Embedded newform data - 8041.2.a.c.1.5

Formats: - HTML - YAML - JSON - 2024-06-05T02:30:20.219680

• 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': 32164, 'analytic_conductor': 64.20770826531155, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[11, -1], [17, -1], [43, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [8041, 1, [6580, 2366, 562], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 60, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-2858, -83900, -679462, 1134954, 32171902, 36779761, -612936758, -1192884903, 6580624904, 15551349446, -45069396310, -121248203726, 209347043216, 638988040761, -678670439286, -2421688129779, 1533922392168, 6855488816421, -2282460444992, -14872184813173, 1624532079670, 25177957766917, 1658066254678, -33704561536502, -7064109339049, 36011677871642, 12023894455966, -30897594997993, -13849657389287, 21346822208709, 11992657041371, -11861306837038, -8133671022246, 5263257530460, 4408599848830, -1832763010882, -1929780813139, 480569998474, 685381025775, -84180073218, -197548898461, 4538188613, 46028286274, 2745125063, -8594199006, -1131785326, 1266652455, 252282010, -143692494, -38722406, 12002828, 4277409, -673744, -337020, 19098, 18073, 275, -593, -41, 9, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199288303465, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '8041.2.a.c', 'level': 8041, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11, 17, 43], 'level_radical': 8041, 'minimal_twist': '8041.2.a.c', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 60, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8041.2.a', 'trace_display': [-9, -6, -15, -17], 'traces': [60, -9, -6, 43, -15, -4, -17, -21, 40, 1, 60, -13, -2, -15, -32, 21, 60, -41, -24, -33, -12, -9, -20, 9, 25, -40, -18, -3, -54, -18, -50, -51, -6, -9, -30, 27, -63, -38, -55, -5, -53, -47, -60, 43, -36, -27, -47, -38, 5, -4, -6, -13, -24, -58, -15, -45, 23, 16, -57, -4, -8, -3, -57, -5, -27, -4, -49, 43, -57, -7, -151, -29, -12, 18, -23, -38, -17, 37, -11, -21, 28, 44, -42, 16, -15, 9, -56, -21, -88, 47, -60, 26, -16, 37, -57, 108, -22, 8, 40, 0, 9, -4, -70, -102, -30, -49, -31, -25, 11, 1, -77, 48, -47, -24, -35, -91, 6, -3, -17, -14, 60, 49, -20, -106, 6, 102, -60, -55, 6, -8, -86, -13, -21, -7, -141, -21, -41, 118, -48, -130, -94, 76, -2, 12, 31, -66, 33, -131, -104, 53, -101, -45, 40, -15, -74, -60, -100, 57, -62, 101, -51, -28, -6, -112, -32, 24, -20, 17, -26, 1, -11, -43, -34, -120, 6, 21, 40, 85, -119, -37, -76, 98, -41, -10, -23, 17, 60, 24, 11, -44, -226, -152, 14, -31, 1, 32, -19, 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363, 541, -744, 57, 295, -18, 219, -264, -213, -487, 335, 6, 240, 769, -49, -812, -157, -86, 1041, 402, -299, 626, -383, -57, -576, 17, -766, -443, 21, -146, -385, 609, 155, -114, -55, -219, -894], 'weight': 2, '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

  
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-0.14036311210338073, -0.3064531707068419, -0.23260649773800768, -0.36764155937258464, -0.29543891847279596, -0.2076502442597921, -0.2291730344955099, -0.24434613096408808, -0.20906753828435595, -0.23768135833281973, -0.35167785943653396, -0.3035817355995638, -0.4054206573700462, -0.3601384629730037, -0.41248673374776557, -0.14149993969835603, -0.09301586093210268, -0.3232148769897629, -0.2618135112336743, -0.20771925170767463, -0.2172605565764558, -0.1519275812959866, -0.2046192998576324, -0.14064841337585504, -0.23238784969622103, -0.09187307507412866, -0.2697465915589473, -0.2495434862464864, -0.19110065321360906, -0.16586363998561698, -0.30241232823780984, -0.35720362722398075, -0.22271132217575967, -0.28585641440752946, -0.2173816852513156, -0.21103793200864, -0.33113994224478893, -0.220112154933193, -0.32246332756903767, -0.33428480360624707, -0.23444353542261961, -0.3357679295333652, -0.13660793726219314, -0.3082287778363647, -0.25061828819126086, -0.2687964975814226, 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-0.29722157363233664, -0.09491456554792646, -0.15696765498853885, -0.2771580542216114, -0.28368882890449093, -0.2259479788709185, -0.385470587417497, -0.4212721090085843, -0.26498772449580116, -0.1948677482467204, -0.19664476440038348, -0.2712758575840578, -0.3045967640244392, -0.2689319014744521, -0.2662750712090781, -0.4031435718350281, -0.3291716324335815, -0.21048738583614507, -0.25780506034425427, -0.2348951236641956, -0.18189678269757037, -0.25969975335785367, -0.2520861439346618, -0.2866496337091602, -0.33878097959329606, -0.0846107126103046, -0.30135916001665974, -0.20160544544181597, -0.30733474844819914, -0.34606877831065214, -0.27393605422588313, -0.2621414915658752, -0.10608075617080973, -0.1536873394616878, -0.3824381176388334, -0.2405007074340793, -0.10775145460721296, -0.18496102451784918, -0.3702021625535623, -0.29984161723955677, -0.10346779773903114, -0.2916680550755019, -0.24366867122776917, -0.3544354783893837, -0.1642810189847742, -0.3214760923198941, -0.3510767591409098, -0.28197736535860746, -0.17111673824026105, -0.26082977660071666, -0.3776635653329667, -0.19919908882577902, -0.2297759662967567, -0.2918711683348937, -0.2612857963903763, -0.28547164192339053, -0.10121272523546546, -0.39826385567172234, -0.20434684607927198, -0.1643014237625721, -0.22867379611595973, -0.1996000441542465, -0.13389595140211963, -0.27073989057190867, -0.3248005674648492, -0.1497739251946511, -0.22105840972433585, -0.2923773350505937, -0.08790710658927031, -0.270715847788703, -0.23471946261916207, -0.2292992291928541, -0.16432756850385538, -0.11357816407682023, -0.1264631511987506, -0.3204906407430123, -0.29647529825115915, -0.39330873415264256, -0.1877098617080839, -0.2235997006931943, -0.222233139791461, -0.2204452883767844, -0.4142472690325098, -0.38790580401490354, -0.06365594627266159, -0.28244613274956054, -0.18304203638671795, -0.2975183775125388, -0.25657443983451056, -0.2953064667217291, -0.09578375470333325, -0.2304559695534483, -0.23447656195996394, -0.33118522881706214, -0.16722861566341607, -0.26867779636085487, -0.10832383188767032, -0.1906418758267371, -0.2951879084993737, -0.34887170420306823, -0.30683857504383955, -0.3473876146668776, -0.18593894138920122, -0.29516460132049455, -0.3943574950552533, -0.23114197987300175, -0.21826371807207334, -0.12038899413306109, -0.22664457660938414, -0.334369186491414, -0.15132969070286853, -0.434022757606888, -0.3648854730179914, -0.27300105566771876, -0.1904712594593176, -0.06947721983043201, -0.36159709183663236, -0.3826083883035559, -0.24576633326445443, -0.12351281923568465, -0.2603014313667933, -0.2782487719737268, -0.24576002479538372, -0.31270991817599264, -0.15502305196744454, -0.3103249957210732, -0.3228759926820609, -0.3540350472207104, -0.38290968745377274, -0.11927017909323269, -0.16790411769128222, -0.19451697700198098, -0.30778002396980525, -0.3761223743177952, -0.3701325694811379, -0.3272788117992801, -0.4274413900593197, -0.16382940670886995, -0.21985676443951332, -0.13499453046707163, -0.18649361414673152, -0.09455781762212132, -0.3060975222460393, -0.036527609571508926, -0.12338172437047044, -0.21673207993214505, -0.16878006182104346, -0.11797222332078659, -0.27453111551155396, -0.24917100889646637, -0.23557607744342213, -0.29245666941819753, -0.22023206865774814, -0.20932385071651632, -0.12545668229377815, -0.29255680744207047, -0.2753469168322641, -0.2987182111913004, -0.18938465910953364, -0.29345249545316676, -0.3811758448904527, -0.39470307943106664, -0.38301854557591986, -0.1641772500939938, -0.36692182709945936, -0.21734124067863766, -0.08988780755431659, -0.1564660988496011, -0.31034576593536783, -0.1165055954030589], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 5, 'embedding_m': 5, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199288303465, 'label': '8041.2.a.c.1.5', 'level': 8041, 'weight': 2}
• 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

  
  {'ALdims': [74, 66, 67, 69, 78, 62, 61, 82], 'Nk2': 32164, 'analytic_conductor': 64.20770826531155, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [8041, 1, [6580, 2366, 562], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 789, 'dim': 559, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33562473, 'hecke_orbit_dims': [1, 1, 60, 62, 66, 66, 69, 74, 78, 82], 'label': '8041.2.a', 'level': 8041, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11, 17, 43], 'level_radical': 8041, 'mf_dim': 796, 'mf_new_dim': 559, 'num_forms': 10, 'plus_dim': 266, 'prim_orbit_index': 1, 'relative_dim': 559, 'sturm_bound': 1584, 'trace_bound': 2, 'trace_display': [-3, 0, -2, -8], 'traces': [559, -3, 0, 553, -2, 12, -8, 33, 551, 6, 7, 12, -14, 16, 28, 529, -1, 17, -20, -2, -32, -3, 36, -12, 541, -18, 36, -32, -30, -40, 4, 33, 0, -3, 0, 549, -26, 4, 24, -42, -42, -56, -1, 13, -22, -72, 20, 28, 507, -37, -4, -26, -10, -48, 6, 16, 16, 38, 12, 32, -62, -56, -72, 577, 12, 28, 28, -7, -20, 24, -52, 141, -58, -98, -84, -20, -4, 144, -32, 78, 567, 98, -68, -72, -6, -3, -24, 33, -66, 38, -112, 104, 12, 48, -16, -132, -30, 109, 31, 559, 50, -4, 44, -90, -48, -114, -68, 168, -46, -18, -100, -8, -78, -128, -12, -186, -86, -12, -4, 16, 559, 30, 24, 128, 24, -24, 16, -7, -4, 36, 28, -12, 32, 140, -12, -15, 54, 168, -76, -8, -40, 192, 26, 701, -132, 146, 96, 62, -6, 284, 0, -84, -13, -24, 76, -32, -86, 160, -32, -34, -80, -43, -92, 26, 68, -140, -32, 48, 457, 6, 36, -7, 82, 16, -16, 45, 36, -150, 36, 182, -74, 224, -136, -288, 32, 160, 7, 24, -296, 48, -60, 92, -98, 122, -88, 297, -14, -39, -56, 215, -92, -50, -92, -28, -68, 8, 0, -18, -20, 224, 68, -146, 12, -28, -6, -264, -152, -130, -136, 6, 34, -32, 52, 104, 745, 138, 92, 0, -134, -128, 16, -130, 118, -106, 16, 356, -216, -24, -72, -248, -130, -3, 108, -306, -58, -136, -32, -8, -8, -220, -56, -264, 12, 16, 0, 369, 42, 4, -80, -212, -190, -116, -120, 20, -156, -72, 84, -156, -54, 152, 24, -31, 40, -54, 13, -232, -174, 76, 8, -24, 174, -360, 140, 0, -112, -10, -68, 253, 559, 52, 60, -78, -78, 124, 188, -194, 60, -74, -168, -436, 8, 200, -128, -28, 148, -39, -68, 88, -144, -232, 184, 600, -54, -154, 168, -168, 46, 104, -26, 198, -16, 40, -20, 577, -194, 76, 24, 378, -192, -24, 0, -92, -94, 72, -236, -144, -82, -5, -76, -42, -12, 12, -40, -15, -28, -82, 252, 312, -78, 360, 80, 153, -98, 408, -188, -78, -16, 4, -80, -274, 483, 78, 0, -144, -140, -64, -36, 544, -58, -284, -8, -112, -310, -3, 204, 360, -68, -24, 72, -128, -72, 144, -36, -132, -32, -30, -13, -86, -30, 104, -8, 257, 280, -26, -64, 49, -94, -240, -104, 511, 70, -184, -80, 238, -154, 160, -2, 100, -194, -4, 292, 168, 184, -176, 88, 174, 288, -12, -28, 400, -42, -52, 60, -266, -15, 288, -16, -460, 8, 6, 208, -120, -50, 200, -120, -34, -16, 96, -264, -90, 163, 70, -128, -232, -104, 136, -224, -200, 282, -505, -22, -142, -320, 4, -32, -520, -98, 438, 8, 24, -14, -96, 8, -234, 68, 74, 116, -602, -288, 312, 116, 196, 11, -408, 260, 56, -194, 0, -8, -56, -132, -182, -80, 553, -256, 212, 204, -66, 304, -498, 68, -232, -10, -16, 34, 304, 328, -280, -92, -236, -72, -268, 64, -32, 140, -40, 528, -64, -118, -8, -4, -119, 192, -142, -336, -28, 96, -32, -160, -108, 154, 190, 4, 124, -592, 88, 8, -84, 827, -68, -32, 16, -76, -856, 176, 204, 124, -186, 79, -384, -118, -64, -4, -63, 148, 280, -244, -166, -262, 187, 104, 24, -112, -290, 452, -396, -166, -64, -14, -224, -4, 242, 220, -376, -24, -228, 184, 560, 70, -48, 28, -18, 84, 56, 192, 669, -130, -3, 72, -236, 208, -24, 26, 362, 236, 134, 540, 580, -272, -408, -16, 222, 430, 24, -16, 206, 16, 376, 60, 276, -162, -24, 304, 128, -2, -504, 32, -484, 432, 236, 88, 149, -198, -164, 64, 8, -58, -536, -176, 208, 124, 392, -8, 224, 283, -262, 0, 182, -38, -320, 104, 232, 312, 254, 224, -208, -502, 14, -48, 182, -150, 24, -288, -424, 0, -28, -208, -327, 72, -390, 64, 92, 182, -32, -56, -318, -106, 384, -108, 368, -182, -220, -16, -620, 304, -962, 72, 16, -252, 280, 18, 216, 206, -478, -224, 367, -326, 208, -272, 38, -168, -96, 260, -484, -208, 792, -188, -31, -52, -352, -40, -306, 76, -28, 120, 96, 26, 30, -32, 336, -166, 168, -296, 29, 280, 370, -168, -464, -258, -320, 384, 362, -28, -96, 12, -100, -192, 392, 572, 262, -192, 721, 32, -266, -58, 12, -64, 648, 635, 180, 47, -504, -126, -472, 388, -224, 32, 66, -388, -12, -392, 496, -96, 64, -268, 38, -4, 13, 28, 192, -196, -296, 412, -404, -176, -480, 18, 124, -12, 360, 30, -232, -220, -232, -78, -208, 24, 300, -266, -64, 144, 658, 146, 65, -200, 490, -528, 438, 48, -688, 100, 32, 160, 217, 112, 208, -132, -18, -248, 272, 64, 37, -236, 134, 0, -512, -210, 416, -32, 671, -206, -86, -30, -672, -528, 24, 216, 110, 414, -106, 212, 344, -632, -66, -24, -124, -20, -78, -408, 60, -238, -464, -348, -224, 84, 312, -180, 72, 158, -328, 96, 734, -33, 120, -392, -20, -532, 356, 124, 600, 597, -42, -344, -68, -22, 48, -8, -354, 152, 115, -36, -608, -78, -112, -304, 484, -18, 40, -228, -42, -296, 640, 512, -1672, 108, 74, 0, -8, 24, -824, -104, -538, 94, 8, 216, -680, 154, 48, -184, -10, 2, 313, 64, 62, 268, 468, 144, 368, -408, -140, 47, -80, -80, -432, 124, -48, 336, 66, 672, 683, -22, 194, 16, 210, 56, 144, -44, 292, -254, 168, 240, -368, -60, -622, -160, -34, -76, -88, -8, -232, 24, 446, -168, 152, -42, -256, -524, -82, 206, -472, -372, 338, -40, 188, -6, -474, 270, 16, -284, 728, -518, -552, -160, -36, 384, 13, -224, -456, 188, -572, 12, -120, -354, -402, 164, 368, -64, 288, -232, -536, 547, -92, -284, -6, -420, 120, 184, 33, 112, 124, 352, 444, -44, 208, -224, -898, 190, -776, -54, -570, -566, 420, -260, 144, -676, 118, -136, 424, -24, -234, -112, -56, -244, -624, -16, -488, -78, -260, -468, -836], 'weight': 2, '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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 60, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007199288303465, 'source_is_minimal': True, 'source_label': '8041.2.a.c.1.5', 'source_level': 8041, 'target_conrey_index': 1, 'target_dim': 60, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007199288303465, 'target_is_minimal': True, 'target_label': '8041.2.a.c.1.5', 'target_level': 8041, 'twist_class_label': '8041.2.a.c.1.5', 'twist_class_level': 8041, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
• hecke_orbit_code 9007199288303465 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '8041.2.a.c', 'level': 8041, 'portrait': 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2ou25wQKEtiBEkWsrgq6Q8DQi0Q1rBhyjA3mbG0GrHaFwzSgOWeYPOkYbFtOHFeUQtCNs/A9g0xm2YHbJwdsnl2yPZNlks3K66+JKCumhw9McFXnwp55EDKE8cTMtXhW1/c5i0vtNTVLAeOT3H0jOb0hYxzObgPLVhuvnaef/fOZS6Zm+TMhSkuLNdZbGuW25J2J2O1Z+gO4NCxBfadaF/92P5zLzl68txlx06f/9ytr/qO+J7b//rZhsTf6/GPmsGXl9sMYotW/OpXHjn0wp/77Q/J73rxsRf+m+84oy8sbWaxPcliu85iO2SprVlsw1I7Y6mdsLiScW4FDi8KNsyt8Mvft8jz9zQ4eX6GMxeanFnQnF+0nFtIOTWfcaGTMjUz4EXXd3nBVRDKOpGKOL9U4+yC5tySoDeENDXUQkOzljE9mWKA4+dSVruwY1NAsz7EWgEipNs3XLp5yOKKBuukyEoXhilYLEvtmG0bAzp9hVAWYYZM1AIu3TJgpSc4fkaTGc3shKRVE0QBpKmgN5ScW5KcXbScX06JogEEKbde0+WF1wo2TNRZXJ7g5PmIMwtwfiHl/FLK6SU4vGh53jUL/MfvW2bz1AQnzs1wbrHO/HLIQluytJKxvJqw3MlY7lgWOnByVbC82Oa3/80w/d7XB/eqmX9udP3ae6UwP5+ZgFp94tmGykUf/2gZ/M/+4qO84Jab+Jmf/qlf+dDH7vg37/nLL13+1PHVyw6f7skXXtdn11ZDmmmskWAlFgFWAhKBQAiLFpZQwpnFOg8ckly/e4mrLhnQqEGgJWGgCENNsy5pBJJeN2D/sRpfeCTk+IUhq2nC/pNDNs0u8cYXLXP95R2ed1WbYwspCz1BIxpw5Iylvdrkul2SlUHG3mOKVkPz9HG4YqtlEGcMshCtE6ZbsO9khNIZgUzRAfSHkudf1aPfk1x/ecZqP+P4mRY7NyuajZiVoWXjVI/l7iofvgMeO5rxxNEBO7YucsOVq0zPxLzh1g7f+VLL7s0tsmSKo6cnOXwq4OQ5w6kLCacuZBy+IDixkvCcPfP88vd12DQ1xclzM5xfbDC/ErLYliy3M9qdhJVuxkrPstyFc13F0mrKzVcv8hPffkHWtLjs3JnTO7vd7JaoubPebE1/8f6vfIL3/PFfPNuQWffxj5LBP/iXf8POHdvU03sP/fvjJ8/94sNPHlOnF2Lm+4ozXct1O87zWz8+z427G5xbnGap3WCpXWOpHbC0qlnuwHI7Y3k1ZamTstCGk8sCXR9w27VLfNdLY3ZubLLSneDCUp35pZCFtmCp7STCcsew2jesDi29QcrsRMKlmwwgiALLqQsBQkbs2KjYudWydWOP88tDHj/Y4rlXWBr1ZZ46NEOrGRPHAbPThv4Arr50wAfvmOLKS1KGQ8vcpCTJ+rRqEU8fG1APmty4J+WJIzHnF0O2zUbs3AKXbo5RKuHUAoSBRQjLjk0p0y1Jpx/R7QWs9gKWVhVLK7DYNiy1MxbaGefasDjIuHRbl+962QK3XaWpBROcXZhgYbnGwopmcVWw0jasdBxzr3QtS10411GcW0l5/pXneNePL3L5tiaLKxMsrtRZ6U2haruzenPzr7Smd/zHfudc9qKXffuzDZ01j39UAN+//wC1eq1+5vSpSx959Om3Hz1++j8fOnKKYSpZ7cNyT3C+JzmzmvLcXRf4zR9f5IZddS4sT7O43GC5U2NpNWB5VbO8Cu2OYaWTstxJWVq1nG8LznQtiC5veXGbNzzfsGtLjThusNyusdINaXcUy11BpycYDC1xaskyUNISBVCPLFMTlo0zCToYcPhszJOHIkza5HW3xOhghYf3TnLZFvjMAykvvi7iQrtPTSvSLGFmGtIkQAcpi4sNXnTTKp+5r8XOLfDQwSEBDV77fEMq+jx5OOPoqRpahmya1kw3BfVIEIYCJSA1ECeWQQydnmWla+j0DCs9w2LX0s8ydmzv8YYXtHnLC2MwLRZXJrmwVGexIIM2rHQy2t2UlRzcyz04s6qYX8143p7zvOvHL3DNjjrzy9MsrzZY6USsdALaHUFjYhv11qZ/u3nbVX+1ffu2E4PBoH/FFVc+21AqH/9oAH7i2CE2bNgQHjx06AcOHDj47gcfekwsLnflMLZ0h4Zu37Dah5W+4HxPcbaT8PzLL/DrP7LITZfXWFiZYmGlycpqxEonZLmjWekI2h1Lu5ux0klpdw3LXcuFjuBs2zA91ePVz+tw61UpOzYpJuoBq50aUSABRZxKjBEYC70BIAzTrQEHT1uMjbn9oSbDXp3Lt4Xcdn2PxKxw1yNT3HhFwMFzXdrLE7zg+h5ffDhi04xl73HL//HmVfYei9g0I/nCI4rbrlYs9VY5cnKGG/fE3PVkn3TY4NZrQnZfMqCfdvn8wwoyweFTmomGRgvo9SXGCjJjSVJAGnRoaHctzVbCJVuGvPDqHq9+bspss8b5pUkWV+osr7pzs7wqaHeh3Ulpd1Pa3Yx2z7LUk5zrCBY6KbdcOc+v/Mg8N+ysMb88yUqnQbtbo90N6PQ03YGi24fU1Myuy6+zl+3c/RO7dl/+/oWF+fiqK/9xgPwfBcDTJJVx3HvjIw989vLVTvquBx58OOgPYRBb+oOM/jCj2zd0B5bVPrT7kgt9yZl2yq1XX+BXf2Se5+4OWVmdZH65RbtbY6UTstLVtDuKdg86XctqL2W16/6tds8y3xXMdyHJhtxwRZ/NMxndnuX1Lxhy2WZDmkm0tMQJ3Pl4jRMXamyZTnnqcA1Mg6u2K2660hDVejx8sMf8QpNrL2syMbXMfU8E3HxFjcXeCsvLE2zebHlgr+J7XtHlwb2a7RsDFrptlpdmuOnqHvc9lTFTn+Lay7tcaLd54Jkp6rrJ86607Ll0ALLL40cFG2cSzs8n3PV4wCBRSAmZsVy2JebVL4jpdBVbpw03XQFx3MjlW8RKN2C1p2h3JatdWO1lrHYzOj3nmKz0LEt9yelVQbs/5LY98/ynH17muVdEnF+aot2ps9qNWO2FrPY13b6i2xf0BoJOL6PbS7nxpuclmVU/8/bv/LZDzUb9k0EYmGcbW896JnPQ7zGMe9939OAjv3X21MGZ+fklmnWJkC5QLB4uI28AixAGKS1Sah48sImff6/mzbct8Y5XLLFzW8y5xQmisE49CmlEAc26plOXtPoBk01Nb5DR7WdsGhr6Q0tnELE0X+PUSUucGk6fS4kiCwhCZdFS0OsrBAFpT/OcywS7t1ou3dZjmHX47IOKfYemec1zI266epk/+awlFA0u29bjifsU26YUcxM9aqpOnARc6ECzptm+SfDYvpib9tR56Y0LfOBTfcKgxatusQRRjy89EPOZ+5s8c7TOrq0NLtuSsWE6ZudcwnWXZShl0MoClkYUsWEqIk4COr2Qpw4GdAeaXl/RHUi6fegOLN2e+9s7/Yxu37Lat6z0Yb6nOL9saUy2+cnXzfPttw25fleDswsTtLt1Or2I1V6QA1vS7Qv6A0F/6AggyeDuex8MJidnf2v7tgeXXvTC5/+f3W7vA81m41nF17MK8HjYAyF++Pjh+391/5NfnumurhIGecYREAh8o0cIEMJ10ihp0TIjlJInDm7g0QNNDp65wJtf2OWF1wyYak2w1G7QXK0x0Q/p9jSd/GL3B5reUDMYWgaxIU4sSWJJM3fEaYg1IJUg0IJaKJhqCaZbsHnOsH1Tj7npNp97GO5+NECaSV7z3IDnXNXhnmcS4sEEtz1H0O73ubDY5NY9hrmpHnUdMUgV86sJygies0fTaA15ZH+Nl9w0yQtu6PDIfgV2kudeE/JD37rEFx+L+cKDTfaeqHHpBsXmmTrTrQaTLahHEGiLkmAs7D0qyDJBkgriFIYJ7m8cZvSHhsHQ0BsYekNDtw+rQ5jvSi50YGgGvPLGJd74wjb/5FWGNJ3g3EKT1W6NTj+k0y/AregNHHP3h5b+wNAfZsSJYRgbjp88y4c/+tmZ7iD7v771tS/RnW7vva1nEeTPGsDjwRJSZj90/sRdv3ru2B0bA9llohkwTCwI51i4sk2BEAohBFKClAYlQSmLVpZAGeqBYKFX50N3bOdLj67y4utWeOcrV7huZ5fZqQaLKw06/YheP8iBrdwRC4aJJEkFaeqWepsvGkpatIZaCI26YaaVsG1jj5QuB08nfPiuGkdONpmK6tx8jebW61d54ECb2786wS1X1Lh0S48P3iFQImKilbDSHWIsKAEbJnqsdkJMWueNL77Ahz7TYPf5Gm+4pUecLHLXk7MkWY3nX7ORN9y8yhWXtPnSIz2eONng8aMh22ckMxOCRiQIA3cTyvzmNxaMsSRpfrMmlmHibuRBDP0YOgPB8lCw1AGhB9x45QrvfPUKL74mY3aizvJqg3bHsXa371YCB2xJbyjpD6CX3ziDoXHPsWWYQGIUJ8+2+dMP376x07e/+uZveZE9d2HpjzdvnPl/B8A//De/ztvf0mAw/4HvHwzNu7oXDs1FssdkK2IwFChlEUIhhURIEEIihUAKiZIaKTOUFPnybAiUJdSWuhYsDxSL7Wk+cmeT+5/qctsNK7zzVSvcuLvNbFYnTSN6gxrdfkB/qIkTRZJK0kySGYGxAoFFCksUGhq1lCiMCYMhpxeHfOohyaFTIUdPTaNMxO4tIVfvVDz3qlVUNM+Th1tsm2pw7S7YvGGZpdUJrtsmSY3lcw9GDHuSqWbKa58/4JN3JZw41+LKywPOrgx4+kjAJZumuWHnPPc80eG+pwXDOOSqnTNcdUnEVds7HD67xKHT8OC+BgePNGloQaQlzchSC0BKF1RZ627WNIM4hTgTdIeC1YFgNYHYpBg74HlXrPLOV6/y4usytsxEDAaTLLZrdLoR3UFIr+8Cyd5A0R8KegPJYOj6Rh2os/zGcTfQMHaOTj9RnDvV5t1/cefG+/aeftfMJCnwJ6tDK+Ihdm7yf13o978U4D/1X97N29/yCf7kQ6/8J1dsevp39mw6PtUIpkibTfRQoIQDlxAghUVKHFtLgVQCpRRKCbQyaJURaEEYGMLAEgWWRpgxVRN0hgHLq9N89O4J7nh8wKbpHm9/WZurLhkw6He5dqflks2KYRKQZYrMuDS/wCKlIdAZx89bjp4TrPQNn7inwemFaWwcMF1TbJ3V7Nis2bUNrt29ipELvOeTTZaWJrnlKs21u9t86XGBSAM2TkuajZReEiKtS0opHdIeCM4vCa6xDV723A73PlJn61zILdfO8IPfusD7P9Phwf1NuoOAxZUWO7fWuXJLj+fv6fAdL+lwZmmJT9wTsdiLOH424PTpkEAJpHSJLmMtmYHEWLLUMD2bcP01PYbDhKsuGfLWlw3ZOKmYaUUkSY2z8zV6/ZDeMKA30PSHBbAl/aGgPxQMhjhADzOGsckBbh2wkwLcLuPbSQMOn2iz78Sdc299Zfibew88/G+F5Yewg7v/V2LufxnAH3voXTzneYn4uV9/7dtMfOiPrt78TGNiIqDbGdIwCpEDW0iLVKCkysFtkVKipEQrgVb5sxYEOiPUglAbaoGlnlgasWWyljFdF/RiSSducvRUk1//ixkwKSJNee71PXZujklTMNZgrZNEUrgbSQch+0+E7D1Uo1nTtELJXEOwYVaycUazdYNix5aMK3eskIlFfvdjExw/McUtewKuuiyjn3b46pMRU/WA2UnLVCumUXdSyBhJe6BY6loW2xntbp0XXbvCQ3t77DuhmJqo8fxrpviRNy7y3z8Ojxxq0u1bVjqa80sTbJ5rsHF6wI7ZAT/1th4TjTZPHIX9JyVBYPMV0AXjWMfmaQqXbc647bqULAlI0ghrGwzigHMLIf2hW9EGsSrlWz8WDIaCQSzpD8nZ2QF7ODQMEsfY4+DuJ9CJJUuxoJ+lmG7Co0+c3XDi0Ps2NPnSzkv3vOMrv/u+/2b/xQ/+5P8+AP9n/+mD/OT796hvf+Cet8Tdo3/yux86UXv86Rne9ZOrXHlJDxdOWgduGaKkQcnAPSuFUirX25JAi5y5FcNAMowNUZwxTCz1xDBMDHFsmUhhmBiGKcSpYJBIhllEktXYd6jJ4/sgsxYHbaeNAwmhcjUfrQiu3QITdZhsSqZbitkpzcYZuHTzkC0bVkjsEr/7sUkOH5nkpl2KXdslu7cv8+WnU84vTvLcnZLpCUMt7BPJCKsEaSYR1pJmMcvdGucXA266qs5z9nS455Eam6YFjVqLm/YYfvIti/zOxw1Pn26x0jWsdBTzy5q5qSbTE3WmJyaZaCRsaCbsuCkmClICnaJUhswdKIu7qZJEcWFek6SKJFXEiWKY5M+xZJhIhrFkEEuGsXABaixyELvzOoxNHkw6ULv33c/1EwfwTiJYiiXdYYoZ9HjOrg7/5f9Y5bYrvsKDhwfvuf/eP+/fcttlH/uhN/xO1tz6L7/5Af7Lv/khZiZqqmafeevH7uh+4N6HVmpGz/LZB4YEfyD5jz/W5urtHZTMkNKipEHLEKUsSukc2JZAKwJtCWJJGAh3EQLBMFTEiQN6kljiNHOuSOodGaSZJcsMmcHpbUMJbiGcFNISggAiLahFgkYkaTYUkw3J9KRg40zKjs09Ws0VPnZvzF1PzrCyMMH1lyp2bAm44pIBmVjhcw82aAaaDdOKVmPAk4fhmSOa6y6x9IaKG65IuH635dzZjPnlkP6gwetu7vCVJ/ocPK1o1iVROMF1uwz/8fsXufPpPp+8c47FVcuOjRnLbc3UhGKyGdBqBDTrllpkiEJDpDO0clJL5q2V1uISVkaQGkmaCdJUkKSSOBUkiWSYOOclTgRxYoljGCbOHYk94hgm/gGDnLV7iaCTSFYS6A0TZNLlpp3L/PKPLvK652cMhxM8f+feWiwaf3b2wMQ/Te32vz617wPZ9qv+6Tc3wBthJlfay+84deLM7x86fKrWnJqmlxoyVePv7guIY8VbX97hba/oMj2R0enVUTJzBUkqIFCGMFAEsSbSikHgmGYYSOJQECfCXZxEkaQQJ9I5CGll+6WZIcucu5DZ3CnJ3ZLCnVHSyZ5QC6JQUoskzbpgomGZahk2zQzZMN0htSt85CuS939mlo21GtdfKrh0S8BlWw07tizzsa9alpZqXLVZMT0BrUbC+WOSC8sR4U4YJoINk5KpKTh41LK8aji3UOOKy2q84rkdPnV3jdkWRGGIklNct1vwo2+4QCAv8Hf3TPPM6RqbVhM2TqVMNhWtuqJRl9QjTRRCFIDWzmGSAqTwQI67sTMDWSZIM3KgQ5JZ4hSSJHOkkOT2aWqIU0OcwDApXJncgkwFg9Sx9moi6SSGeBAzGa3yXa9b5G0v6/Lq51pWOy2GccQwCen1z9asnvkjETY0MvxLHM98cwL8A3/+cbLMfP+9Dx75zWNHT05samo6saUtJR0ZMZSKzz0U8NWn65xdXuT/eEuP6YmUWuQyjlplaJ0RJ5ogyIgDTRg7aRInLpXuGEc4JspZKU1d4iHLnJNgjAu4jLFFD2cObgdwF7gKAu0AUougUTO06ilTrZQNU33mple4d1/Mn91eZ//RKS6bDNi9GbZvDtm+Ca68dJVeusoDeyeoq4AN04qpFky1hkxPpoShRgh3c/WHIUurCSs9S7ubcmE55NLNLV5w1QVuf7DH/tMTNKKEQIUIMcnubYrvfdUCz7vyAn92e4sHnppisavZOJEy1Uhp1CT1miIKBFEgCQIXqyhFbh86lFtcD6sxlEBPM5Ovbrm1mBrSzBCnljSBOLXVkThXZpA6Uumlgk4q6KTQ76eYtM9svcNPfOci/7/v7tGIAtqdOoM4Ik5CBnFIfxDS7Z+aULXwdyfnrgufeuTv3n/dc7/tmw/gKyttpJI//P4/+9ivnjp1erYRCaS0Tu9KCCWsSk1PNVkZaH7zrwL2Hl7mjS/p8bIbO2yaG9Lp1OkPI4ZxQJQGDANNFDp7rwB4kkji1C27SZp72hm59UfO3BJjqcDtskilS6OVS5iEgaUWGuq1lFYtZXpiyJa5Vc63e7z7EwGfe2iGpeUml28QXLpRsG1jyPaNgp1bB+hwhQ/dpTlyssmeTZLplmSymSHlkNPzlkhLpABrBXGi2bFxlQfJWO0pllct55fq7Nle4zte1uavvxRy7HxEoBOECDC2SZJKnrtzmR3fvcrnHunxwc/N8PCxJtumBXPNjGYtoxYKokAQBi5W0QoXOEtR1mRY3E1mLM5pyRzgC5CnmZN0DuwQZ67WJS6SR6mgn0InlXRT6MeGtBezfW6Vl960zJte2uP1zzVo0WBppUachAzjkDgJGMaa/jBgEGv67XOzurbrXc+55dtVv7f63nrjf05N+f8UgK+stAmC4Ae/eMfdv/rUU89s1AqiQFDoAlerLVxQlwq6osZqrPnQl2vc+USHm65a5btf6argZqci+oOI/jAkCgLiNCBOdBkopakiySRpKkkyQZpKskyQGVFpbSMoVYkltyHJdb7NZZAhCjPqUUqrPmRuqks/6fOlJy0f/vIkDzw1xXQYcN02y5YZyabZkK0bJNs3xezatswTx/p84isbmFSaDZOCiaZgopHQ7mV85qs1WqFziYyF/lDzxtuGfPp+VxPT7houLGu2b2zx5hd2eWBfh70HQ5pRipLCgdw0GMRO63/vK9rs2XKBD925yn3PTHFiuc7mCcFkzdIIDTVtCAPQSqCku5Edk0NRfmRyqWZMtcKlOdAdQUCSCZIsB3bm5EgvFXQzXMwTxzTrPb7rNUu841WrPHdPxqaZgH6/SbvjWDtOAoaJJk40w9gdSaKIE8Gxo/s3BvX7f/Xa628z3c7q+5qtbzzIv6EAX15eYWGpS5rxfV/88t2/8dnPfXF2cWmFQMs8Q+hgJoUL6JSEQFpqUtBRAb1AcWo14sz9De5/sstfX9/hra/o89rbBsxMhcTDiGEaECcBSRKUjkCaKdIsT9hkFcCNzZnbVImFwo5U0tVxaG0Ig4woTKhHMa16n4w+X3xE8hd3TPHU0UlEEnHZtGXLlGVuSrFhJmTznGTrhoRLN69ycr7DH3yySTqss327YKqlmWjCRCNBBDGr/SZTLYsQAmshSSUzkSI1KZ0kpNPLWF5VnJ6vc82uFj/2bSu86y8jjs830SrJbwxNmtYYxJLNsxHPvXyV63d1efr4aT785Tq3PzzFmXadZqRohdAMXAIsUKClS+cLMVpdZwBr3E2XGUFmIc2E888zQZy5JFE/E/Qz6KeWNE0xyZDZWp/XvXKFt7+yw4uvS5msa+KkyfKK09px4ogoTh2440QRx865GaaK1AgGvWX2PXHHxlpof2P3npvTzsqpPxVqgmbrGzc/8RsK8H6/z4bZ5pvuue+h//6pz3xhot1eRWuFMIU8cCwuC1aR1jkXEsLMUFOCngrppZoLwxp/d3+Tu57q8fwvdPkX39nh6ktX2TilmGhoxw5pQJrqEuRZAXAj8x5NJwlsGVDi6liUdckinRKFKYGKWe0nzK8m/NeP1Th6YZpH9k5hTchsXbBxzjI3KZidUMxOBWyalWyeTdm2ocfs1DKfe9Tw8DNTXL9dMN2StBqSiYahWY8RwZAo0mjlfr+1kGWS/lDTHySkRtDpGzpdy9JqwLnFCW69sssLrlnhQ1+oUV9SaJk4QFpNmoXEievxnJuq8bzdXZ53eZcHX3qG4/OSP7t9igsrDU4tRoRK0gwEYSHDpCOXksgLqYJj8tQKUgOJEQwzGKQQGwtZCmmCVEO2Tve5foe7HjdfnTFR16Rpk3YnZJiEJKnOCUjlAK9syUJOJomrmRFS0u+v8sQjd8xmRv/3y3bftDwc9D/xjcTkNwzg+w8cZMuWzeqDf/Hhy5/Zu38iHqzSqCmMIa8KFDl75jUlwqIEaCnQyhKmligTNJSgrwU9HdHPAhbjBrc/PMm9z/RpRkP+6evbXDKbsmNrn1uv7aCFaxETwskVl5V0tdLWesyd++xKOM/ckoJMefqo5KF9mk890OLpEy3itEFLKzbULTNNy3TDOh98QjMzqZmdEmyeSdm6oc+WDcvc9dSQ93xqI1umNBsmYKKpmGgKWo2UejTk3gOKQawJmg5U1griVFLTihv39Ln/ySlX+NTPWFkNWFiJOL8wzY+94TynFha5/7ENBBIQCQZIcwANY0m3r5lu1ZiaaPKCPT1een2P7375PPtOGj79QI0H9tU5cKRJKjTDoaKXKJSQCCHGAs88J2ANqbFYYwhExmQYUyPhBTd12bllwPa5hHe+dkg9VDRrmjhp0O44tk5TlRNODua0OKQDeCrLGMkZAS5WMlZzfqFD74F7J06dvnD5677lO9XxY4ezHZft/scD8L17n2HD7HT44EMP/UCWpb/ZXlmiUQ8cKxiLyCgtKylcdlIJ4Z4zi84gUYIgs0SZpZYJGjpnkUzTzzS9rEank/EbH5rGpgmbNgy45tIBs5Mpb31Fn0s3xiSJyPW2BI+5yfWnlAYhBR+9s84Th5sIrTl+psHp8w1qdcVkJJhqWiZqhokatOqCyYZioqWYbmlmp2BuKmXT7IBtG1fJ7Aof/coE/W6TK7ZbJhqKVkPSqhtatZQgiPnc/TWGPUmwEWQOpiSVNOuK1z2/z92PGrpDSbefsdrTrHQ05xYbXL2zxVtfvMojTzc4vtRCSQMkuV4OSDLFMHGJme5A0+6GtOoNmvUhV28fcMuVA05eaHPs7Ao6yHj8iOavv9xAKFe4xvj8QWsAA9aSxBk7NqW8/RV95iYyrtxh2TQLWRowjFukacByJyBNFElWJY/SfCWNU+ViorzOJ/HBnXvwaW5TZpkgTQMuzC8xuzH5zScef6S3dfuO9x84sDfes+fqfxwAP3P6FEuLC3tOnjr17scefUjqfOxYlllkZsmEJZOVNClS8CoT6DyoCbIiISOIjKWWWdJMEBtLnAliIxhmAUMTkBiY707w5ScMloy/fcCNbMCa/CiyeLlFJoqKRIlUijTRSKMJtKQVwc4NlmZgaESGRgSNSNCsS1p1J4cmW5LpCZidTNkwPWTrhg4Zy/zXv6lxz5Mb2T0L042cvRuSVj2lUY9pNvrU6w0iJVEy1+A4OZAkAYO+oD/M6AwV3YGh0zeuZa4Zcur8JC+6ZshPvu08v/XXmhMrEUIYrE0wmSVJA+JEMhi6MtZWX9OshTTqNRpRg1qU0KrHPPeKmDBIuPmKlHe+sodWaZ4EMm5l9UV5LumMkQghiQIFhAyGmsVl7ep2siLmyY9Uls9JJsnyZwdsMfKcpqK8xmkmyPLXWeZ8+IceekgmmXz3aqf3leFw8NQ3Apv/jwF+++c+QaMR1E8cP/yWQwcPilqkMVaQZkVTggN3ZmyeqbSkEpQClUKmKs86yBzjO39WkBpbRvaZcV8nBlIjiI0ktZLMaBITkeW2l/8os5QCtBBO7yuo1S01bampjCiASEMttNQjQT2UNOqSRk07gDcFUy3DzETK7NSQjTNdtm5c5D2fMnzw9k1cMqWYaxkmmopWQ9FsQKOe0aonnF00HD4bUQvdDQ1FpZ9gEGt2bjZsnhuwOgjpD2zO4pKVjqZVr9FqTPHOV17gyNlz/NEntqGlxmLITObORaoZxop+7IqiejVJY6CpRwH1KKPdcTFGGGQEOiMIMrR0jRJSZnlhmztc6YoARA5yQdvkVZbGxTVZJjFG5Ras+9qBtQjwCyDLEsRJJsrXaSacnM8EqSkATsnkwwQeeeRxsXt39y07dlx2+KMf/Vj/O7/zLc8uwKNQh8uL8z+3vHj+52w2lLVIkmYghSTNAZ1JS2oqsCvlPFclHZhVRulZZ7msyTKbp9WLw1Zp9rxSznm5ogyUfM0NhSQqXBuDluSpfwiUINDW+cZaUIsktVBSjxT1mqJVl7QalslmxlQrZWZiyNx0j0s3LfLAgSEfunMr07WITS3DREM4cNclzZqhWUtpNYY8sB8e39fg8g02171V2rw/VNx8peWKS/s8+NQUvaFrz+v2dQ7ygEatTr02xXe9ZInHD1zg/r2bwSqMyVw5bGpJE1vWk/SHmsbAUq8paqEhCgOiMCPSBq0zAu1KjJUyeRGbq95EWASVnquCc1dCbApHyhT2q2fFFsA2BSsXX+fsnFbfSz3GdiRWgNsRXJZBf9CTp8+c+/e1eiNsNlu/AsTPGsCHg54cDge/9PnPfOj/XFk+G4aBRpZ6W6Ay4cAtLcq4Z5ODOy2Abiw6Z+jMWExG+TorMm62yLxZTJ6JK5IV1lq8zPvIilvqfq/sVivhAF4WbbnsXxQqapGiHgkadUGrbploZEw2U6ZaQ2Yn+2zdsMz9+/v80gc2ceLUFLvmDFMNmKgrmnVFswbNWka9lhAGA9oDi5KKQFmkrD5ZZoqlO2SintBLDb28zro3yOj0JO26otGJqEUtLtuc8B9/oM1/+BPJV/duyid5GbLMkGZpnkpXDGJFP5LUh4paKIlCSxQqIm0IAuf3a2UdwFW+ouYyRQg72qCbp/ZtTiI2r2XJcsBnpnp2gJX5sygBXr5Oi7+5ArYjNFs+u3IK9/Xx46fCMGr8zA/94GuCbq/3b5uNxj84nf8PBniWrGDt8FdOHv7yv+q1j9WaNUmS5UyVa+1MOjmhpCglijEei+dMbXT1hxpjyzSyKT1asMa6LvK8BNQ/GAN4LrvzwNJJFNck4ewynbeiBVoShW4AUC1yIxnqkaVZM7QaGRONhMlWzMxEn60bVrh/X4//8P459p+YYceMc1hadUmzIR171y2NWkajlpBkMX/+hRZSKQLpHKOSwW2xrAd872uW+fzDMZ04opcDvNtXdLqKdqSphRFRMMGVl6T85x9a5N+9X3DfU5swVpIZl1ZPUldoNowNw5ord40iQS0QRKHLbIbalhlbrQxSOW+8qLsvAV6lPIGcRHC5hEJeOcBTJdMsmDK5Rs7ulCtulrN0atYCu8BA8TrNDKmRPLX3aO2jn7jzX7/5ja8SFxZWf37j3D8sCfQPBvipk0ex1rzg+JFH65ghWuscXSAzyIQgk6BMDvQsB3qZHnZ/UMnMmSVTFUMbU7VfOaALV0dRgLo48WOfqwB4UYOhysBWlHXkDuCSIJCufiMU1CI386QRZTTrDtwTzZipiT4bpto8sK/HL71vhqePz7F9WjDb9KRJTdOsufqVei2lHsUEwZDTi9MESqCkyW25KsjMMkmaKrZMW9I0YTWp5Z0yhv4gozOQ1HuKWhgQBjUCPclV21P+8w/O8wt/DPc/s5HMSAfwzJKkWc7khmFkqMWSQahKCRYEEGgn0VydistByMIbz5/XwbiTK+RJIUSZHDJ5cqjIFpcrbvE6q4gqLQmskJujOBgBu7H0BkPuue+h+g3X7HqBlPLrwfEbC/CH7v88aZo2vnzHF0OTDNBSoZSrc4BKFsgMlMmBrqoqNiNFXtnnsbYuwOzLEFsC3RZypHh9kc8mRVVE5VwbUYJbSZk3ShTyBGoBRKGhXrPUI6efG/WEiUbMVLPP3HSbhw8O+HfvnebJ4xvYOqXY0DRM1gWtmqRRUzTqgnrN3Rwu1R9z/15BdxBSU+Q3mdPgRRNCZgRJqmnWFLde2+GBpyfoJU6m9IcZvb6iEymiUBEGYa6fp7j6EsOv/cgFfvYP4b69G0mMJDEmb5auejCHoSQKjWPvoKqj16o4yGWKd73yLO96IC+SQrYAeA74LM8U+6ut8aVllhNYSWhV4Vv5dQaZMR743Wg90g6f/9ynw1e88tWNj3/iM703v+kN//MBfu7sCWbntk09cM8n/iCU/ZcMbOYYE5uzlc2XKEtWANmvwVbFScjvciXWZ20P0KYEdtUUjLWjulu4giLXxynKIiNVAhxUXjEYaAgDCANDLcwLrKKMei4vWvUhk60+061VHjs05N+9d5rHj21k85RmQ8MwWYdmTdCsKxp1RaNk74xalNJqDLjr8ZCVdo3p6SpNXgDG5No0yRQbZxWvfE6Xux4yrosmNh7IJbVAUgs0gQ7Ruo6Uhqsvsfzqj1zgZ//Qct/+jSRGk+QVgK7s1TF5lMiyujDUEq3zIiwpULo4N5Sfr7gJC6kiiqo0qoTQ+GG8Z2O853LlrYBcHRWL2+K1dfGXXxSXpCnzS92XHD127I+/73ve+uNHjx5f2blzx/9cgHdWztDvzv/s0sKxdyTxIrVIlxF4Ubzj3JEC3KJ8Xd3ZonxdyI+slCGU7D0SSI4zty0Kt0QJ8iJ/Ib0ab6WqikGtcPUZ2hIErrG4FhpqYUa9ltKoJTRrQ1qNATOTbR45MOTn/nCOx45sYuNUwMZGxmTD5uDO2bsmqUeO/WtRSiOKSc2QThwhlCQoGLzU4CJnurxALAlohgNXLhDXmC5APsjohY7Bo1ASaE2giw1oLdddZnnXj5/np3/fcN++TSRGM8wEcWZyFhfUEkMUWMLAtfXpPO7QypUIKynz85N35RfPXmFWeWP6sc4YuEsS8oipAHe1KjMCbpuv4KOlzNW/mf92Tp1ZYPLA0Xfcd/+jh+M4+YX/qQy+vHiKqZltO7765fden/ZP0ayTJ1iKO1yU2kzly5Uq72bhgdl6d7rIC6IYCSALsI/Xk1h/zSxY2w8qi+U279BReTCldd4ZlBchFdWDtSDLdXNCvTZkeqLHZLPD/XtTfv49czx6ZBMbJjUb6hmTNUsrB3e95uzEAtz1KKMWpkw0Y/Yes9z5SJNQSgJl8iCu8iiKpTzJFKnRvOy5CZfv6nL4RJ0NDfIudde53hvkLKwVWgcuQSadd33tDvi1H13gF/7Q8JWnNzBI6gwzSZxaGnkNdxTgQK6L1cuUva1SZeUKp6TwAC48kLNGr1Qgt6MA91baCuAF+Cnt3dHXOdBt9b5PZNZI9h8+Q+3LD17/iz/9ozuOHD11fNfO7d94gK+unCGqTV526shXf9skS29Ssks90qVUKKr2nC9tS+AWrVLVez7YqyWtsqO8yN13Sda4JTlzj4NbFE3LlGDQKmdtbQm1IQgMUWCIwpRamFKLYhq1ITOTPZY7Pe5+Cn7tLzbzxKE55nJwT9UtrbqgWROlV+6cF+PYO3QAr0dD4ixj0K9RU+4mk0KMVPIViRQXaGqn5fWQYWzpJ8IDuCEMM8JAEwQSrVTeq2rLLOQNOwW/9uPL/MZfpty3b5Yz7QkGTclUZmmlllo+cSAKbO79F06KLdm7kCoFwMvPm39oH+cl8PKLYstr5YF9jMn9+vNi1S4MA+OT3fjKkF/3znKPM+eX3vTZL9yXvejW5/zrY8fPHLtsx9ZvLMD7q0dJBvVbVpeefku/vY9GLcTY1IHau2jWB7YtkjIi/6MqFh9xRowY09prAV6cYl8VFhdB4AdLxbgJ6w0HcmWxgTaEZXmsA3cU5uCe6TK/3OdX/7zBJ766gYXuNBsmJRtqObhrTnc38sCyHkkakc0Z3GnvWhQDMXc8FrKchMxGjNRjI0ZXqCxzzQ8TkeYVN/W4f39MJ4mYLBp7Y0M4dLXqoXYA18qiZICQLkGDhasukfzWv1jl0/f3+ZX3beLUwjT9Kc1UKGilhkYKUeJGL4fKDTQKikBTijIILp79QN2/MYUoe0XK60N5nUbZnLJK0X/fB/+YZvccsrXPigcePcTGjZvfUm80/7zT7R/7hjJ4mnRRunHFwuk7/+Ww/QjNhsHYzGPnCuAVsD2Q5+9Xd60Ytf3MmA01ztq+LMlPdMEsRbq5rFAsAK4sWjpga+XAHeiMMMgIg5RamBCFCa16H6173PV4xh9/ZoJP3bOR2EywcUIwV3OyxFmAhU+u8kPkzO2zd4LWQ+59ZoperNnSKD7POIMXQbartKsFihdc3Sc1DuD9RLiu9dzbHgyNCw61yFmcvDvK5mATzE0J3vHyLq3oDO/7TJ+7n5nlXFKnV5NMpJamtg7kOo9DlM3jEpuDvDiHoqodl247geJcj+8oWEqVgs2pgMkYYRkfsJ588b+33opevJcYze1feZrrr9vzL9/6xhc9utrpHZxoff2RcF8X4Dbbz5kjnyGoTW7tr+x7qbLzNGoRaRZjjCqN/xLcHsArySI8+VGx/KjWFiPsDV7qvaLtHOB2TJoUWTl/tJvJa75zcCtXixEFCWGYUAtiGo0BYdjjL27X/PqfbuTw/AxBVGNzSzATZUxElmYEzbzDvh65bGctTwi5+pUsXwmcPFlYzejGIaFShNKWASben1Kcn6J2I04D6sGAzVN9Vnot+onIx625WCEIstzmU7ndqRzARwJXV/n4phd3ufmaeX7tzwZ88HMbWEqb9KKAZiCZ0K4GJ9IQKspmCF0kfco5NKLMAhcJoBFNPiJWxoG+VmKWkqOQI+Ms7cvVkhxdTJblZJAaxeK5Nnfdv++lwzjburjUPnjPYyd40Y2X/j8DeJZlbL38hZcNVh5/z3D+fhr1lMyKvMHAeMU4AmtkBWhTnfgqkCyYW4yB20smWFyp6zqfRWArNpHFIE4P4PnYCTnC3FkO8pRQO0kShUOioM+x8yl/9OkmH//KLEfOTzPRCJipwXSU0YpsnnovwC1zcMsyKVTLtXcUuhtnojnkY/dqDh6vU8sncJXtYlQoL8c4WKfDk1Rz1Q741ps7/PFnZ+k2NBOJmz0SxXncoAxaS+d+5IORHMgDj43cqnDpnOTnv6fH9TtP8YefmuHIuUmW0jq9QNNUgkYO9FBad+PkLlO5+hXntbAPIZ/2W0F6jU/ugdx62tx3WtYHtGdOeEeZBbVFcR30TMDf3LWf62646j2ve81tr59f7HxdqfI1AT4Yxqgg4KsP37W9v/zQ7j0zx5hoTTGIDWnqyidTkw+JLyvPqsKcAuAFgIv3quVHjDgwrMfekBcDFexdAVvko96KqkU3KCifraKKAqPUde7olCgaEuohnSzm3R8Jed+nN3N6cQqj6sxMKmZCy2RoaOTM3SjT9zKvU8mlSe6dl+AOXfZymMQcPBXRjSOmo9zFKZJOBQMWWVjr1aQkmommZuf2GBUN6MQt+qGgnrjJUWEur4JcoujC9RDqIsGrYsNkjx97U4+3vOwc7/v0Kn/00VkW+k36ukZNKxpaUFeWKLWOzaWTKlpW5Q1FlnOcyWEduTLusHjvjWpqMQL6opvI2Mo+Lpg7M4LEun7QfuYGC7WXTtNv37tbpen2F930smNZNkSp6B8G8L1H5pmbndhw8vzUR/7Lbzwd/MEvGG7Y1cPaGkoYUqVQ+Wy/oqTSsbQpmduvSiulCaOypAgeL8bcZSGnKMBeWGU+e+dVcipzANdu7EQYJNTCmDCIaQ9i7n1C8he3T/DRr8wyyFqEYchsKJgKDc3Q0ogsjbACdy2SRJEkyqWJSwzlzkQO8DBwmc+jZy13P9wgTgKipl0TYBaPMs2dE0OcKIJA88qbO3zoi132n2rSr7nRDMPAEqYQJIYgNiglnW8t3UDScrgPFXgyI0mNpBFpNk31+env6nH1pUM+eHuLh/ZOMt9vMlAhQaCpaUFdQiRzG7WwV6XNh56ONqswBnSfvX1GL0mLUTCP63FbANtWIE9zkCdGMDAwyASxMdj+kOdd0eHV130muHz7Cz9i0pXnYJbn/8EMfuNVU/Kxpw7c8hd/98XJ1MREkUHpIWEg3d2dKTKpc4AXzF2AXHoSpUjxilKD4kmVEsIeg48U/rgeHXdyy5SyKcs9ne62aJU5gKuslCNaJ7S7Cfc8JfjAZye4/ZFJltotZL1Gq66YCiwToaERWBqhpR6Ss7Zj7nokqYWKWiioheQVeiYHtyEKnP5WesiBU3C6XXOJlVzfjiZOqvoZx1wir3OXxLFm04Tgikv6PHkipZcEDPMZ32GMA5/KcolSJGpcWbL/8K3ZLJMkmasPf/sr+7z2+ct86dEOf/K5CR7aO8Fip0FbhnRDTagEoRRE+UgPLd0udUpUN6nKWw7HAT7WM7EukzsTwTluvg1YgDorZIkVpBZiA4l10iQzBswQzIAkTknjAaePfGqyI2q3ZMENn+VrDA/6mgC3g5PR5VsHv//tL3igeWrnPDu3JmAVgY7zQE+jpCnZ21hZ6XAj8t5IsFaWd3TpmBQg907Gmh1VRqSJHSnQd7LE5JrbuGlYMiMs3AyZMN9JuethzWfuafGJuye5sNpE1GoErYAJDZOB6+SpB+SyA+qhyA+Zl5zmujsURAV7FwDXKWGYUgtjrE2445GI42frzM0IAmlyHSuqRl8PBWX5aS4p+sOAHZsEr7ypx8e/GtNNAvqJoBa4ftUwdZOlqlVKlX41Qo7IFHdUq6rLmmrq0ZC3v7zPq29e5G+/0uHT9zS464kWF9oN+iKkH2p0oPKRHoJASgJhc6llUQhPGo7ah6Nh5xjAPea2iDIIzTxpklryw8kSl/wpUt2JA7iMOXpW8aefjejFJ5vf8nr5+5MTp68G+v/DAF9qG5aH/X8yWPnS1Pe+7ghWJCgE2RC0inOQOXA7N6XoZJeeNMlfU0mVcXC75zGbhLGA0gO2ECa3Aw0iB7jWGaFOqNUSBsOM/afh2BnFh78wyWcfmuDCchOCGnoioKEkrcDS0oZ6YKkHUAscuGuBm0noykyld4j8+zYHuSlBHgauPe3wGcOTRyMIgnyZt16KfsSCGLngWZbXTGdunPN1O4dcs73LvtMN+jVBIxVEiWWoyK09k7N34aYUFmSlVUqfPbcijVH59IGAQRxQrw/5/tcNeeOtK3z+4S5/9cUGx87U2He6QbwSkUaagdZI5ab6KkDnzwWTl7Jl7FqtC3Cbj40rNLetmLx0Sqganx29Z+4wqTtsAjZltSP4rQ9OEiUxG7c+yoa51tfi6IsD/NzCqkiS+Cf/6C8OTF2xucYtV0tuviJFhYZIxZjEkMQpJlMYq0p5UrB4FWC6JmAf4IU88U+Enw92WLBlQOlOYNGBYvItTDKiyE1STbOMc4vwhS9rDp+qc+cDdU4v1zl8pglRhGpoalrR1JamNs5FCCyRdoPjo4AcxMUh80PlACfX3Dm4g4wocOztbqyYo/Ow91iDQI7ag6VEoaoHr9yE3EkxRV9jwDU7+lyxscdTR1J6aUArEQw1hKmbCag8gEvpRi/4TA6jfnIpgzJZ9lEmWcAwCJmox3zva4a8+PpVTi+vcseDIUdORnz+kQZnFmtk/QAjNUmoEFK6lSLvypfkGU+oZIt3GSuzYIzFi/dK3zwXbDa3V8jrbK13xBkkGUKnSG24+cqEW/d0ue3yO+Ze84af/Zf/4vuPvUuIy9YN3y4K8Lvv/iuGccYH/3qBYTLDzm0x1+1OeOnNMVfvStg2nXH5jpjQCkwiHciLQNPKUoOPHBTMLbz1bDSwLMA8ytyeFFEZQZSRZJYjJwVPHlF84YEGTx0NeeZondVhxDCOIAhREwGREjQUNLSh7vnAkS7qNIqyWVcXHuWyJAwVYSjzG8BW2jvI8qH7TufXwgRrYs4vSYY2QmtJKC3as9nGCHw0uPL6HeM0QKDZMBMj1YBuEtDTwjkdSVUwppUZyUBKUcILCllIZdsWrWXFYKQgU+X4id4wZPN0zKWbEp67a0g/7vNPj7Z56ljIF+6v8eTRGkdO1EhSBZHCSgVCkkkvG1T87nUzQT53FUFW0RjugZqctU1RrJJBYtAYdl8Ws3Um4epdKS+7ech1u1J2bk0QWdp85ME735HZ4F3/Qwy+cuajxMMldfb0A+Lf/tBpfucjNR7fH/Hk4YjP358xGVou3Z5y3VUxr7l5yCtujMGmBIGl3nQFMiDACNLEAb4AdiVL1p4MNz/FzS8JtAVhENKSxJbewDH6sVOSv7w9opcoHnumxqGTEQvdkGEWgg5BBagJRSgFdQUNZakp3DgzlRceKcfaYSBc0sMHdyAJc1kShRCF5K6JS5kH2hAGaZ4RTajXYi4sZ3zhvhbtTsT0pEBLU5YMFDgYfxSEVQaERjIcKuZmFa+9dcDnH+pzot2kH0gnUzQEqSVICs8699hl5uxC/Fknsvwdxmrvdzigh5ki04o0yMc+JIGzUoOEZpjw4utSXnD1kDe/dMCBk5LH9wb0Y8UHv9Dg6LkAhKTX12SxKso3sboA+JhlVAB8JC1tiqgTkVmEsVic3q43M4LAIKzhFTcNec3NQ669MmbH9pTJ0DI3aRDacuCo5nc/EnF06Zh43vW3qP/7/V9I/80PvPrvB3AhLFFt+t27trRveNXNq/zh34WIUGOUYL4TMG/h6JLlvicNH/lCxoaZFGssN+2JefurBmUT6YZJw43XxTRr+Y1qi1H3623QWQ3Bb/cEjz+hWVyV1GuSB/YGfPIrNQaJYpAozp4LMUKT2AAjAtAaEWm0lIRKUJOWWg7sSFkiZV0NuM49X10xd1j0ZZbgVnmPpijZOwwMYVgUaGUle4dhglIxX35U8fGvtlChdnbbiP6+OIMXXniWFY6HYjAIeONtfT5x7yofvGOSblqjmevwoNDhSZGUsWW3kBCyBJj7VdLT+h7AjWPyVDsmD7Qi1RqdZg7oKkMpN0h/upZy25Upt16ZYMWQt768xyBx49z+7isRD+4NqUeChVXF40+FrPZkrpLEule4SgI4adKsGW68MWZuKnNDUjPD21814MYrEqyBDTOGmSmLxt1H1ghMrJCZYTCQfO6BkEGc3fCK2ybfbS0/9vdicGvPAxsnLhz/wyu7y2310bvqHDlWx2p35xa7+hkLQ2s53zacX3F35YETDT75ZbfE2MwyOW245YaYVt3VBI9VTq0BOLnrsNJVPPRkyGpbIbVkaCRDqx0zCe3ag6QGqZFSEkjhwCwtkTSE0gEhVBCqakafA7moGh60awQoGo99cDuGz8tqg4LBM+9IiXSCtTGnF0LiYY1oUhLmaW+VV+WNZDGLjh7AT4KV3elGEScB0y3FJXMxoRjQTyP6qaCu3RDMooakSGgp6Ze3yvJ3ud+Rx0LGVNlTY/KGFG/0Q5rleQOV73+UkqQZKslHWKsMKVO2z5l8xTBcfemA2PaR2tBuCx56UrPSk6hSsYwG1T6ZY13XVrNmecENCZPTBps6+VpXoEQhaxUmlcTGv2HcrJ3dOxLe+tJVPnffBTUczl/5Uz/yjok3vWpl9crLpr42wE+cXSLQnXf93oePvvw9H62z3JtloEMHqBHP1Xo6yj2n1tAu3lOW1RXD2S83R+/e9YDtlo3yzrdCYIotF8hrToWqghwpy+m0DtR52lmSb9xa+Mbes8476RX51nuU4HZtXYowB3eoKUtMHYPnLK4NYZ4dDYKEKEo4uWD4s883QYcEUlQBZilPxBoG992FYkioA5sbrBMnAe98bZ+/vavPM+dbdLOARuo2pXVVgLbqxFFFTqAK9spzWdaASK/AqzhMWQujtSLI3LyUIAe6klXSzNWN56+FyQcHZWhhETZjrmH4lhcZEFm1ea8o9s+wa693GYEKMJosya+7FaSJIGE0fqtmtriHFAZpFD/93TE/8m37OLI48/Lz517wrkik//zrMvjP/dZXUFKGd9xrOLOyuRgB6wFw7XJTBQtUoM/Pbhb4wLZjf6935YUAvN9T7JEpZdmCpgQEwqWVI+GqBYN8Qm0xxFPnDFcWEmm8OSgO5KGuuuorgMtStkShLVvawtB4g3NSgpy9Q50gZczxc4L51RpCayLJiDwp0/Nen+OoLyxGgZc7HXEaMDsxZMfmPvvODelnmkEGUebG2wVprsNTSmepOo1qpFOhKoCS1TyZ8vcJssygM0OmJEoX25ervFitGBJk8tUit2ZzkIvid2PGrFxbAr0wDSrYlMXOOVzGn2X5dWFMjM+7QVhEGiIlzDYzZifPYpOPhevle9YA/PTRE25ptSkTjYiMqnbA52E/QVO9dq/Gy1u/pjQRwi2rxVJeWlCF55qDWjhnQktb1ngUr8v3crKvSkEpG2xDJRzYR8At3XNYAL0IPim3JwzzJolCogTa6dMwTEhJ+PS9dc7P1wkmFaFfw+E7KGPUUDKrp4/9pM9g6CbYvuGFXe59YsBqWqOnNfXUEOfpdCWrgqii4EwIQ9U55APFtw7zmSoWMuV+pzaCVAl0JvNd7FzZQwH0KplmygSblMZLvJmRJFw1gsIbKHQRSV4ys5cjKUo5YG0pxwi9WoHJe1utOs16CmEE4O/54O20mrUXffjjd99cI2E2sKRW5Ca9df9gqe+o0q5UWaqyzoSLi5Li7xVQZsSEYCSRoAAtin5GlzJ2800qjasKYEu3n3wxCsEHdjkHRblObb0ewIuAs9DdupAlNtfbo7XkYZAQBjHn2oZHDtVBh+hcnmivQMn/2/wL7M6RVz9dtvLJ0hNPkoCbLh8yO9WnvdyglyoaCoLU/S0qc4NLVeIDHAfy8hflI6T92h9jy2I4o1w1aGAEmZJkypApQZqDPPWK14pyCFmAvAB1HuwKYZE4Vq8SP1VOYzwRNMJ/ZZlG9TxayzJaq1S+n2+olRlJWK/fPLf9lS+6cPxV92zc8cb1AZ7ECV1hv8Vac6NJExqhrqZJ2eKi2JF6X0P12nrg9z7/2iBjDcCrmo2KvdfWQUhBqT2rKbVVqadrLi46VZwsUWX3SgXsovnWsXeuuTWl3i4sQcfYFbiDsjoxQZDwqa9E3PtUCxlpQinc/O2ygtCfz1L83eswkF9SbFygmRlFfxBw67V9vvXFHf7oUy3iLKKbSWqZZZiSr1x+1Z/J5ZwZu6EuxuRgtMw73kUJ7kxJlDKO0aXMR0sYrxS5qgESXiXnCIN7STq3SNsxAOQ+2hj72XUB7zH72M1qiiK/LEVF9sY06X+LMck96zL4oSOnmJ5qvfbP/uoL37NwYZ5mTYCwmPHaXarltWDuKmq3FaDHUe15g6M1DHaE6creSkbLNZW3FJcAVwWTkzM4ZRvWCIvn3TCBGgW3G6cwxtx5z2aYt7cFumg4SL0jISbhr+6YILMRqsxe+gFm1ddYOBsjGrxYFcsWPummQ2VFsKkRBLz9FT3+/NNDVkxCP6vRzwRBSsniUlpkKsqiM2cXjmtRWV0zv/baCDKdzyZROci1RRknVzJlUZmrYHTZY1kBumDzAujCyzz7r8GrKfpaLlqFozVs7smVtTMTc4t1ZZnaZO97tux63Z2d9qnPtya3jwI8SRIGg+Hlw0F393DQoRGGLiCRXsNoAXK/jpsq7eqXTK7H2uVrUT1LD+g+4/nPBVv7mrNgcn+2h1Ki0uJ5xd3IsJsc2FqJykkp7UDXce8ak23O3FWAqT32joKYRw5JDp6pYVWAkpJQGiep/DoNT4CPuyjFUfanep1RhaOSpAG7tyZcs6vLVw/USVRIPxXUpBs3rVO3/bkSeRdOmutwpAv8Rn7l2kYTvyeycldcvYsDd97OpqwH7qIWyO1AXbL4CLhteU1ZF+hrH9ZHSuldeHJ3TaNMTgp5pjYeDmh2h7uzJL48S9PPr2Hw+cVl+oMBw+GAKCCfHTjWRpSbJdbaMl719baP6osBvGJu77WnV/3kiBIV6KUnTZwMEK57XlTgdkGmKLvFdQluOQJwf/iP67anBHaZrSyZOyPULrHjuoISLAl/fUeDxcU6ItLOd/dvwvEalLGVzNfePquOeNNGkSSauRnJ217Z4ZFDEwyzGj0VUs+cFi/KWZUkB3exVpjcE8+zhjmLs2aJt94N5k/ylShTrEi2fO2ALEe0uMj/bh/Ycj2QMyZVPLIb9yDsiCoYZ29KYFelwZI4sQwGQ7rdRdJkUP5bJcDf96d/i5SSpeUVaqFy7Jqtw95ytHdyvJPj6z1GJif50gS8EzQKkqIJVo0M9almDpYAL1m8kCsSpUcBHup8AFBQbB2YZzi1JShT8SZ/nY0cWrnOnWeOw0dubzGUIUqqPHs5OpNlPIM5fpP7xUijOjzX4pkizTRRpnnbawZ84LM9njhSJ1EBPSkJM5O7RwKZ2XLQqAv8RFn24B4m/12j+xb5TJ4Z0KWF6Cb+qrwkQGW2GtZZ1uCL8oZOha/DWV+ijIH9az18x6SUwnmyZ02vb253GhuwcP4A3dVzWFtJNA1w6tQZtm3b0vgPv/LunQuLC2iVZxUFazW41yntPowYuQPH78bxOowK3O4H19Pfo3NOKlD7c/QKeSI9xi6CzGJqk9bFJq+59lZj4C7S90HRmGzczJCyRazo6UzzI0EFMQdPazpxCErn8sSOlceO3bzjLoqnh+24F55341SJH00zEFy5bcATB2MyE9E3IbXM1WzrXIMr4TZydYmlQgoYiiCzYnJRZTjzFVmXEw7ce8XAVG3IO4gs0lQTAgo2zwq29iRKCfLcTSm6mQpwj9/sPqtXJFkpdr9Ht9Lf3rydUodbSDImpmd33vbKH28sLvxIb3ZuiwP4mbPnWGm3X7Nrx8afffKpp4kCV5GWCTCyCjRHmkfzT2DHdInPG+PL82hwSanBGQN3UUPtz/cuWFGNDNUsQE5ZQqqVQHqyxN/FOFDkXrgDtwNwNRQo8OWJz94q7+sMY5Y6hv/2Ny0W+zVEFDh5IqvMYjF6wQf5RZmqOF9G5NLPZ3DnqKSpZqKh+Ynv6PClRyZYHIbEUtOXkjDvoaxGPuSAKyp+ctuwyEBbTA5u45UwVzJU51PIiiC9ALuSImdwJ4mygq3z3110Wfk6vGhvKyfW+ow+BvDivUrqjrpNRaxSGhwj8Yp7TjPo9lNmtm762ePHDt6TJP2/LRn8yaeeIYoiTpw4gSRDBYHbX0fkqWRh1wB8vSbTiz1GAktGGQ6ftREVwL1sYJGG9gfTlMCWDtDlhCYP1FpKdC5JdAnwQnObMqgMtCnBHeii/mKUvQOVEIYxH74j4OnDdZABUkqiojRWVBe56l90f+xFqwk9NjdrmMkxeZJp0jTgut093vTiVT7w2RpGR/RlSCRFmfRRUpCUgFrL5MJn8jWMmANdgbJuVTBWOHAXU8IMZCV7F64NZN58cVnuoldJFJ/AiqSP8Fn9IhTg+95QyaoRJ8jPyBpBf5hy7uwpMqNJU7cxhAZQKkApjZSqZCGBIMudjcwIZKm7bdkNX/L3eugu0FvmqkT1FpQnY8RJGZcnsgC8r7u/HsBlBXDl1VDrvC4loJQigarcksAbDlRpbsfegXZTq5bbhr/7couFdgS13D0RXjB2EYmCEKOX0UvwrrHtPH/XZIWbopmeUHzby3t84t4Bi92IWGn6mcztSZG7N6KUCO4a+hfHlGlwLJiSzStnTBfOispfy/xr6fZSKs67D3IhhWfnFtdrXIsXTC08B80ydlbWqVwpbEPrZTjtiE1Y7TDhvg60m6meSCfJ9P4DB5mdmb7s3q8+9JPnz58nDHX+j+V3l3EANflvNlagGI1u18N4xdqV8BJj74+CWozpb1EyuRKUc/PKjnJv9rff4eKGuzMK7mJng4K5lcfcaxi8GDdRjZzQymUujx4THDhewxAhpC6bc6vqQT84FmOdLp6uxFsBS2fDT9lXjorb9EmD1Vy1I2b3lgGL++rYLHQsnjmZoj0XxwdUFejmgrsoo4XcEhNe8Imb3Z4D3Y9tlHE3jcl37igTWrIio0qi+K+r96prb/GnAn8t77CwD/3zVI2eqMCdZgKLZn7+Alu2X/WT113zgsdOnTh8TFtrGcbxZiV5ba+7QhQGxIlBFquHdP1zIq8xEWPS5Os9xudo+Kw23s4lPFCP6HCvc8UHdvmsyEcB+z64f+RbWisf3B7I8/3qg7w0tGBvlX+tdYJSCZ/+aouDC3UIK3kSlNnEsVWIteMi1lw/68c23sXzdzcrymhjza65mDfc2uPBZxpgAtLMafEgy4d8ZqNSqQJWcTEL21CWTOiDxVqBkfnrIv8hi0Pk29LYctxypkAaqpWjjD+sd5PbMh9QWoXeilbefB5GRgFeuSmjhOBNJy5tTsW588tcMTSvHcbx5iQ1x3QUuHl1rYZkqqVp96tfLCRI93nGRjxcBNl+dJm/WC+wHAd18Xo8QPMBLcQosEs2V8JrwvXAnc8nrLbtYC2wdTUgqBzxpk0O8tTJE5VQb8R8db/ib7/cpD8IoaHRUhCIUWky/vnx/s6Lna7xGXwj9pfniyepZrKlefPLBnz23h4P7A+xzYB+FhEKyhtNlb/fT5cX4K5A7od7LvjMbzDl2DyTTo8bj7WLoN4UdqGpdq2udrCuYijfRapufC82KOMyT7qsQwLj8PKlnV8iYgysdKDTM+VMR12LukQh1KMOlgG9fm20XqSQ28JnbfF1yXvkDxiXJwWoy5MwOtG0dFMKKSLEOq8dsGWRppdeQKT8slmL1tUIZZ1vwqTVKNCDkq3doZQLMMMwJokzPntfg2dONCAIEFLloMrrZbzgUvhM7t3rI46Kz9r5yug7Aw7k0qu1cHZhHGuuvjTldS/s8vixOsM0JJMBfaMIM8Y+S+GFM8bgYpSiCsNAFTebwSiBKoI6KbDKEV2hx8sVVYI03ixD40mUcuybcJbh2M3uP4/LFLGO4B0Hus/oAnfdm3WD0AmLvSHzq316vQH6+3/xb5FKMex1MR3JXNMQBX6SQpTLiL140DsC6pK9x2XJyB0tvKXcY22PrSsWr3YgqKSJZxWWjF0AvJqcWkqUnLkdY9uSqXX5XL0O8uBSq4QojHnquODz9zbo9UNoBkhRVA56xV/rZTG9m9k7Q2UtikNXETh5bO4nfLwCrDgJaLViXnfbkE/cNeDxIxHokIGRhLkWV/m+o5VMAJGRJ1uEm9Hgh3OqcnK0opIu0rF5saoUQb6xDuzSVIk2YYoJY961NF6wafxV2ZbYGHfXvp6zUgFcjMhjkc9uqYWGFz8nZue2zzDFF0lDix4sdRBITJYQeFHq+MhfcbE1RKzzpRh9XQYUF5EmBdgLO7ByUMZYO0/PFyN+C3BLb3ika+fKX2t/PvgYuPMjKKbQ5gX+WqXu0AlBkJDajE/dU+fup+pQ0yBdQ3PglfCOlMb6h//FehfKt10pylkpm5EzW8w1qYA+HAS89Loeb3hRj6eP10jTACsUfaEJMsrPJLKKxauPsD6TV7/folSub6Vjc/e1QBpR6vDS7y8YvVhtcwYv2XssH1DGBOPgLoFdYeVrPnxcCsCKfF46KBHQaQvivsFY0JfOOeDEMQwGrjipnIg6FjRd/BeOcdSYJBlxTcYB7rV1Sf95TI5UQPfT9N6R71hQAd07dLUJagHowAN14Zw4x8Q9K5UQBgmPHZN85I4WEIIMEEKVXUQq30h1vECs+HsqhSnGAMZYsdropgDlkbnWPZepU2X63lrN21/R5wv3DXjosJskkBhFLxN5wVcOuqxwK+xatsw/i7XWsbgPdMrWW5fhlPl+PmU9kpdZtvnvsl7cZDwnp5Qqo6t2VUrr4WOMMC+KuZF4rsjXQJIK2t2AYRqhVABY9ETDAXyoXQ2aUhWQiqBgfBm52AeoZIiovi/W/jvSA8EIg+fWWglwWbF5NfGUUZDnrWnVZlM2B3sxAL8C9whre89FY20hVZRKCYKUJEu584E6Tx6qQxCAdMFlKKw3OdYPrEatzlHyHoWW9V74/u6ITPG2OjEqd1QyzTAOuHb3gJfe4li8nzkWH4qQgQGdiSrwywq70EI2dpNh8+YBu0bXWglWWaR1+y1Z6wJRYQVWgLRiRKqI4nlEphXyBYwX+BYY8YPQUZ60I3i7OM7cD1hZkUScwDANUCrAWosOtWvitVaShW78wDjLUuimdQE+mqkr9Hqx8Wnx/1Q1CWuB7WvtEaD79SeCcu+davfiHNgjDQ/V1iVKjYHbG4pfuicqQ2kP4LlECXXCwbOCP/lsi2ESQCPI5Qlla5rydwkWHhuNL2PrUZEdBbovU6otXQqQj2txTTOSfN/renzq7ib7T7ubLzOKXqZclWGWJ38QTn9n+ViOsZWkCDd9gEtbaXGVa3RpLFa6jaqsFA7gJr9mppIsVZJurYMihRghPSnGMOOx4riEWUMTHlnavKxEZK6gLBQCnQem6g9+/79uqtf0/3XixMmrBEUZqhfYCZD5eLBSBwvhfq5k+gKQ3iH8QLD4Wno/I3NrrxgHnD8rOWL5jR/FyATf4y6fS5cET454w/C9vXqqYqp89wedlM0MgY7JZMwHPtngzz8/BVEEqoZSmoay1JXNx1FQNjgHXmtclUn1E1GSajIsIwFqFUtUtmNx0woJUvntYu61sIZLNsecXpA8/GRIKtzkASMUQrhS2lFJsM5q7Nu4xX+9VaW8Ef1GlvymGB/JVj17NSOFQzMea3jf9/MAhqLBeHQa2khpiP9v4v0bXk3KMIYdu27avOea276oT58+NTUc9F4vSQm1KjcQsiMBZrUuiPG7SXinyjuZ/v9XnWQxxtyj29aVSZ6xOpSRgewj+tt6+juv6PPlSQlubyMqZcckSVEpWLB3QqATDpyRfOhLDdz8FcfeZee+3zYnvM9bAmk00BT+F/7F8cFhxqvlqIaYetN7TabIVK7FM813vbLHx+9ssPdUADLGCskgC9Dk9SLFuc5yhGRF4qdi8go8NgeorTQ45JahzTW4ky2F7pbW/Q5rcn/cOHljRiSoF4RLRm+68YCRte9ZRg2PERx6ASrWBeb9fsLScuf1Vpya0sNBTBInbmlSYm2308gvFmt/wTo3QLW8iNJFGZE9/pLl61g5+toHuBQ2jw+8rTYKcJf7zHjyRFbgLrvE89HDWufD8gu/W6UomaJyeZKplE/e02TvwUp7SyGd91120IxdPO9ijX7txSMeaKrXow3II564V2+hjXC1KbJK4ceJ5urLh7zxRV0OfygizhQITSY0fSHQWW7fUQRxhaMiRvi4lCu2YGfhSRSLlZS1SMLiNLmwVYpfuKpTaQVGeLrck6KmeG3HwD1Oih45rpW+a28Ef/0p/gZjLWmakMQxehgbhoklzSyhdIHSegC2HsBHGbpi8NG7alRrl+DPv+eDeeRZjgPcjlpTomJt976pvG85qr8LcBe6WxVBZLHFiTRoWQ3NVyojCBKOnFX83scmGMiAYoJW1TWf31jlPjajG2KNnpyLP0aX79zNsFU7lh0JNGVZK16AOzOaNAuIspR//pYuf3Nng8NnNKgEjCYRAX0hUFlxbp0eL/bXZAzkhTdfFDcV0LcIpHXpeYstga5yG9Fnc5v/HiPd/zOyMo8bC8WpGmPz9Rj84sBe5+eEGw1SrwkadYEu9jXPMgsB+ZYYYh2G9thoVLiVFo9v+Yx+cC/YHAP2OMhLi9IDcwFsX5o4B8WUX2vlivArcJvRQxqPybPRQzoWD3TMamz4o09McPpCBErn1qDM5Ykd8b3L1+OMNC7JvhbQ8TXp2q0Wq4YTWR5lM4RUZKlm24YhP/KmDr/2JyHtxAUE1kqGRjnbMCtGyI0HmxXIK2BXYajKE1C+RHEdXUWuxJaOi7HeKmyda1JcV7POta6s1HUAfxE5Ms4d4+AXFDkRW3Zp6eKbReq7YNj1WHr96FasuRvXyJLiWXpa7CLMLTwwV4Cv2qXKYKyoA1GeTJEWpYvtTCpAOzkyCniVD5ksnrVK0FHCRz8V8Z6/nmBoAidPhCrlSdlULFnrFDAazI0mLNaHuPVUQmUV+qAvUvYWY0yZ3SxT+MZtBV7TKT/21i4Hjoe875NOi4MiE5KBcQGnzIrPlRvWBXv7rwsu92qvK5C7zyOtu8nLIFG4nxHC2Yc+0G0Z6FbVhCa/xoWUq4hQrAWyGMXf12R1qhBH5OdUALpVVwzrbgcxreQaYK8L8LHvFR/Q/4V+pWB5V67D2CPBpbd9nS9PRnV3PlVVVXXY7q41VZBZsrXH5LKqDhx9TnPfO2FpGf7mSw2WhwW4HcADWU3W8uXJyKpTWJyMAn4c377WLkA+4gaMyBOnx/1On7JOXEqUURijSTPNZJjxllf1+Pg9DRY7CmQCRpHg9HjZ7SN8BmeEyUvbErddSfH5lJcUKioNFaMs7gDt2LsA+tqVOrePc/BVzO43Z4xhyZcrjH49AvbinBvIUuj0QUega8VOYqFEFuvLOhdnXG+P32kFqP07r/iAayLoHAgVA1ZBW+GWFKxejYvwWLwAth9Yevtk6txWc9KjCjAr5i5Yu2LvoJHyqS/XeODJOsbT3q6poZAno/UmZa0Fo3+vf4ixczf6yIE1lvAZsc484JdBp5UoW/niaRagTcoLrov51uf3+LNPh6BiEBIrBEOjUcLV8ZeBZs7cYuQDluWiVZDpIlQnUeSonJLCaXIp3YyXirnzYFI4+VJccyNcNbrIo005Fpv5r9cw93oSeex18cNxAv2hpTY06N7AlRaC63rxr8Saa+LfTesw/XpBw7gl5BfCrwk0/YIlD9jl3vPjLO4xduWmVDuuFW5JkcxRKsu1eA5y6dyTKEg4fELyJ59qca4Tuvph6cZFK0G1Y8M6q8/oIb4me48/RhI9HrP7zch+sGn9IqzM7Z/jnt32J5uaGd//rV3ueTLi8HkJIgEUBslASG8TKXcNRgNN1vm6Cj4LcJcBp3XuSnFTClk4KwIrq6YHa6vfV8iYQiZZD+wVfvIVpgR8tcbgp/cvjlIAamEeZLqde91uBlpXkf26ZPN1wL0uk4+AfH17zdfcRYf2SCNtCe5RkBeMXXjfqhgxlk9FVbIIKI0H7BQlM3RuC4ZhwjAz/MGHJ7j7kbo7CVI77S2l69oR1fwV6bknawJM1gZL/unzL8XaDGblWhRafDxlX5XRunazcgOwzJBKjUo1L31uzI++fZVf+oOQYSpdBspI0txVkV5lX6FYR+eVjMYCqvxwogworc276wtfXLjUvfVALqTFCFGerwIPJaNTuC7rBJHj8nYMgyMrovVvVHfTpEnGYGjpD0FPNCCLoRH5GwStzzbjy8Z6wcBaE9+OFL+PBme2kiojk6vy16raf778egzslfddTUAdCS6lJ0vyGddlcClTgjDljocCPn53g2EcQF2X2rtk7+KGGmPxNcwtxs4PRWC3Pn37TnQ5qmwE3DmgRnR4lbqXxkmVAuhpqqk3Ut7y0j63393nCw8pZxsK17WQCE3fJyArKsngyxPpfV22cXp1KTJ/R5CXAnjZTeGa1IsiLCsKre1uJMfoReC5Vs6O42qcsdeXe7ZkDGuhPzB0+ilhL0UXCRel3ApgvEzbxf7BkTvLB/TI13YNU/vBhr9U+skcn9HVuExRRZKlCjJlKUvyQ1cg1+Mgz8Gtc3CHQcJK1/KpexrsP1tz0kS4klhRaG+RT7sdk1BrVqHyHAgP6F9Dn/gEZN1aPj61wJ+PXVUZSteU4ANdKqTJkEaTDDV7Nid864u7PLA3pB1LB3CcHo9RFPtAjIK7ArUqr3IVeCocO+PdjDJnc6S7WVwG050jU2h0WQHaAd4r4RWMdv4wJld8cIu1Z1OMUnmeR3AbxxrjzqdOUkGSuv0apaJs82fdf2zszloDdDvGbJR20Djgq1EDXlApilFgBagt1Ry8tVLF35teeSAfCShlNvJcgDvQKYaMP/10nfd8rIUV2vneI+xdyZNRa3At0BGjJ/1ranBPllQMPq6/CyZf28pWbNdojMFkEiOdL66kIckCpDL82Jt7HDoT8J6Pa5I0rzEwEoNgKCTKFIMkcnBfRJMrj+2KcSVOfzs2L7YSLzS9EFXCx923oiQxK6quf3DEirXVKujhxzktFeDHQS5EUWKwVm4oJQgCSRBIdKdn6fTdLro16X3gNQhn7BeNCv5yqVnTizc6PbZgasYAXTK5qMBcgdsDu/JBXmhu42nu9fesV/neM06DJwRhwqFzko/f2aTbDaCu1rJ3WfPtySZRJXj8lWv8dXGxvx6HlzGP73/jA70CdlHvUQJdFkCXGOm0uJSaJMloNVPe/LIen/1KnUNn8wyZE4RkQtDP03NCgDA5uH09W+onAdIxuZLVWxaLzZ2Zwvt22pwywHQnw60SxrprakswFz55Be7CcaPModjSUqzuvXyFHNPRxc9I4fZdKvY61VKFCKExVqxh3vFhiSPAXycQGNHdHluXVuFIt7f3nidHRAnsURb3XROX6DHV7OpShlQsLj1ZImXumORMrnXKMDHcfn+TLz1ad8PBZeAAvi5727x60pNW5co0et5Ke/DrqxOf0EeB7nvjJs8eFk6KdR3xTnebET2eCYnMJFIokqHmVTfGvOoFfU5+JmBocqnidAQZmqHABZ0U10zkGtUxp4XSKVGFQ56n6W0OUFswsag+syi6Hzw2Fzmbm2LFxj93lSyxHtgrbS7AeIHxOpK5+PestEglqddCmo0aesvWbStZNvhsox5+u1vGR0V/eQXWXSYuors9sJdsLaufGZUleCAuAG/H9LfP5GZEnqwJLHNg+3ZgkYqX0nXqyDDlrodCfv39k2RWV86J1Aghyy1TCqYeZXAP5JJ12fvvkcQcOa9ry0j9BojcG8ffU9OVH5cyxciS0TOjkEaTpm5/oZ/7gVX2n9Lc9aDEhAIKN1wIYlOoba/jKI8HUG43iNE/JJcdFJo8/7w5oEUegDq1YjF+C+IY0H1JOjK/Rfg+fQXqsYTrWoDnN4axUNOaRqP12Usu2b6ibn3u9m6/u3A4DPhRYVM322+8ZNU/fO96vbS6XzuivHLXEQ+7qgT0fW1Z9FSuk62s0vEG3//W4+CWGf4GSrrMWla9lqeWBL/+J5Pc82jTbcojw7wkVqOVoC4pN5QKpF1buz1y5HXv5ZCc0WFERc27VGMN056ur74W3jld57wW59zfUcFrLxwfhCmsZW42JdKWB54IWel7Hm0eZhZTxAVV5FB5z2IdKK1PeHb8Z7xVqXSJxv7XkdrxQiEVSwGVChkdobz+USTHMmNQKuL02Qvf//AjT+/Xgc43EcJV9cixSNlPRKxhcMbvOl+SjI7tWuOajDkm5UUd/3osqHQ3ji2lyIgdKD39XQaWeSls/joLM/7kE5P87Zeb2JoCoRw6hUZIWe7iVmjvcf29pmO+lCxi9OSM4UKMXNjxCz0KCPd6tNvev4gmbwAukz+ysBGV260h32YvExrZz3jLy/s8cyTgXe/VxFFaAVwIrA0Y5q1oBdJEZj3tPQpfK/LsprEj4JSysDRtbhXm70HZYV9IN+tLk+L8ZR6r++csP8/YtYM7C6SW5y2PA+LUgDAY6zYlKJeCMDCueN36nRaFXeXdn0VgOe6aMPahR4Dud1vbEU3utt4oOliqeutRJ8WUgaX03ZOR97KKxWWV1JFlzUnGFx6MeP9nmgyyfAq+KKxBme/oZke09+hKto71Ceucg3WkykW0is2DuwJIazOadk0JrZWeJy49Z0XYMuA0xmCkITOaKDD8wBu63Pd4yBcedXah8/ZcHt6gHcgpdpsWVTGJKRIoOZgKEpcCZXLJIil3srYyJzwJmLx/M9fidg0mfIKwngMjylS/q21ZJ4O5poanIANLVLP5/wi6WXN3tDUpJnMTj9z+iZAV2SuzdpbV6MVda9qLcWBT+cijOnx0FG/B3EKMZy99gI8yuCzqutckdbIqwNQJvSH8yh9PcuR0hNXVbslIVWrvcDypwxhzsxbEXmzp3/2svSqjIF9vQq/f2lXuXDeix9cpypJ5xaE0VaWhUIjMIIRGxoZd2xL+7Q+1ue9nIjqD/I8xsvxcmXR7cZajlyWuSVkWcyoB6wZvlp9ZiMobz8FZ2MyCyiUpGNsH+7pA99L6JcY8sK83/McF3MXOFJbMWGTPkGYZxlj0JdtbSKmIB6t02m3iNGCQ5ImBzA3eparBqpZc765bn71HGbv4+RF54gF6/SDTB3YVYMo14DZINbYjr1dvonVCmsF//2iLR/fVnOctC+Z2OzivYW9R2YOjK9L6dSi+JTY67Gd8URVr3/J98RLUXnbQinKXjTWbMBUOi8hZXObeuMiPLJcqxnDTVQk/8Z1tfvvDU8RZzuKQuyuCDMXAeDeidB/Mmnx1KbKquNpwZOHwuGQYOZPn6qaULuXQIQ/cYg3QvToez5ovMeX3UJYEUYE7SS3DBPpDQ6PVotZsuS3Kr7nx9WjdYnXxEU4e+Dgr3WlSE5KmlQwZzexQ6nQfzP5SXQ1itCXw/TqT6vvGA/y49jaMOyfu5+0a5pa5LNGyYm6VM7dWKbqW8cX7I9730RbtfgBh5XkjKvYOBOW+N9UoiFEdXvUUrjODcCQsE+XXI9fFjjytWRlHgO7r8EKa+MAuLENrR5NAuVTJpEJa4+pVUsVEzfDDb+3x8NMRt39VQSOtcunuwpIayRA/wBwzokthXNmGxTJnTbWjQ8HoRf1KkfgpRoIUZbUVo/sDO/Nf5QF+dHh+fsN5QWhmoDuEkwuGN77pZl794htYWumie7GkJjXnVjLOLLWZbDTIsogs8/85W67BI5qTr6G3PZlS+J6Fri5kiX8jjLB5IU2Ev7Ouz+JZqb+lJ0uk73lLZwtKnbLvmOb3PjLBoYXAtcELT3v77O25FevWnTD69xenenRM8WicsuZRxGxjtSil/13MKyzew31dsbcfdIqRgLP0xqVrbxOFVBHWSZXEsnsm5Z+/rcOxc5qDpwVW+wJLgAxIjWTgMZqVlsDkn0XanKVzJs9Zu+z2KYAsq7/NGk+H50M7i/NpbXWOx4Fe/AN++W2BuzImFJWjFRvL7MYuWzclTE24E60PnoyYmwn47P0tPvHJKd7xipBaqEtnpABqmaxZI0XGg6/x3bZYI0cq96Ta7qLaoq4ornJWoBDjIxPWT+ZUFqELKqVMCaOUc23Br7x3go/f0cAGnjQRBXuLNezt91teTJKUQaT3Nf57PsjHaHyEtcfAXl7UNUG+9QLPoi7FlsGmlTL/2ulxWQScQmKEwghDmhkCaXjzy/u0h5Kf/S3F+RUBkU+5bs52aiUDi8fujCSBKIJIxuWJ8NyU6nzYfPVzPzPK1sUiIGz+M9YHOiPromW0WrWoowoDxcYNhm95YcwrX5BRmxZsngI5UVNMNKJz26f15/ds28HBE3XaXUmSiHKbO88Ey7durth4vTqREb9bjabX/UCx9LpLq89L5KhqBogaA3YVYFaZSikzZO6aFLUmMYZP3lvniw82qloTWViDPntXuwaX1qCsAkyxXrDp3fAFiMUYkEvAr6dFvPdGnZPKN7ZU12BkJ4jcHiwDz2KvGq9v042c8FL5VmKsIk0V0khe8/wBb3xhj1BkkKZgvMNmWGNJDQwMDI0gMZBYQWogNflzLg2y/H33ugj4BFn+eYvntdsV2rwdj2rLSm/Ts+r/q3b5K27+ApVSuibjiabk0g0haXY1F5amPi9l41yS1lC//3u/y8te+qKVZl2utOr2nwy6C9QjlSdhqkn9fp1IcXeNeMQ+0IsyV8UYsMcLprxGhsIK9JM7ciwdr9Zhbq8jvtTdOiWThk/cXec/vWeSo2ejqomhOJRGCEEkoSYtocyH5PvlsV6Ts5/cKXafqCZtifymkOXXbtBRNaTfDUaSaxJiQq79emQkXGlT+lssjjaGFPviyGJ1LUqUvRipuNOKOo6ZiYyrL084eUFx8IQr1Sjv3vIHnaVoChlWwEow8o4nZMdu4OqO96pcym+NuEieJLrYw/+NLpPszrtSbhfrJM2Ymt2J0FP/5uCho/ffcOOLXNNxlO8J2YgsrbobFF90YeMz1nglXZlRG3VGxgNNfx9zv5BK+Np7RH+b3AuvNHi1T3qlwSvNXejunL2DjKMLkvd9rMn+wxE0C8auEjtCuA2copFREOuAqWBxr1B/JE1fOCZFcDQmVUaZvHJR1g8uBVgzWmU45okXP2e89L0U+TRaIRBG5jvjWbL8HGeo/LoVXfmaZGi5alfKD7y5w4NPhhybl97an/9HgrWaFFHKFZtbHFbafD+rXIsLp8HJJYjvj9ucEMhvwir5U/0693cVlnJezmvz6bX5OTL5+Ss6hXz3Kc0sSZKxshqzsjokHnqbUO2+fA9RVEPJjPbi0VxSjOrrkYs+4nyM1pT4AaYDhvGcEzv2ugC4GfG9Cw3u24LrgVtJL7AUTndrnbHUEfzOn09w56N1qBVBZZ6xzKWJFJT13sUmrsW+jj6Lljc3639dskkOyWo3s6//8INLRqSJW5LVGm+8yFy65oPSHrQgrETmN4AxAiPcNttGGERhIQqJEMrVbAhD1jO8/KYh/+Kdq/znP5Ys57t7OASR7xUpsFKRGsEgD8pcXsRp8dI6lBblqL4aLVGgtyjOym8QP+M9snCIIiCtbEWRb/WZ/zOUg4lENWUrM2AT98s3b9nGNddcQ6/v/hgJMDe3ict27rk9i+d/fXoyyLtj1vrYI6WsY3p7NCkz6lv70mM0WPRbznwJUsmSrwluVTF34Z4MhOUPPtbkvR9t0UmKGu+CvXUZWGpRbL8NErtGb/tyYDRwXDsOo6Ah4T9/3QV3dHn20/Vr5/n58/6EY9JCi49trzcahDpgF+1txQBPY4vBQZqWhh99a4cfe0uHuknBZJ4WT8EkYFKstaTWafLYjmlym28EZfC0uIsLCp1eaW9/o638fVt9v3p2SRtfu1cxiC1jE5Pr+CQ1IAJOnJr/9auvuvL2LZs3VwDfsHELn/7or/fS4eJRHaiSlSpA+2nrUTkxXq9dfs8LLkc6cfz/R/ngtSNyRCmDFBWo9brgLrKVKVKlEBieORzwl7c3WE3yyZiFLClB7ti7dE0Y17Ve/foYkNdLwfs/4/uEo+D+2lAvdyzwM3UFmMsio/XA7L02o8AuZhoWAad7Vu69/LBGkSaalrZ892u6XH3FEJllYPOjALnNwGQlyId54BkbUYI8KUBtGQF6AebUjAeZxc7Oa3fTHjmMD+bREpJq4kAub5TmzLnFo//qp/5zb/u2rRXAAa5+zrdy/c3fwdTcHoZJVvnWYp36bD9oHAP7SIA4Us9tPHD7bkjlkqyxAlUVULqbIRsBt/SYWwcZTx8J+Ilfm+bJgxE28AupVAluUcgSUWz/5wfMo8fXkihFGtnHcHlTeAj/+7D4iJsCF9HgFZubMdCP73U/2uImKpCbqn/Tsbgis4psqLjh8oR3/+wK1+4eQOIxuC1e50xuLImFoYXYQJIJknw3isJhKYDrOyqmYHo77pKsw+ZrDls5KaXjUjkr7nQZbr7pKn7sB9/GP33nt5entgR4vTlDozWL1nWXRRpp6i2A4CdhWPd1Uek3qqE9eaL8QqkC1GvT7yXYcyaXwkvBF8AWaQ5uQ8dKfv9jTR7bG5EplUeBRcaysAdlKU10foywd1krs9bfH8leFmTtAb30vcetwq+B8PHaihGw54XXfl3KqD/uyxQ8UMuqA6hgcePZh97mVsaqvAJRITLJTVcP+Wdv7tKSGaRZDm7/uXidM3l+JEYQF/ahLYBcMXchWQpwpuYismXMShxhfN8uLL9XsbsAmo06mzbOsWFupjyvunyhNUEQHmo06ocnJhq7Fb2yNnyUiW0JhLXJGzPinIxkLaUflDrJIrz0+0hCR1gP5FkuVXJwiwxZHCpDBxk9A+/7eJOPfLHJsACzrMY/OLBX0qTMWmLXsPb4tC1xESYvsTsWaFZ4Lsa3fR15Ml5ARNVrOAL63AeXReFVEWzlIC/fzwNMl+jJ62KMRHjBJsLm77leHSEsWWYJheVtr+qx97jmfR9r0U1wJywP9MpnAKNJi6QOeb2KtGUgWXUCub9EGjd73noxTfH/Fv+kNFUmVIx/v/wMleVZOC/GGKYnG9TrjcNRFB5KkmQtg2/ctJXjh+79/Nxs44NbN08RBWm5K1nFsmMaep3kjS89SgZX/s+YkWflM7UP6kKOFOCWWZ66r9LxWqV0Ynjv3zb5L++d4MJiUNZ2+9nKNYFlzs6FxFJj7F2WGVBF7z5r4/+cB/gC9Wve+zoPP7CsgF7pzDLIZFSWjI9bHknje6MmbN7qVjC5LWSKUR6ja9JMsXnW8Is/1OYH39yhFaWQjenxPBHk5IslMxBbGFhyTQ6pFVUyqJQtBXO7z1rJl/FDjCZ9POniJ4gy4z5amkFvkNGcmEWHjQ9++nN3f35brr9HGBygFil0UPv0RDN7UzYUN6ZZBmVX9GgL2XhjghiTMGUZrOd1j7B5wdR+vYkomNwDu8i8m8IFlEV/paxZ/vbTDX71vROcWw7ckBupSjlSFVTlE6rywLLIWvrZSbkOaMf1tq9A/Lnf4+/9/YT3OkCnAnohTca3GSwCqtFA05agFsJtL1LcBKJ4zhnbFMxt88Oo8muMIhlatkxn/OIPr7K4qvjgpyTUCvYUa5kc5UY654zrLEpXlenS9rYcQ2HH2NzVn3ieefnPijKlP16GW9qORWOFtVir6cfisSiqfTpJR8/piGl7+TWv4eyRT9+j6D8UaDkWQFZTXP2WsXHbz4HSZ+lR5i4DRzFqCcoxdi9ZXI2DO3dPIsOhU5o/+1STsxfCCtwlawcjgaX2jnLOScneY+Au2HwM6Ii1X4/m6tdi+2JYH7cH/S8qMvfswfwbxmPxiuXzykLWCTpHpmJ5RVn+RrP5jENrtUvnx5Itcxnv/JYuuy+JIS4Y29PkhbtiszI5lRjnsMRlar9I64+zeZ7aL7S6F2hmI/o7Z3qfva3/fRd8CqFod4YPfeDDX7jnu77ztRcHOICs7ULWdpOaJllWZTDXSpIx56TwssfclLJwygf32OvqpqhS7uOsLb1MpQoNh89o/v27p7jj4Rpu3oVfY6KrvLcnTXTp/IwdjDJ38boczea9P5KdpAo8174/dlPkX5fgHU/weIDF+/4Ik+eZkXKvdk+qmHXkyQjgy3kqfuXhqGTJ8mm1xmiygeSVzxvwH3+iza5tMSRjIPe98hLkVfAZW2chxrmFmJiqXsV552NBqBkDua389cKF8WVLcV6EgNnpOjddt4Mbr7l0DZHo8Td2XflqpNRxu92h318l8GRFCWrhSQy5VoIIuZ48Mev83FhAKYwLhnxwi8xj9BQVGI5d0PyH35vkI7c3iEXudzOqucc976qZIWftkVJf68kVu65EGQGvEGu+JwRfW5n437R8zYc/NoIC3N68wPWsQ2u9oDIHvyi/roqyrJDl/EBjJcLYUqIY4zKxQigwlpq2vP3VPTID/+6/T3L8QgRB5j7TSNBXUKXC4pwUI1xDUCiq8t8ilpC4rGeRwi+qC5XIezmFzafWVmzht8gVDTjCumH3l+/cwne/9XVxmmb8wk99HYA3W3PUGs2f2bDpsmsGnRMvl6KTd7qbsmdSSl87r6OvFKa73gAAK8FJREFUx3V5WYvigdwHdw5s972qgcG9VyVztM44Ph/wc787yUe/0CCW+dZra5I5Y563tOs2D5cDfP5HjzG8VtlMS7EN4z/o4Sd7rADsCIuvKaFdV48XbYZuNEQVlMocFLmDkv9CB+gqjBVC5fs0WZLUEqiM735tH63g5393iuMXQjczotDiBbiLPb7zbxqcTDECAikwuN0WjHXTB4ytmrpt7q4YmY+joPrbkLn0t46BjKjcJWsNkxNN9lyx68uX7dj+M6ud7ppTukai1JstDj3z+dV6I9rfqMss0Fk5TL7cyMkbV7z+KONRh2R9fV2x9qgccc+ifL/IVGacWVL84n+f5KO3++DO/e5SkhTvCS+wZHQHYHzHxK87ZuR1CeQxmeE3f4wSdEXn/8MuCusfIzrcz2jis/d4ryZrdHglXzyZUnrmuVTxPXKjXKYzk+gM3vbqPv/pJ9psmU1GPXE7lvk0lWQxucyIRzKfTrKkVpDmKf9xp8XX56knW9KMvF9YkGRuZ2NEkEVRff+HP/r51cmJ1ppzqy920k2y+hNTk+Et/a69CXL29ti4ZPMxuSHGZYjP4AWgPQ9clE5KljN/Vn5dgFspQxoI/ugTLT7yuQaxknmNic/avjWYF1NJvwVt7d7yvnNSVEeuSc0XCR6PqSvgj+27/vVt73VJe/TFKMJ9nU7RquUze94DWQHbIqxA+I3KeVGWsBJhjeekFDXjOKlSfAjh7h5h3S6wIgNNxttf12P/Uc2vv2+CFKr9vkdclfG/zwE5E26z1iCPibSwbvuTvBxX4Tp9imthyusm8tXWlt11brFwV0WFjScWljo/MTfTWvf3r/uxrrj2ddTCXjazYZcNA0ugs7IYqqj3lv64tJGumrVH1QA8bv9VqfeKrauWM5WDGy34/D11PvT5BkM57paMH6KUJpq8gQFfjvgyZTxzeTGLcK2LMgJo4dUpexj/engfl+JlQIknSYqf84PQovPGCyQrGSM8ZvcD0bHDVKn9kYGeZfZTlSzuMp6SyFje8doer35hH5EZz1FJLpraLyJCaylT/EPrGN05Lo7RnfPiF2yJNWzu17kkKRgU1119uV3uJNk73vq6dc/xRRl8wyWvwKT9D/VW9l0ZD840C/YolnUl12NkWzKyGHtv5P3y9ajudvNRsiq41Aah4e/urvEzvzvFM0ciR8vCT8WPBpUIN5imKKZy++qMj2HLEzkjUuRiweU4eMf98FFA+y++Tix50R+ospv59oIwFlRW8veixVdFoFmk8csZhMV/XQ1qEayZQp/nlXrOMyf/pnsWGVy/O+H//tdtflrBp+5u5OyRf1xjvX8wnwFIpcvBWYJGQCpA5wGp9lZXlUtLN4ZZ5Bte5fo8J5Isf++S7XPdN73+1g+1GjV+4V+vfy4vWrzcnLjUDlYe/p3ZTVcshMEwZ1c/U5mVe+BUE1yLo9DhfkGUp7tLjzsrdbdLJRc1Ju7fEBr+9q46P/ffJnnmaA7ui2QqC3BLAQEVuEcLqeyI7r5YYVUJdA/wI+1p6zDzekz9NdWKbweOvV+NjSgAL8r/pWDpqut+TJMX75tRoI+/rgZ5Vgw/YiV6XnlmFf//9r40zI7iPPetql7OPvuMRjPSaKQZiZFBaEECAQbJGJvr+HFsB+8ON7HjJdi+Xq7ta8KThDjBNiSx8QIO9xontm9u4gA2QbbZjM1mdrCIkQDtC0ISkkaznq27q+6P6qqu7tMz2iUgqec5mj59+rTO6fPW1+/3fkvxQFpxXicY6vNwzSfH8NbXl6M0QZOLiyRHVxmJXMuJQWi9qwKocIJq+FCWvRZadCUxan1cyAjmZB1YtOi0A/c8/Ny3Buf1TGlLprTgAFBqPx1+fQSTBx/GxISngyAKvIzxqS02IssdPaJopdxWVlspLGGuCeOABdz+UBZ/dn0J67aY4J7qQUFoVMSglx1JpMHGsgKTAE6AO0ZJgARdSazqkLT2SX1xOpyLyGrHqHiDFq5Ay2MVPtJwKmudxsOjZCwStpggYfKT7ChLtYAXfX6EHV2ZPI6yqM1yPcDp/R6+8okxCAH8PGnJ9TdR9TsszIiS/XZUBbLW6SGtMlG0khJYkIUoDFIFA6SUQsO7Qr5YwNLFg+hoK017facFuJPvrpUnyx8fqy28uVJen89ng1jQhrEg0rhDJzJqJRE6LTFHM4WiEA5C1XkCECo59y8ezuCKb5ewfpuTAm5TMVG5JhLQyoGJFRDDsNZ0GuuNJNgNOmKAGkiz5lHApwHWKThPNTm6kUiKz6nBHS21rV8kicmgWr6p9gwa1OHS23qCqACT0DIiV/0JOZXr7HBZSyr3s6jKvi5wRr+Haz41Bi6AOx7OGno4pPdLwhUVFLgFjX473Q9CXjQebitWRAlgC8AK98FIjMvYHOcu65nMu/Tj/bNn1I4a4CPDNW7lFjzRNdsd2/zMljyhE2CW7K9tM9/gzRLgCIEtf9MI3DFrDmWtFdgDrZwQKiAYwZ2PZvCFb5bw3FYnbNKTxrkVRZEIViVomncjXsTQYKljjxT+rUEdgTZm3fR+kg7qIwU3YIonsbB9LDfFPC6NfwOxTMMYJ+dCB34UP+dh0SMRXIJM0JCHS6UlIvxCrkEZWlBCKHg9wOvmePjb/zEGIQjueSSDQH1nEiKdA1JYZ9AnU0A3PXVCoigtAXjYqJ8QGRUNwuvuCI5Czsb7337B2NCCOU+Mjo3wowZ4odQBy7L218Zrl/bOWXhffew+27UFbMsLlwIJNHChCpSVoGUAnYSOhwK3acEJUYqKAKcUv3rSxee+XsILO0Jw06S1Np1M+VC5JoqaKFlJy4BmZTowLVVJlqBp7m0C3QR84vWpQD3diEUtk/uEUegrjDU1lROpjEnSgpMQ6ByhRCjrKCM6QyJrbSZmhXSFhH0OAcgJwKMCYB4maQEA6hwL+zx847Oj+KQP3PdkBgGNRayk5Y/nvEInQah4uzAvfOT2C0JRC8vtuCCo1X285aKl3njFv7SpqbQ/n8tNe22nrZC1bRu1yU0otfbvap8xf0tTyUYhO4FCroJctoJspgrXrcK26vLB6nqZkKQEGGnbcedTFkEAnFHc84SLT/1tEzZsd6DbTClgwyhgMACueJtNpJYa62uigI4EJYHpOBrWHSaASSP4ESkrasSpSlgsCxhUhkyJ91QNHIbVNmEiYv+LLnNLRjqj9FggnlZrhOvVfk61XCh0/WYUAFLbQpe8JQNCDDygEHWC+bM9fOfzo7hoRRUsCIxgkHJAU4JCpqzIPYDXAV4Dgqp8eBWgLh9+rYbRSQ+sUMSiRadtWbhgzq7frt8O27GPHuDyh2IIxtdst63yR4ptC0DICGp+GVWvgsl6FZTUkMtXkHFrsJgHxjy5BqVqnUaiZCkZzAkixYRwUEeAWwT3PpnBZ/6+CRt2OhBTOpQkYb0lSJO8m2pQm52ppqYhqcGd5HFJjm06nxro4b+H1AdTwG7waKWkxII9iPNss2VCpKSQlH0G0BOTIN6WmSZ0cmqA24x2qgnAoqogQSFqBPNnebjuc6NYvaIKGoQCtwa0qbSY6kqomQsvAnm9DlSqcFFGW2YCbc442t1RuMEBrFrWj9FK/SPX3/zQdsbYIa+rdagD3PxcCDEKoLR7fxUP/vsDT73+0bWTsF0KHgBnnFbHooUeBrt8dLX4COqhd6x6BYQ2KWqJq6gJQB1gx7CFR37r4Kobi9iw3YFwptK4QzedKPATI5HKKEGDiFnwNO6dXFKjMWmKNNAV7c0pcMN4bQrNMJmklQpsdVqRflDSgpvPI7lQxIGfoCtSVYFeh0k7qhCad0PwsAk+ATgJe4TLC0UEDROxBLjSxaNmJQDCTEuP47Q+D9/63Bj+8kaBx9a62HHAkrqtUlVUfVmswlp9QZljO6PVx8AMD2csrGHRAg8iIGAswIYX23H28v4H3/WWC3fvHymjoyV/7ACXP1QT1tz7603NTTO+9cTWN7/+ez95SC6YygM03V9Hd0sdq5eX8aUPjWN2W4CgRiB0KEKdhGuHDiG4N+yycO1NRax5KIN9o5a03CT5SAnmhABkQMN6OibfjlJhDZqiQGyCG0lrnaLwGQUPEciNsodpefeRkXLTmdSATSglZjDJ1McbiyLi+6XkR/RfsypIJ2dBWmmomA0HKA2dUE4jgIabUj0UsmyuLrBgtodvf3EUax7O4NrvFbHxRVsqAHoWG9t65srSoFkdHq740BhWnVVFdzPQ3BRSKVHHBBajLPLfenn3XZu6Zl5yWNfysAAOAF1dp6GjpemJpcuD21bsnHz742u3AExgtF7H6I4atu+24XOCP//wOGa1+eCeQIKg6r/UBTa9ZOPL3y3i1nuyqAZULopD0h4k2taVOtJaK9VEhePNnt5p1TqpIXkkSs8SqkmyFjPpYAKJY48Ez+o3jgGb6NC2UtLiJt5USBKZhCRaIYIj0sU1sFU+h4hSahFGMGUfxLDqBzJnRQV/pBVXZW8IG2SGVUREgAoqK2zCjlrUF+hq9fHBt1Tg2sBfXV/E5l2WbPIJEsmDphPiC8zq9PDnHx7DB99SQcZiqFVdjA7b8ALAypyFXMfZt5VKZzwBHDxsY3HYbZhWnN6N0YmD2//4HSs/PTizdU13WxEWc0HcHJDLoBI4uOO+PB5/zgHc8MyhtdbeGyWgDsHmXTauuqGAW3+ZRRUK3AaQ06y2Xv875N1IZAgmopOx2soGkIqpeTeIfj+SYDZkkwYp0ZjI5AgtNpCgF/pnJ/q1eNBHNDig0ftDLs5J4j2Ic26Dp0fZhYhz8bBpkObdxvNY5qGu2GcQgkneXiNwBcelb6zgLy8fx9xeTyajCJ7+qAssH6rhkgsrcCnF5EQGk5UsyrUsKvVO1HnvGqd08ae98sHthMw5/gAHgMULenD7nY/teN8lS55dPtiFIvGRsS0QywUoA+cE1bpp1gxUUQLqANv2WvjLG4q45e4cqoJKlBICM18hMqMqFTZ6jcCIVCZUE7OQwazK0c9pwnonrTkhqcCO1WMeio1EOD8CdE8P/KT+jdBiK0AjhYpoQMN0HE3gJxUWc1+8zC0CNUkBO411uo2ATiB8IAuOd7+pgqsun0BflycrlDWw405DxpEZ0D5n8HwHtVoG5YoFzuYi0/z6Z0f3PrTDyR8+uIEjoChqzJ/bjaGBnmvWPrt57ujB4fds2j2OPR6Da3O8dXUZl5xVBaqI9E1IlNU5wdPP2PjuLTncfE8WdYW2cPXdVOutF0qKVBNFR8xck1hXKmpGLkXcciPFehtgRwLAjY5mXEY096Uh/HDoypRBH4VmxbVV9DLUxTXnNqpllDOpQU4isKvnMmYTURydkKU0cq6WrTETtcISGoQOKQcIE5Elh9AJW2b/QECA+wKuxfGeiysAB264JYvfPqcWpjWimRngziddXPDrLD7wRh8BtzBeziBAJzLZwR+X2s+6pjKx40jhikPrLInx3euvQ8/Aytrs2TN/sX/3tgsr5crssWodl656GV/92AhaiwI8UL0vpDde4cAP1+Twsa8U8dR6B542pckihSQ1sQzeLTPLXBLv522FmYIyazBhzQ3rbu5Lrk+pqL5qF20qMHKiqP1mqRrRr0XBJAqzsbs8huhj9fo9aXcR00dIvnaI50C0dLa+22iHnkxBxRp9BvM1XX/aMLHNSa+Ce+r/Nv0RY2YLee2H5vl45+o6hkcJnt9ow+PqTdK/qtRsPPJsBl1tHAPdDHsPdGCi3v1Q/8Didw3v+Y+J1u6VJx7gAPCz2/4Zn/3M5d6SM+d/8LkNW/oHug/gqssqaClSnf9AKQe1gcmA4Af/nsOV3y1geJSBxzrqTANu2hitVJ1gVX2lKiK2iErhNUEtEgGfRB4Kjf4qcJsV9tECq9HCuISQaL8CO43AHNuOAZroiZCs59QgPRSYG0CaAlxD3lRtFhoBLS3rVGkK0O8jsWOQekzy/dGaTKH3EJsQlBAUsgLnnenhwATBcxtsWZXDiCwWt11U/SKe3tSEOe0cxWI35gy9c1PVc2/qnbvqaKB65BRFjd7Z/eCcP37xhUtW5muVbK0OjJdHUciNw7I8EAJs3GPh9vuy+OpNBYyMhalhMMFNpn7ABH+USKUtswIojMIFTBPUSbZhM61TmiVL/qCJ40zmEePlevswWbi6S4fb5tuEaDxNJAcaigjiBckqCERMfq7oii44DhmCoBDgBq0JXw8zDQWn8rxaJpRN/RV1IQi7WAkhz0WUxi4ntoBMEwAAcA4OitYSx19/fAIZW2DNfVlsetmBCoy4bg45CNz3ZBNWLF9WmdXX8zhReS1HMY76nbO6mjGjJXfl+9+x+rq+ObOqni8XhWZMwLIFHn3OwSevbsaVNxRxYIJJZDboxSbBVaBOSoRmtDK9BE0BO9buITYBkrfPqW/XcRCTdOumIJwK7JSvdzRDB3ZIA3gbjtHqSZSjEhXuNgZ+TCVFLYmi20/wKOoZ66eiQvogkXMJ04mlocMb9WhRV1xomVN+QO4LtBYCfOXycXz7yhGcs7AW5pWHPgQP0NE1q9rW86brypXmKwnpOPkABwA3k+G7tz94VfeMlmvb29vqGWcSjl3FI+ssfPE7Lbj7sTxqnh3d95O/eEx4Ns1qdDxBFNCJOsE2Fg2bZWiNunXKWpcxsJMGcMc6KYVoTfkGCVOevvtwh0g8TBDLv1F3KLMsTRdEqH2IAzpetpYAO48UlmS4Pq6yRDkoyZC+qdRwESlhal/DtxQCInQ+L1lRxTWfGMHK0ycBr4JqvYKOmd31ptaua9fccf9VhbzLcQzjqCmKGl0tL9dLnW1fe/qpzvrdT237sl+t0Rtvb8PaLVnpERKVeGO0AY0BhCSAbion0OF4VVdpOo+xtWxCGjJdiD5JT9KimEj8jYAvYnxFTQy1bQJb6G3j9UNQjwakkxSw6/cTqKWqVTBQqI+nAjsIKQaUVSQRlQgVkzAB1LhDRLnmMg8cYUSThzQoAj7CviuchtumHGnQIuOKGddHniuoMwgwnPs6ge98fgTX/7QK2+G8ub3pywd439cPvry3fqz4PGaAN/V+BDf/4paKZS+7LdOU/6vbHrgbv32uHShZAAKdGUZ8wHI5vHr4y9lGdEIjysgRDi+O2W6NkrD6WlOReDJVaukZ4iH6hub2BshhAl7BU1OTRPFDw89m7DsC8x3LNVGzgxgvKtAqwIdANnm1fh5KiGpV4KhZkJwQKlWWh4111ESAPodZBJG4CyDKV9FAJ2GEk1MIpmaboiTqWoQipi2vk1cHbEcAHoUfOPB8F4JTLB6sYfUSDy3ty8X8uX23lSvbK4uXvv9Y4XnsAAeAFWfMw+ze7o2PPp29fPZpue82/e5ZyhjBpM9RC3y0FDlWLZ7EH15Swd2PO/j5A1ns3G9LkJuBHQCaPISyoKyMT2v5YKzjafir00UyG/g3DLXABD2ij5RgKRq9SRCTlK0jQjmJP43nm5AYWJWDKcJYg3xuVPuEFEZr3ipfPKQ0qubALIXjJhXiFHIGhLwYsommDt1DrWgvLbgJeil/K6suT0htYOc+Cz97MIO7H3Nw2X+r4MJFdeRchko1h0rNwUSF47xlK/kEll5+oLZ4o2sdueadNo5KJkyO675xI85+08eD1SuWrL3/Ny+M5Ej5ElTH4AcMjJXxN3/yMr7wR+NYOtfDG1bU0D8zwOO/czA6bklBW8uCqrc3hVoFzSECdigFKs2bkUjzjlaZSEwAalj4RD9Cop+TuA5uHKt1bv2aoWUb+wiNJgk1pUJqaN4kuZ1OnRqkvbRJqfdP3T4uNnn1ZDTL7Ug48UloYdUkF8a5RezcMVcJRPaQMT+bqtqiZhczDtsJsGMfw+e/1YQb/q2E9dsyuO/RLPaOEaw8naNSbcauvUV46EOp1PO5gaF3/kNv6yZ/Zs+ZxwXgx8WCA8BbzhvAth27g89++Pc2P/5k9/ivfnVvcffwXpy/dATvvUggyzLw6gFymTrOW1LDeUur2HG3HWZRGlcvvJJKOYmCM439TExqotbaMWXBKduyIQICEiCKfs34nySIUg5r2E7fEQ3Nm5FkJyaTRyNVSWYXwqApgLak5rKDMB1TEufahEavcQ6ACl2UDJAwuUq1NA7rJjk1opmqNZwAFVw7xKrS6MHfunj46SzKdQdwLez1bPzfe5owGUzi/PkZEPTivPPfMN7Vv3jz5PieoFBadLxgefwADgDFQhY8qK85b+WKTwz0+tcdfOmO1lJmEpOTNrhfg2PXAAH0tNewankNtz8QriLA1I8aL0GLKuNhLBY1dW9vk6I0cO4GoCcCJQYekxMhjZaY/cH1a0fBTpIY1l4liWiKGWonBpUQGvQSrIQYQFZgD1+D4tjKWUQYWichPQlzvFWNsA67m6VtBIbzqQqTwxI2RA6ortFnwESV4IEnXLy0zwEKNkCzoJYLYVH88tE8du9uwkc/cOHwnIFln3n5wMSatubcEV23Q43jCvC21mYAQK068qPBoXOtZ+v0mgN77ukAdunbHqUBwD0QLnRuRVz/JtHy2jqZSjTKgDTFSkOBOloCcUrHMsGxTeBr4JqgVbd5RM+TeCbTbk0/ROKv3m+KN3oWRPZeqSRaTYHphIZWGpBN8eXRxj6Ebd3CnyAZ6KFRLgoBlw4pDVNpuVwMSxYxU92QXkuD4SQCAYRa9po4AHORsxk63ACL5zbhj977hn0XXHDu/5qoej/qMVZmOF7jmHTwqYabaYZX5/942sJzrujuHdoXcAbPZ/ADC0FgSSdGa2lx0xpZ70Zwsxinjkcvk5Y7Ijumw6n2NfJgE4wKQwrq2rIC8QOReIPxlaY+eIqRYCSxIuTka6rDqmmp9baZCmsGdpQagliqbKyeUwV6uPE8liUYT68VIt7I09TLhQj7n6hrEPZuZ4whSwUcRrD4zKF9qy845woE3j92tE7f3+RoxwkBOABkciXsf/HOm7LZ7BezxZ5h2RmUag1VZ5FpzZtp662b91DE+5uYTqXhFMboCRXpnNuw0DQ5ARC9Zlp2IPFeIEZngMjiJ4F4NENZvOT5osxBtT/Z+Soe4EES9MlU2obttBTZ+D5hAppH29G6m0RWvidyxIkZ6AlXuWOCY3DuzOF8ofDF7//LvTc1N58YcAMnEOAA0DN4KYiY+GG2MPtTTm7eOOdh3Z9aYSS2KgMDowQZKjsZxZcaMZ3M+GJRcXVEpO+fjqIkAI2UY9S+hkhliiWPWe/DMd5JSy2mfKp3CoPPaM059j6CqPhBfpCkNY8XOSQadGIKoHNjEnCjgafOEWd6SRTduJMTCF/o2cv9AEsWzhofGuz91Mh47Yef/ujvn0gIHl8OnjYIpRyk9ceZfOAzXv0BE2sz5UmB7S9ZqAXhUtvUBqUULgllQZJsmJm+3F8saplmuZMPSqa07kjs05/fAE2MWSesfANNweHjWyBhaRLBHtMINsSBVJ63iHi2ZugkCubobiRCfRcjCATZP0WoGk0uIKhSVBBNHq60EQpOZd9moWs01fdmkI06JSW1mYdZ3T4yOR/Vmoely+ZW582d8Sfd7cVbh8drxxSGP5xxQi04AMwc/GPk3f2BnZ15q5ub+cFMaaD6/E6OXz2Wg193AMsBJRQZCmSZkD29Qwsei2BOC3QxpaJigluXosFUSOK8PO58EkP7NY5PQW6DRT9c7xLQlAIwOHXiFJHcZ9APqEBNZMV1FNKw2jBpiVrnHkohiXN3uRYONSx1lGUhl/9rXOQqCNRiVhQ+ZwhCX6vuW2A2w0Vn17CwexLLhmZVB+d0frBzVu+tL+yvB3/9+fecaPideIADQPOsy5GztgXF3nf85GC197K7nlhSfmJ9BnAdUGohZxHkmUCGAg4VjWtZUkM9SQA5DdwNBQSUxIvhktY6AVpTQYlUE5GqnKg3HCP9bjzvFCeMMgqj/9RUYBp4OKCzAxVPj8AJg4IYiVkcMQBHS4TD6Ctu9kmRIA8CBt9n8HwLXmDB82xUyw6WD3q48k+7y68/q+Wy27Zf9pOdO3cF/3Dlu08G9I5PJPNwxtV/dxfe9MYeDC3uWT/37NJWjtwbD455GZtRlOzIekdVOVF0koUgZqFDGVXtCCMqGQd39Jc0AN6MHGrHkzY6ow26ecp2VOXTGK2cet/USWBT///m3Shd/Ym2FYUKn8VmT0LBJ+a+uNOsVmqO+R8k8dZwh+4UyymCUEUhkE1X7ey80f6+vo+97ffu/HGXdxBXffJjJwt2xxKaOLrxgS9cj1l9A6hVy5eNjZe//uSTz7VNjgwjYzOdn6w4KVGOZqLETPNvKg4B7hRAIQHyBJBoeEXM/WYFjxnGN2mPnCRROF/edSKAR+VwZombqf6Yd6W4IhRXjNLjAGaD0fhzM1Yg0l+nZpNSYZzbXOw3WkBMLV/DjGVrSOgMqJxxSjwUigW0dg4dsO3s53ye+2HO2QK74y9OKt5OOsDV2L33IGzb/tBP73j4az+9/d6OA8Nj8DhD1Sc6wkYTzqbON5kC3I38+zDBDajCIYO6xAEe5Z3ErXYawDWIjwDgxLhDJQEe/35RLEAvWKs/szDuRGlgTt8frdARB/ZUINdLuROutwmRBcx1z0KlSmG7JfQvWL2vo/f8L3Huf9922k4Jzk4KB08b3V0tcB3y/ff9/vlXfPh9F+2bN7sJ5Vog1xsNSWXsxzgScFMSFQo3gD4ObvkfJf4mb8vmSPMw1ThWIh77DIc3zJ4o+jniKa+xVdZStpOcnE/JyZXeHTXsVLyeQMCiASBqGKu0oXXmJftaZ77hiiBwThm4gZMgE043ioU8KuXJmy5+w9m+5VjfeOHGe1te2juBHOMyyRAknilIo4KG6cEdt9iNFjyxOhoaHVAYzw9n6Pce60U5VDFE7FgClZyi9G4l/0mJkOhXOKJWy6pHIaVCd8CiJMwNpwIyMA+AC1AabcuDpOBIiXJQ5fkp5XAcH02tzSj2XHRwZt/ZX/A9/CCXz54o+BzWOKUAB4BsLo9arfajFWctHj7z4a3zlp1hX3vHPY/aDiWwmVpCrhHcaYqJCe7UJCuEXBqIARzm32MdR3kegkTeydEMMxclfG6q5kLIa6RBz6O0WACgnKSAPPxMKiuLAhByzRzVTJ9wATAfpY6VXrHgfXFm2+LNoPbPKc0cp4t69OOUAxwAXNfl9z2+Yc2Vf/oHztPPvFBuy5Eb7v/NWlKuVKmy4trBpOngbQB3A8hJg3VOC8mfQrfkuA5VHagzDkPrrqrlVd2NXG9NWnJApIBcRI2CiKJE4SuUyF6ELM8L7ecLtzj/k5n2Bf9Um3ipnjmOKa/HMl4RAAeAVSvm49En19eH+jt/BL92X6VcedfWHXv+ZvuOl+BaFBYlcmFjJDRrEpcCUy27GbCJSVyIa9tHQg9O0DgyGp9+dKzmU0RfS0VjiRDyTiaknwOaALnK/aYS1WqScEhrzVi4GDD3USjNQCbX/RdOYfBm6szaOTp8oN7c/soAN/AKAjgAnHPWQgCoXPudWzecu/z0rzU15ZyutsKV27ZvZyKow2YyXKNKslQ5Z6PSEFdRkkEd48+0Q93mD0Ub9HmPx+RQkcXDORdJ+2zaZKfDP0yjJWG3WYowJK/ORSHL1MKwvSpuVlFPgIAEARhzUGzpD/KljqtbWvu/Nj6+OyjOXnUcLsDxHa/Y+/Hf3XArPn/5H2DX7v1X/+KuB/7nY48/7Y6OjaFW8xGEDdklZ5ULvzIWzy6M6dtIA7iRnacmDCKaoo6Py4Ap2rf+P+M6+JHKhHFfIlSNppIJdXctEaNh8vMrp5PAjHTGKFmiG1WsBUf4/zIm9PLtAgQ8IKh7QMAtFIpF9A+cWeuff97fZ/MdV25//l/Rd9p7TzVkUscrFuAAMHxwDJDra31148YtK2/+yc/p8Eh55a49wxYXDICkLRYjsJiKghKzZ5BBSwzlJByx/A8jATu1LRqNehFGKbpJ0B5fgJuFG5FWLoy60mRBtTFlVSZhwpLH1KMUoDPVDs/isC0OxmTP70oVsNw23+f5R5aueDOfMXPOI4LjCmYRuJkTl+56rOMVDXBz/PO/3g7Htotj4+P/+9nnt737mef30HK5jGKOIesQ2JYEekMRAyEx66XKP81caZ4AuHxfMlAURScbCpFPEsDNfbFAEOR+nTlr1Feq76c4Dw2LheM+ibH6HBWwmIDjcGScABm7BtvNwCd9vNDU/2+ZTP6jQeCNn7n8racaEoc1XlEcfLrxgfe+DRs3bR0vFTKf6p83b5PHnjp9fGTk7Zs3b0TGtmEzBmZFxQxaJks6nYgO4CJcj92ojFFDRcDUuYjeOJmeKInkECRovl6mMQ50IMwU5GFzHaMRvpQiIw1cf50w81CeS2rbjAaAVUNbRx8KxeJtmZZzn7Wzs7/Jg8p414y+k/fDH/sVfPWNdRt2oKlY6Hv6meevW7d+w9tfeH49vNoEHJuBUhparRC8gLacukNsiBvOBfxAwA8AP1A8XAI4sphxyy0f5JgtOKOGxZ7Sgsc5t9kiI0pGEzpsrwHOCfxAPrwAOhPQ5NnqbqCOj3oTcgA+OtrymD9/EDN6Bm5r61zwmXptcnuu9OoBthqvSoADwO69+2Hb9sDzL2xZVK+VP71t66YL1q1/AWNj46CMoe5J8CqrxGhIYUKgQwA+F6jXBap1Ac8Xsnoc8QnBqHq/AXoatUM+XgCP/U0CnMD4LBFXpkxx5ihhCkCYE0JQrVNU6wRBQHR3DotJB9KikeX3fLkyh+/5yOWL6Jk9gAWDAw8Ui5lvtnf2/0cQ+Juy+VMXbj+W8aqhKMnR3dUOAJuEEJsAPPuwLboHB+ffuHXLpoF1637H9h4oo1IFXCcEJyVgjIQOqWxN4QcCnhfA8zlqXhTiZlRW9BMQI1CiRiQwk5TYvNl+UZBDWxCTD8dyBpJRSZglbCo3PcruYyFwKVGrKzCUawTVmrTihAA2g27/IEKubVsctTrBZMXF0MJFweDgwKaJsvex+QvP3g1gQ6zm9FU4XrUAVyP8ATbs2z+8gfPgzaVCtue8lYtuuf/BX5bW3Lsn73lluDbRFMO2KVyHwbEJbMaRzdSwdzTA6ASDYws4cn0UbUlFmgpB9P8L3WLZOEY3DBCQJWRTgCQm3SF+Al2ko7mzkVQVOgQmpVFgdWz5GBkX2LDTwdi4A4sROA6FsMM7QiDCOwhHZ7uFCuudvGTV6jGbBpfOmt27izG6/dUObDVe9QBXo6O9FULw7Z0d7Tshxl43Vl51ztz5+D+bNm70t23b3Do6crBIiYBFCbKOQKkA9HR4ABvFI5ssvDhSxIxSADihvkxVIpECMmLOHmBYXbVTH270LNHSBhqRTOJvJ/G36xC77FXS+J2VxKeUD9cOkMn46GyuYNKv4LENRVhBAd2tDLksBckx2BaFIAyFUsv4wLz+4b7+fquvQj6SK815dGZXYTQIBLesU5ZketzHa+ebACCEghDCt+6cONjW1ntXa0tp/vf+6eZ5//0P33f1OWcvX9fZ2bm2qalUbWvJoq1UR0dzBT3tZbQ2T2C0LjBZp/ACIAjilluC0NSM4w6r0tmTrRrMFNb45zSfJOgJGls+mCmuKj0VMD4fkQsP2DZHzvWQz05g31gFOw4w7D0YYP9IHYS4yOWL1bb2jrVDC5euW33xpVevffzWea5bmt8zs+eupuz4QULIawrcwGvIgptjbl8PINWy8rZtO2BZ1rWMsWvPOGOIlYqFGzJWZT6vbj7fwTY2d6bA6qUV3PlEFZM1F0U3Ao7pJEr8RQEgXQBhmGUzcASoTk+N4XR1Y5B5MpFzmTxGiToUYWDHkDMj/V4epCpzXNuDH1TwyDMZ7Ho5g2XzCuif2xksXzzvoa72woZatXw5pV7gOBm8/QPXitbOWeVT/XudyPGaBLg55syZDUTY86vlkY8yy22plhd95eXtP3csdywIaGHp4qGOZeUDwyhXxsEIkHUsUEJDBxU6BKhD8mFQCTAtttBtiHWgSfVdNDm1QXWiBa6i17l5F9DvCdsgI9Kz/UDeNywG8KAOwesQJItMfhCLFpKn7l1XenrJornsI+9/Y33mjPY/q1RqB9vbm0/1T3JSx2vDkziG8Y0f3QuAXMB9/02iOnFptVxe4Ncr2LFtExyLo16vyvwXDmRcC9mMBcehsBiNZDku4HOBIJBhbUCpMRSWRWBbFBZTizLJi24xwLEB24okQ3kuuVxNEABBGISiFLAsIOMAjuWDEh9+AAhhI5N10VQgGBjoQ7FgI5PJvNDUZN2ScendQuABp+Udp/oSn9Lxnx7gauzdNwwAb67V/Xn79x/g/+9fbuV9vR39HR2tX9q4eSf8gGD//pdRq4whn7WQcRiYxcKWCRw1j6Ne5zIJLMx7YYzAtSmyGQsZR4K7WuUQADIuRc4FXEcqIAQyOOX5QN0jqHmA7wMB5wgCH65NUMgJdHc1obOzHZMVgVJLLybGDn5N+Pu3nrfqbbRYaKGE2psB3JXJtZ7qS/qKGK95inK4o6ujFQDuUs/3798H13GaX9q95xEuKGoe8ZacOfRZ2yIXOzYBoxzPP7cW+w9MgFKCsQkfQnBMVuqo12rwAwFmERSyFhxLoNgMEFLHjt0cRFjobLORdwHX4mAMCAICx7Hhug4mqwRVj4NZgOvksHTJYmRcCxmXIOviHiLK35iowJ45ayHa22c84Hn1kba2V2cg5kSP/wL4FKO9vQMARgDcDgAv7toDAjwvRNDFGOGCe9j94kaMjlVhWxTlKoEXVLzzVq64anxi/K0jYzWPMYJijqGUt9DbKUDtMsYJgQ0HPR02SgWglA9ACUfVz9i5XOFnL6xfe5VtuzahHIwC2UwOpw0NIeM6YIxQ26J7AWxtbZtxqi/Rq2L8F0U5juPX9/8GhJCul3bvaTpwsCoYJSjmKQo5Cz3tHNQu45F1DC5x0N1moZiXACckQMXLk5bWrlEIsXfo9LNP9Vd5zYz/D6eBEyWADWAtAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDIyOjEyOjQ5KzAwOjAwFnsQqwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QyMjoxMjo0OSswMDowMGcmqBcAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 27857269
    {'hecke_orbit_code': 9007199288303465, 'n': 1, 'trace_an': 60}
  • id: 27857270
    {'hecke_orbit_code': 9007199288303465, 'n': 2, 'trace_an': -9}
  • id: 27857271
    {'hecke_orbit_code': 9007199288303465, 'n': 3, 'trace_an': -6}
  • id: 27857272
    {'hecke_orbit_code': 9007199288303465, 'n': 4, 'trace_an': 43}
  • id: 27857273
    {'hecke_orbit_code': 9007199288303465, 'n': 5, 'trace_an': -15}
  • id: 27857274
    {'hecke_orbit_code': 9007199288303465, 'n': 6, 'trace_an': -4}
  • id: 27857275
    {'hecke_orbit_code': 9007199288303465, 'n': 7, 'trace_an': -17}
  • id: 27857276
    {'hecke_orbit_code': 9007199288303465, 'n': 8, 'trace_an': -21}
  • id: 27857277
    {'hecke_orbit_code': 9007199288303465, 'n': 9, 'trace_an': 40}
  • id: 27857278
    {'hecke_orbit_code': 9007199288303465, 'n': 10, 'trace_an': 1}
  • id: 27857279
    {'hecke_orbit_code': 9007199288303465, 'n': 11, 'trace_an': 60}
  • id: 27857280
    {'hecke_orbit_code': 9007199288303465, 'n': 12, 'trace_an': -13}
  • id: 27857281
    {'hecke_orbit_code': 9007199288303465, 'n': 13, 'trace_an': -2}
  • id: 27857282
    {'hecke_orbit_code': 9007199288303465, 'n': 14, 'trace_an': -15}
  • id: 27857283
    {'hecke_orbit_code': 9007199288303465, 'n': 15, 'trace_an': -32}
  • id: 27857284
    {'hecke_orbit_code': 9007199288303465, 'n': 16, 'trace_an': 21}
  • id: 27857285
    {'hecke_orbit_code': 9007199288303465, 'n': 17, 'trace_an': 60}
  • id: 27857286
    {'hecke_orbit_code': 9007199288303465, 'n': 18, 'trace_an': -41}
  • id: 27857287
    {'hecke_orbit_code': 9007199288303465, 'n': 19, 'trace_an': -24}
  • id: 27857288
    {'hecke_orbit_code': 9007199288303465, 'n': 20, 'trace_an': -33}
  • id: 27857289
    {'hecke_orbit_code': 9007199288303465, 'n': 21, 'trace_an': -12}
  • id: 27857290
    {'hecke_orbit_code': 9007199288303465, 'n': 22, 'trace_an': -9}
  • id: 27857291
    {'hecke_orbit_code': 9007199288303465, 'n': 23, 'trace_an': -20}
  • id: 27857292
    {'hecke_orbit_code': 9007199288303465, 'n': 24, 'trace_an': 9}
  • id: 27857293
    {'hecke_orbit_code': 9007199288303465, 'n': 25, 'trace_an': 25}
  • id: 27857294
    {'hecke_orbit_code': 9007199288303465, 'n': 26, 'trace_an': -40}
  • id: 27857295
    {'hecke_orbit_code': 9007199288303465, 'n': 27, 'trace_an': -18}
  • id: 27857296
    {'hecke_orbit_code': 9007199288303465, 'n': 28, 'trace_an': -3}
  • id: 27857297
    {'hecke_orbit_code': 9007199288303465, 'n': 29, 'trace_an': -54}
  • id: 27857298
    {'hecke_orbit_code': 9007199288303465, 'n': 30, 'trace_an': -18}
  • id: 27857299
    {'hecke_orbit_code': 9007199288303465, 'n': 31, 'trace_an': -50}
  • id: 27857300
    {'hecke_orbit_code': 9007199288303465, 'n': 32, 'trace_an': -51}
  • id: 27857301
    {'hecke_orbit_code': 9007199288303465, 'n': 33, 'trace_an': -6}
  • id: 27857302
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  • id: 27857303
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  • id: 27857304
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  • id: 27857305
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  • id: 27857306
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  • id: 27857307
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  • id: 27857308
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  • id: 27857309
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  • id: 27857310
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  • id: 27857311
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  • id: 27857312
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  • id: 27857313
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  • id: 27857314
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  • id: 27857315
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  • id: 27857316
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  • id: 27857317
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  • id: 27857318
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  • id: 27857319
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  • id: 27857320
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  • id: 27857321
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  • id: 27857322
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  • id: 27857323
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  • id: 27857324
    {'hecke_orbit_code': 9007199288303465, 'n': 56, 'trace_an': -45}
  • id: 27857325
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  • id: 27857326
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  • id: 27857327
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  • id: 27857328
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  • id: 27857329
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  • id: 27857330
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  • id: 27857331
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  • id: 27857332
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  • id: 27857333
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  • id: 27857334
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  • id: 27857335
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  • id: 27857336
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  • id: 27857337
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  • id: 27857338
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  • id: 27857339
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  • id: 27857340
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  • id: 27857341
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  • id: 27857342
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  • id: 27857343
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  • id: 27857344
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  • id: 27857345
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  • id: 27857346
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  • id: 27857347
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  • id: 27857348
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  • id: 27857349
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  • id: 27857350
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  • id: 27857351
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  • id: 27857352
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  • id: 27857353
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  • id: 27857354
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  • id: 27857355
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  • id: 27857356
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  • id: 27857357
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  • id: 27857358
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  • id: 27857359
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  • id: 27857360
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  • id: 27857361
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  • id: 27857362
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  • id: 27857363
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  • id: 27857364
    {'hecke_orbit_code': 9007199288303465, 'n': 96, 'trace_an': 108}
  • id: 27857365
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  • id: 27857366
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  • id: 27857367
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  • id: 27857368
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  • id: 27857369
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  • id: 27857370
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  • id: 27857371
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  • id: 27857372
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  • id: 27857373
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  • id: 27857374
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  • id: 27857375
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  • id: 27857376
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  • id: 27857377
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  • id: 27857378
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  • id: 27857379
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  • id: 27857380
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  • id: 27857381
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  • id: 27857382
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  • id: 27857383
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  • id: 27857384
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  • id: 27857385
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  • id: 27857386
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  • id: 27857387
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  • id: 27857388
    {'hecke_orbit_code': 9007199288303465, 'n': 179, 'trace_an': -119}
  • id: 27857389
    {'hecke_orbit_code': 9007199288303465, 'n': 181, 'trace_an': -76}
  • id: 27857390
    {'hecke_orbit_code': 9007199288303465, 'n': 191, 'trace_an': -226}
  • id: 27857391
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  • id: 27857392
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  • id: 27857393
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  • id: 27857394
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  • id: 27857395
    {'hecke_orbit_code': 9007199288303465, 'n': 223, 'trace_an': -92}
  • id: 27857396
    {'hecke_orbit_code': 9007199288303465, 'n': 227, 'trace_an': -37}
  • id: 27857397
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  • id: 27857398
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  • id: 27857399
    {'hecke_orbit_code': 9007199288303465, 'n': 239, 'trace_an': -155}
  • id: 27857400
    {'hecke_orbit_code': 9007199288303465, 'n': 241, 'trace_an': -5}
  • id: 27857401
    {'hecke_orbit_code': 9007199288303465, 'n': 243, 'trace_an': 110}
  • id: 27857402
    {'hecke_orbit_code': 9007199288303465, 'n': 251, 'trace_an': -5}
  • id: 27857403
    {'hecke_orbit_code': 9007199288303465, 'n': 256, 'trace_an': -123}
  • id: 27857404
    {'hecke_orbit_code': 9007199288303465, 'n': 257, 'trace_an': 11}
  • id: 27857405
    {'hecke_orbit_code': 9007199288303465, 'n': 263, 'trace_an': -77}
  • id: 27857406
    {'hecke_orbit_code': 9007199288303465, 'n': 269, 'trace_an': -129}
  • id: 27857407
    {'hecke_orbit_code': 9007199288303465, 'n': 271, 'trace_an': -86}
  • id: 27857408
    {'hecke_orbit_code': 9007199288303465, 'n': 277, 'trace_an': -30}
  • id: 27857409
    {'hecke_orbit_code': 9007199288303465, 'n': 281, 'trace_an': -33}
  • id: 27857410
    {'hecke_orbit_code': 9007199288303465, 'n': 283, 'trace_an': 72}
  • id: 27857411
    {'hecke_orbit_code': 9007199288303465, 'n': 289, 'trace_an': 60}
  • id: 27857412
    {'hecke_orbit_code': 9007199288303465, 'n': 293, 'trace_an': -63}
  • id: 27857413
    {'hecke_orbit_code': 9007199288303465, 'n': 307, 'trace_an': 44}
  • id: 27857414
    {'hecke_orbit_code': 9007199288303465, 'n': 311, 'trace_an': -46}
  • id: 27857415
    {'hecke_orbit_code': 9007199288303465, 'n': 313, 'trace_an': 80}
  • id: 27857416
    {'hecke_orbit_code': 9007199288303465, 'n': 317, 'trace_an': -2}
  • id: 27857417
    {'hecke_orbit_code': 9007199288303465, 'n': 331, 'trace_an': -83}
  • id: 27857418
    {'hecke_orbit_code': 9007199288303465, 'n': 337, 'trace_an': 11}
  • id: 27857419
    {'hecke_orbit_code': 9007199288303465, 'n': 343, 'trace_an': -43}
  • id: 27857420
    {'hecke_orbit_code': 9007199288303465, 'n': 347, 'trace_an': 74}
  • id: 27857421
    {'hecke_orbit_code': 9007199288303465, 'n': 349, 'trace_an': -57}
  • id: 27857422
    {'hecke_orbit_code': 9007199288303465, 'n': 353, 'trace_an': -4}
  • id: 27857423
    {'hecke_orbit_code': 9007199288303465, 'n': 359, 'trace_an': -200}
  • id: 27857424
    {'hecke_orbit_code': 9007199288303465, 'n': 361, 'trace_an': -106}
  • id: 27857425
    {'hecke_orbit_code': 9007199288303465, 'n': 367, 'trace_an': -38}
  • id: 27857426
    {'hecke_orbit_code': 9007199288303465, 'n': 373, 'trace_an': -19}
  • id: 27857427
    {'hecke_orbit_code': 9007199288303465, 'n': 379, 'trace_an': -114}
  • id: 27857428
    {'hecke_orbit_code': 9007199288303465, 'n': 383, 'trace_an': -141}
  • id: 27857429
    {'hecke_orbit_code': 9007199288303465, 'n': 389, 'trace_an': -136}
  • id: 27857430
    {'hecke_orbit_code': 9007199288303465, 'n': 397, 'trace_an': 89}
  • id: 27857431
    {'hecke_orbit_code': 9007199288303465, 'n': 401, 'trace_an': -78}
  • id: 27857432
    {'hecke_orbit_code': 9007199288303465, 'n': 409, 'trace_an': -72}
  • id: 27857433
    {'hecke_orbit_code': 9007199288303465, 'n': 419, 'trace_an': -16}
  • id: 27857434
    {'hecke_orbit_code': 9007199288303465, 'n': 421, 'trace_an': -224}
  • id: 27857435
    {'hecke_orbit_code': 9007199288303465, 'n': 431, 'trace_an': -271}
  • id: 27857436
    {'hecke_orbit_code': 9007199288303465, 'n': 433, 'trace_an': -184}
  • id: 27857437
    {'hecke_orbit_code': 9007199288303465, 'n': 439, 'trace_an': -49}
  • id: 27857438
    {'hecke_orbit_code': 9007199288303465, 'n': 443, 'trace_an': -48}
  • id: 27857439
    {'hecke_orbit_code': 9007199288303465, 'n': 449, 'trace_an': -166}
  • id: 27857440
    {'hecke_orbit_code': 9007199288303465, 'n': 457, 'trace_an': -22}
  • id: 27857441
    {'hecke_orbit_code': 9007199288303465, 'n': 461, 'trace_an': 120}
  • id: 27857442
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  • id: 27857443
    {'hecke_orbit_code': 9007199288303465, 'n': 467, 'trace_an': -77}
  • id: 27857444
    {'hecke_orbit_code': 9007199288303465, 'n': 479, 'trace_an': -89}
  • id: 27857445
    {'hecke_orbit_code': 9007199288303465, 'n': 487, 'trace_an': -41}
  • id: 27857446
    {'hecke_orbit_code': 9007199288303465, 'n': 491, 'trace_an': -191}
  • id: 27857447
    {'hecke_orbit_code': 9007199288303465, 'n': 499, 'trace_an': 42}
  • id: 27857448
    {'hecke_orbit_code': 9007199288303465, 'n': 503, 'trace_an': -235}
  • id: 27857449
    {'hecke_orbit_code': 9007199288303465, 'n': 509, 'trace_an': -78}
  • id: 27857450
    {'hecke_orbit_code': 9007199288303465, 'n': 512, 'trace_an': 94}
  • id: 27857451
    {'hecke_orbit_code': 9007199288303465, 'n': 521, 'trace_an': 7}
  • id: 27857452
    {'hecke_orbit_code': 9007199288303465, 'n': 523, 'trace_an': -21}
  • id: 27857453
    {'hecke_orbit_code': 9007199288303465, 'n': 529, 'trace_an': 12}
  • id: 27857454
    {'hecke_orbit_code': 9007199288303465, 'n': 541, 'trace_an': -14}
  • id: 27857455
    {'hecke_orbit_code': 9007199288303465, 'n': 547, 'trace_an': 107}
  • id: 27857456
    {'hecke_orbit_code': 9007199288303465, 'n': 557, 'trace_an': -19}
  • id: 27857457
    {'hecke_orbit_code': 9007199288303465, 'n': 563, 'trace_an': -63}
  • id: 27857458
    {'hecke_orbit_code': 9007199288303465, 'n': 569, 'trace_an': 36}
  • id: 27857459
    {'hecke_orbit_code': 9007199288303465, 'n': 571, 'trace_an': 19}
  • id: 27857460
    {'hecke_orbit_code': 9007199288303465, 'n': 577, 'trace_an': -110}
  • id: 27857461
    {'hecke_orbit_code': 9007199288303465, 'n': 587, 'trace_an': 129}
  • id: 27857462
    {'hecke_orbit_code': 9007199288303465, 'n': 593, 'trace_an': 37}
  • id: 27857463
    {'hecke_orbit_code': 9007199288303465, 'n': 599, 'trace_an': -294}
  • id: 27857464
    {'hecke_orbit_code': 9007199288303465, 'n': 601, 'trace_an': -141}
  • id: 27857465
    {'hecke_orbit_code': 9007199288303465, 'n': 607, 'trace_an': 31}
  • id: 27857466
    {'hecke_orbit_code': 9007199288303465, 'n': 613, 'trace_an': -16}
  • id: 27857467
    {'hecke_orbit_code': 9007199288303465, 'n': 617, 'trace_an': 106}
  • id: 27857468
    {'hecke_orbit_code': 9007199288303465, 'n': 619, 'trace_an': -25}
  • id: 27857469
    {'hecke_orbit_code': 9007199288303465, 'n': 625, 'trace_an': -190}
  • id: 27857470
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  • id: 27857471
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  • id: 27857472
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  • id: 27857473
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  • id: 27857474
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  • id: 27857475
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  • id: 27857476
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  • id: 27857477
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  • id: 27857478
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  • id: 27857479
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  • id: 27857480
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  • id: 27857481
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  • id: 27857482
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  • id: 27857483
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  • id: 27857484
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  • id: 27857485
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  • id: 27857486
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  • id: 27857487
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  • id: 27857488
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  • id: 27857489
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  • id: 27857490
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  • id: 27857491
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  • id: 27857492
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  • id: 27857493
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  • id: 27857494
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  • id: 27857495
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  • id: 27857496
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  • id: 27857497
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  • id: 27857498
    {'hecke_orbit_code': 9007199288303465, 'n': 821, 'trace_an': -18}
  • id: 27857499
    {'hecke_orbit_code': 9007199288303465, 'n': 823, 'trace_an': -149}
  • id: 27857500
    {'hecke_orbit_code': 9007199288303465, 'n': 827, 'trace_an': 64}
  • id: 27857501
    {'hecke_orbit_code': 9007199288303465, 'n': 829, 'trace_an': -206}
  • id: 27857502
    {'hecke_orbit_code': 9007199288303465, 'n': 839, 'trace_an': -251}
  • id: 27857503
    {'hecke_orbit_code': 9007199288303465, 'n': 841, 'trace_an': 96}
  • id: 27857504
    {'hecke_orbit_code': 9007199288303465, 'n': 853, 'trace_an': 128}
  • id: 27857505
    {'hecke_orbit_code': 9007199288303465, 'n': 857, 'trace_an': 179}
  • id: 27857506
    {'hecke_orbit_code': 9007199288303465, 'n': 859, 'trace_an': 23}
  • id: 27857507
    {'hecke_orbit_code': 9007199288303465, 'n': 863, 'trace_an': -309}
  • id: 27857508
    {'hecke_orbit_code': 9007199288303465, 'n': 877, 'trace_an': 158}
  • id: 27857509
    {'hecke_orbit_code': 9007199288303465, 'n': 881, 'trace_an': 122}
  • id: 27857510
    {'hecke_orbit_code': 9007199288303465, 'n': 883, 'trace_an': 81}
  • id: 27857511
    {'hecke_orbit_code': 9007199288303465, 'n': 887, 'trace_an': -153}
  • id: 27857512
    {'hecke_orbit_code': 9007199288303465, 'n': 907, 'trace_an': -87}
  • id: 27857513
    {'hecke_orbit_code': 9007199288303465, 'n': 911, 'trace_an': -451}
  • id: 27857514
    {'hecke_orbit_code': 9007199288303465, 'n': 919, 'trace_an': 128}
  • id: 27857515
    {'hecke_orbit_code': 9007199288303465, 'n': 929, 'trace_an': -4}
  • id: 27857516
    {'hecke_orbit_code': 9007199288303465, 'n': 937, 'trace_an': 160}
  • id: 27857517
    {'hecke_orbit_code': 9007199288303465, 'n': 941, 'trace_an': -190}
  • id: 27857518
    {'hecke_orbit_code': 9007199288303465, 'n': 947, 'trace_an': -23}
  • id: 27857519
    {'hecke_orbit_code': 9007199288303465, 'n': 953, 'trace_an': -72}
  • id: 27857520
    {'hecke_orbit_code': 9007199288303465, 'n': 961, 'trace_an': 92}
  • id: 27857521
    {'hecke_orbit_code': 9007199288303465, 'n': 967, 'trace_an': 0}
  • id: 27857522
    {'hecke_orbit_code': 9007199288303465, 'n': 971, 'trace_an': -59}
  • id: 27857523
    {'hecke_orbit_code': 9007199288303465, 'n': 977, 'trace_an': -101}
  • id: 27857524
    {'hecke_orbit_code': 9007199288303465, 'n': 983, 'trace_an': -54}
  • id: 27857525
    {'hecke_orbit_code': 9007199288303465, 'n': 991, 'trace_an': -132}
  • id: 27857526
    {'hecke_orbit_code': 9007199288303465, 'n': 997, 'trace_an': 98}