HkE4z75jC0zNDic/89Pnalld/5s7p07/wHe+uz+48qJNzzSsgB8TgAO4tTO55RtbA8dZ/eHly+yvrTlt9hV3PsGbH9p6lPGGoFGVtBoWQw1hOLeT4DsxVc+ME2/UFvC9Wd7zKcH1nxtnz1wTWfGpWZKmrXFVghAQJYKokMOcJWot1VxnyVKgvJihIJuVnM0CyJXJ/zDOZNJPFdQJkaaQgVdIk81SZXNwa/J2bHqJ7SltV2FqschOuOz7IY4lcWJaWyexAi2Ym4fxpuB9b5ri/Z8LedcnJjncqWEracL0NljKZC/GCQhMTsnh6SqnrAj5pRc2iTnpT9as3viJ5sSyJzd3DgRWbfMzDad8/dgAHOCayzcCdO6758Nbzz63/tYHd53hXL3l2JseeGiXatTgpGUxQ42IIDSdZx07oeIHtBoLeN4M191o87c3jHEsqKFsm6otadkJdSfBtQxwZrqC+dDMhfSVsX621DlNARZJFUv1QCw6m1nDolwBkX1gmWSmpJCDbf5GOhubqIl1v/yrn4TVD80vVZCRS4CFpKzs3wzYlmUilrYVIRAsxC6drkOiBY4d5Se51oLxqsVv/0wHHR3gPTcu49BCHc+S1LwErQVz7YSp2YT5ToLnSMaGFHbl7Piy88b+6g3v9946MrYzfu2rLnmmIbRo/VgBPFvnnPcqPvAvN8av/5UX/+neA0etlV+/4/fiuXvdVaMHCJIOd97TYv24y7KRhKF6G9+b4bqbfN7zqeWE0qNZMeVUNWXmdjY8TdVNAzhWTCR6HJi1CW0HS4A70OAyWyVZruTclVy8AU5eyOQrJDcNWvA4t95mnGKSRzVFIXxfXosKMUSfkgy+TkrTmcp1enhuh2Nzkuk5j+nZCkpC1Q9MWaAyNKYbeCiZ8PqXtNHJYd57k+DIQo2hiqDmK1YvD7j53oTjXcGyiSZrN57dO+PsS/+XWxn/03vuvJHztrz8mYbNkuvHEuAAr/6FF3Po6Czjw+JNP/PCZ8ndu1duufObn5FjQ4e2bN0ZW5uWx4wPt3HcWf7h8z5//9nl1GyHDSOaXpyweyYh0RaerWn4guG6ZKRl8TMbu0xOHObN/2zznSfG6VgO1WIdY7HwJqcthUY7hdBjkcGIAXDLzIIX867zz06I6VvwYrZgMkCVSiunIeUsR5Z4nRncFVGvtbl/e8iffWg5qxoNzl7rMTakGWkJbDumJjRhHHPwaIMwchgbavOrLzhOpI/y4VsUB2Z8VozC2mUxq1fVo00rane++NoXJatWb7hz/zH1Jh0dR1itZxouJ1w/tgAHmBjNR1T84b7t/8jLX7S6vn33iv9z1Zb5nx0f2yW74SH+5cuSv79xElc7rBlNWLPM4qTJiEcPzfCluxs4lsliG25arBy3WTkWccY6j9980XF+6z01epGLdgfrLUUuzZVBV6AOAwULxdZymbNpHE9jvXOKknqKcdYlKuPgulxaV1yLqoqyacXpd0GahpsI4nzevMaxY9pByLtubPHA1mHs1fBkVYNQ2LZFvWLhuz0+/23Jjp1V1izz6AUWq5cJfv0Fs8T6GDffXWMuGiFUpybPvnDkhrnAee3X7nl07g1nnftMw+NprR9rgBfXivWvYdeu3XMjk5X//vyf2r3t2GFOv/Mh7yUf+dI+zj1J0Q1iKpZk5YTFRadF1FsRX/pWjOdYVH1JvWpC+gJNp2dz/uaE00/ucs9jxkHM2sdZsqCT6zSSmGS0YbFVh74ll0KXig6USpBFJ5M+RdGJJkqM5BanCkrJsdSFGGypkqgf8VSy36M70caJjCJNZJnuVI6tue8JxX2PVKk7gE6Yb0fMLigaVUWnZyGl5q7HfHZsl0gEIw2bbZHD7MIoL91ykDM2jrD7yIbPnHbWJQ9t3rD8b+cWunPLV570TMPhaa+fGIADrFlzEsDR2el9f7x+42tP2rvwID/zvG0vOW3iHm66fY4oaDLWktSrXaQVUXFt6h4mX6Uiqflm2JGSCb6fUPWNxbaVxrXAc8zgrDghHbVhQBbLvqpR7JqalKx4kaaYVhdKxlgyNjM+cx1cg47QOqabKIJEEKXgzhSUcsFZOWgjc/qRau2WaY8WxZIwMr6HUgleZCpw5juSXluAgl4EC52E+XbMXFsx37Fot33iOGGuE3P0eMz0nGDvVMQ9T0zwxl85n83nrv/M4fktv+2o47vrQxPPNAS+7/UTBfBsNYZW8PDOqd2bN535+8tHGh9ePbr6DUc7267ozm6jUWmj6XH7gz7LGpJmVdKoKRpVTc2P8b0Qxw6462GLB57wqLommaviQr0i8R3JXAf2ziR4tonaKVUYqZJbdV3qslrk4EYejPsqhgqRdgS2gFBDGEISECSmv0iYQBRnFEXn9ZDktZ99qy3SrEFLmnSAihfh2jFPHqowu2BR8Yxq47sWCx2bczYknHN6m9sfarLQg3Y3YXYhpjonadZsDk83ePaZUzz4eMSRac2uw02uvORy1mw+5TZ/qPq3o8tXPzjKwm4hVj7Th/3ftX4iAQ5w2tphgG2J1tsEPLR2jZw8a9Oaf9i1Y/eGu+77ptq/32bFkKZRU0wMC4YbCRXfJD5VvA67DwqmpjxWjGpc26TgDtUtxoZsxobb3PboAg8/UWOykeAm/bYN2eyZOOsJUpwaB3mAx7ISHCvCsQN8r8ujOwRfvtPlqks6zGvBY3slibBoK5daLNJAT/+qkNdiZpmKhdpRUsC7dsxIo8MDOzrc8YDDaEMxPqywlEWtYtEJLNZMCtYs6/CVe2Pmeop2L2FmLkJJQauu2HfYZ7JVZcvpAatWXh5v2Lhh28oV4tc2nXHpAWCrWNKL/clZP7EAz5Y0B2Cr1ju36iT5qU7QXHFF69wbAv3NxsNb91eHmwusHO/SC2wcK6JVm+e+bT3+8fN1pC2xFXg2VDxJq26zYlxz7qkLTAVz3P5AlfFaH2RgqEuI0ZntuNhmoW+9LRXjWCGu0yOmw9/c4HHdJ5usGAr569+b4ldf2ua6T/a4/vOSucCioxTVWKS0iJyjSGEG6WbDUi1l+H8UizTLMqFZa3P/roi7Ho05Z12IbblUPUU3UMSRpBcofu2Fs9y/7SiP7h5jIhJoodk3FdBqSFYus2kn5y387q9dMrv/qH55bXj5vlip3T/pwM7WTzzAsyXEWmbaevfyk9Y92ZhbOO2SLfLiiy7U/6c9v7324COPt+geY83ygJ2HA971qXFesGWeL93Tpj3bxLZIx0YLmrUI341SrdrkZXu2oOqbeentruHUQoBjJ6YYl351ja0SbDvGcSJcu8MHbrb58w9NMt+uMzY0jwojVg0l/NGruvTCo7zvCw7zUY1GbLh4nM+2MTWaZliTSQlWChY6JuPPUsaRVFYMUtAOBLPtmPl2TLurCEKJZWm27hXcen+D17+wx1s/Pkc3arBmuWL9+ubc6NipUxefe4olhHiN3zj5W2vX12YgSYT4kdXB/NDXM55s9YNczYrAs0Ry+MjM9Mjospt3Pv7gmnMueP7vveq/vPbhkzefdd+u4xP3f+eJZd1TJlfxsktdVo20CaMEJcFzJY2qpurHWGlYX0nwbEGjZrF6wmbtioCZTsTUrElCMnWVaTqvMEET24pxrAjf6XFwOubjXx8i0S3WTdisaDXZd+AkduydQMdNXn5Fj4mRebphQjuCIDZcPM6mk0lTIVTxEkZaIY16m+0HA/YcTJiZl3QCRRybZoZhDO2OZq4d0wkgjgWWjNl1WPCxW5dxbHojL7/M7/70pdX7t1x89sPPfe6r/+qzX/jwer/S2Di5YvLmuj8zLYT4TwVu+E9kwYtr88YVAMnR2RiEfL/WveullBwLzlSq0bjuRWf3NtYc+7LLzjis5mYVMWCpiJFmhGvFJOnMH9cSVDxBq26xfmXI8PAUt3y3TmfWpeImVH0z2FQIk0nopA2LXCfAc3s88IDi/sdajDQlJ7USxho2h6d89jcUSkWcc8oC562fZ/+3WsxHHvVQUIt0vz+jEji2puonjLZ6TLVnuOPxCpOVGo2qqUMNQgutTYpAGGuOTIdMDBmqdPh4he2HWmw5Z3W8Yu2pt7/qgmjroWPzr3tsp4ht2+cv/vgf9PDY6vYzfbx+mOs/JcCzNdrIrVEmdkQLC4dfK6Q/RHT6X/908gVn35HpOBG1c0/ZoM87PL+XQ1MRQ3XTkMeSmoorGWoIVo63eWhvxKHjgrgjGO4kNGsJSTro1LYSfDek1ehQq3Sw7QBhWUhlU7HAd8kn+3a6Fr3AJg4dM7Ap7jHbtbG0oupowihtyilM0XK9EtGqBbhuxPrlbbZur3DSsoT5tiQIJHGsUTpk9bhmaNihNbKc5lB0z9G5hXtD62T12695dnDy6uH/Md8OpjcuH3mmD8uPdP2nBvhSq1odB5gGfgPglltvI9Hiiomh7nO/9ci6lzec8JThySM4D9/HUN2l6kOr2uX4wnG+8C2HEc9hfGWPY0ctwijly9LUX44Pz3Nwep5W1KHqkbbVihHCzqvjzZjyrLImIcFBCsHk0HEaFYv9U3WGqtlEBIFtaXyvx73bE1YMN7jm/Gl27Jlh/5E6qyY8Ql2h1XS59uoL+OkLK6xeIR7feWD8homV7r+Nxvq2l7zycv7sDc/0Xn/m1v91AB9c11x9BcBthw5N3/bSVXzDUtF63zqY2PbO5OJz1q296oLlb6zbu5gLxwiDKc5e0+OCM47z/s81UFIx34lBC2p+j+0Hu3zgSw3WL6/z6p8KOWXlPJvWz7Jnn1eq9ZRSU6+EfHen5tEnhxkf8njVszusmezx/i/C8XaVlYmm6sUEoWau3eNDtwquONnmiosneN5zljMzVePU01bj1Xa9daS5b+fVz7lcnrZ+WNYr1vZ1G7nZqww907v2x2L9Xw/wbE1MDAHcnP0/PXUU23ZaR48eunP2qMYJeuErX3Te76wel9csG13Ablns2PEAD29b4IKaxPVtPvfNUY4cq7BxostXvp1wxTkBP/+sY7zjoz7zbZcgMNU7SvSY68zygZstZmcUV56e0F1osHIIXnZFzI1fc5HKZu3KgGNzdU7aeDn/xbE4adhi5fL4lnXd2XfODXn2+g2bmZy8+rafPyk4Pj4x+kzvwh/L9f8D/ARraHgU4DjwWYC9+w6wdg2P2SqecJ0o2VJPmD6+nW7SxXUlQto8eTgKX/fzl/xZ0z/8gicPyvBwZ4GT12r+/NdiHtnWZNW44qRlisnJHvfvXsPpGy1WrXBYNyE5NOfaPbv6ucnhf/sz17VsKS3qtYCZnsfE8rO4ctzCt6WsVtShFyxjZ2t42TO9i34i1n8ONf/HZO1+4k4QYmLq2Pbmrn1StxoRYWQxPjTLrd9uMjksWT4mmRyN+Ld7A5Y1LLqxoFkRHJh3xOrRZTMaDj3/uT9+hQM/qev/A+0/y8HkB+a0AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjA4OjI2KzAwOjAwts5lMQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODowODoyNiswMDowMMeT3Y0AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 66280177
    {'hecke_orbit_code': 103583066408091942, 'n': 1, 'trace_an': 4}
  • id: 66280178
    {'hecke_orbit_code': 103583066408091942, 'n': 2, 'trace_an': 8}
  • id: 66280179
    {'hecke_orbit_code': 103583066408091942, 'n': 3, 'trace_an': -18}
  • id: 66280180
    {'hecke_orbit_code': 103583066408091942, 'n': 4, 'trace_an': -32}
  • id: 66280181
    {'hecke_orbit_code': 103583066408091942, 'n': 5, 'trace_an': -108}
  • id: 66280182
    {'hecke_orbit_code': 103583066408091942, 'n': 6, 'trace_an': -144}
  • id: 66280183
    {'hecke_orbit_code': 103583066408091942, 'n': 7, 'trace_an': 0}
  • id: 66280184
    {'hecke_orbit_code': 103583066408091942, 'n': 8, 'trace_an': -256}
  • id: 66280185
    {'hecke_orbit_code': 103583066408091942, 'n': 9, 'trace_an': -162}
  • id: 66280186
    {'hecke_orbit_code': 103583066408091942, 'n': 10, 'trace_an': 432}
  • id: 66280187
    {'hecke_orbit_code': 103583066408091942, 'n': 11, 'trace_an': -124}
  • id: 66280188
    {'hecke_orbit_code': 103583066408091942, 'n': 12, 'trace_an': -288}
  • id: 66280189
    {'hecke_orbit_code': 103583066408091942, 'n': 13, 'trace_an': 1440}
  • id: 66280190
    {'hecke_orbit_code': 103583066408091942, 'n': 14, 'trace_an': 0}
  • id: 66280191
    {'hecke_orbit_code': 103583066408091942, 'n': 15, 'trace_an': 1944}
  • id: 66280192
    {'hecke_orbit_code': 103583066408091942, 'n': 16, 'trace_an': -512}
  • id: 66280193
    {'hecke_orbit_code': 103583066408091942, 'n': 17, 'trace_an': 1260}
  • id: 66280194
    {'hecke_orbit_code': 103583066408091942, 'n': 18, 'trace_an': 648}
  • id: 66280195
    {'hecke_orbit_code': 103583066408091942, 'n': 19, 'trace_an': -360}
  • id: 66280196
    {'hecke_orbit_code': 103583066408091942, 'n': 20, 'trace_an': 3456}
  • id: 66280197
    {'hecke_orbit_code': 103583066408091942, 'n': 21, 'trace_an': 0}
  • id: 66280198
    {'hecke_orbit_code': 103583066408091942, 'n': 22, 'trace_an': -992}
  • id: 66280199
    {'hecke_orbit_code': 103583066408091942, 'n': 23, 'trace_an': -6524}
  • id: 66280200
    {'hecke_orbit_code': 103583066408091942, 'n': 24, 'trace_an': 1152}
  • id: 66280201
    {'hecke_orbit_code': 103583066408091942, 'n': 25, 'trace_an': -4482}
  • id: 66280202
    {'hecke_orbit_code': 103583066408091942, 'n': 26, 'trace_an': 2880}
  • id: 66280203
    {'hecke_orbit_code': 103583066408091942, 'n': 27, 'trace_an': 2916}
  • id: 66280204
    {'hecke_orbit_code': 103583066408091942, 'n': 28, 'trace_an': 0}
  • id: 66280205
    {'hecke_orbit_code': 103583066408091942, 'n': 29, 'trace_an': 14176}
  • id: 66280206
    {'hecke_orbit_code': 103583066408091942, 'n': 30, 'trace_an': 3888}
  • id: 66280207
    {'hecke_orbit_code': 103583066408091942, 'n': 31, 'trace_an': -5904}
  • id: 66280208
    {'hecke_orbit_code': 103583066408091942, 'n': 32, 'trace_an': 2048}
  • id: 66280209
    {'hecke_orbit_code': 103583066408091942, 'n': 33, 'trace_an': -1116}
  • id: 66280210
    {'hecke_orbit_code': 103583066408091942, 'n': 34, 'trace_an': 10080}
  • id: 66280211
    {'hecke_orbit_code': 103583066408091942, 'n': 35, 'trace_an': 0}
  • id: 66280212
    {'hecke_orbit_code': 103583066408091942, 'n': 36, 'trace_an': 5184}
  • id: 66280213
    {'hecke_orbit_code': 103583066408091942, 'n': 37, 'trace_an': 6040}
  • id: 66280214
    {'hecke_orbit_code': 103583066408091942, 'n': 38, 'trace_an': 1440}
  • id: 66280215
    {'hecke_orbit_code': 103583066408091942, 'n': 39, 'trace_an': -6480}
  • id: 66280216
    {'hecke_orbit_code': 103583066408091942, 'n': 40, 'trace_an': 6912}
  • id: 66280217
    {'hecke_orbit_code': 103583066408091942, 'n': 41, 'trace_an': -34776}
  • id: 66280218
    {'hecke_orbit_code': 103583066408091942, 'n': 42, 'trace_an': 0}
  • id: 66280219
    {'hecke_orbit_code': 103583066408091942, 'n': 43, 'trace_an': -1216}
  • id: 66280220
    {'hecke_orbit_code': 103583066408091942, 'n': 44, 'trace_an': -1984}
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  • id: 66280409
    {'hecke_orbit_code': 103583066408091942, 'n': 829, 'trace_an': -53668368}
  • id: 66280410
    {'hecke_orbit_code': 103583066408091942, 'n': 839, 'trace_an': 70458768}
  • id: 66280411
    {'hecke_orbit_code': 103583066408091942, 'n': 841, 'trace_an': -10340500}
  • id: 66280412
    {'hecke_orbit_code': 103583066408091942, 'n': 853, 'trace_an': -25512912}
  • id: 66280413
    {'hecke_orbit_code': 103583066408091942, 'n': 857, 'trace_an': -82445580}
  • id: 66280414
    {'hecke_orbit_code': 103583066408091942, 'n': 859, 'trace_an': -48159000}
  • id: 66280415
    {'hecke_orbit_code': 103583066408091942, 'n': 863, 'trace_an': 4176628}
  • id: 66280416
    {'hecke_orbit_code': 103583066408091942, 'n': 877, 'trace_an': 20417120}
  • id: 66280417
    {'hecke_orbit_code': 103583066408091942, 'n': 881, 'trace_an': -20213784}
  • id: 66280418
    {'hecke_orbit_code': 103583066408091942, 'n': 883, 'trace_an': 65657216}
  • id: 66280419
    {'hecke_orbit_code': 103583066408091942, 'n': 887, 'trace_an': -12837528}
  • id: 66280420
    {'hecke_orbit_code': 103583066408091942, 'n': 907, 'trace_an': 5395456}
  • id: 66280421
    {'hecke_orbit_code': 103583066408091942, 'n': 911, 'trace_an': 2869240}
  • id: 66280422
    {'hecke_orbit_code': 103583066408091942, 'n': 919, 'trace_an': -26470760}
  • id: 66280423
    {'hecke_orbit_code': 103583066408091942, 'n': 929, 'trace_an': -17316972}
  • id: 66280424
    {'hecke_orbit_code': 103583066408091942, 'n': 937, 'trace_an': 1302336}
  • id: 66280425
    {'hecke_orbit_code': 103583066408091942, 'n': 941, 'trace_an': -38296404}
  • id: 66280426
    {'hecke_orbit_code': 103583066408091942, 'n': 947, 'trace_an': -16286676}
  • id: 66280427
    {'hecke_orbit_code': 103583066408091942, 'n': 953, 'trace_an': 34300424}
  • id: 66280428
    {'hecke_orbit_code': 103583066408091942, 'n': 961, 'trace_an': 25541294}
  • id: 66280429
    {'hecke_orbit_code': 103583066408091942, 'n': 967, 'trace_an': 30797616}
  • id: 66280430
    {'hecke_orbit_code': 103583066408091942, 'n': 971, 'trace_an': -27829224}
  • id: 66280431
    {'hecke_orbit_code': 103583066408091942, 'n': 977, 'trace_an': -36412488}
  • id: 66280432
    {'hecke_orbit_code': 103583066408091942, 'n': 983, 'trace_an': 60790320}
  • id: 66280433
    {'hecke_orbit_code': 103583066408091942, 'n': 991, 'trace_an': -85519816}
  • id: 66280434
    {'hecke_orbit_code': 103583066408091942, 'n': 997, 'trace_an': 5182632}