Newform data - 98.6.c.b

Formats: - HTML - YAML - JSON - 2025-12-08T20:39:08.074327

• 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': 3528, 'analytic_conductor': 15.717614341672101, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [64, -8, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737166987362, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '98.6.c.b', 'level': 98, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.6.a.b', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q-4\\zeta_{6}q^{2}+(8-8\\zeta_{6})q^{3}+(-2^{4}+2^{4}\\zeta_{6})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.6.c', 'trace_display': [-4, 8, 10, 0], 'trace_hash': 2230460500067695842, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.954', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.749', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.431', 'prec': 17}, {'__RealLiteral__': 0, 'data': '104.210', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -4, 8, -16, 10, -64, 0, 128, 179, 40, 340, 128, 588, 0, 160, -256, 1226, 716, 2432, -320, 0, -2720, -2000, 512, 3025, -1176, 6752, 0, -13492, -320, 8856, -1024, -2720, -9808, 0, -5728, -9182, 9728, 2352, 640, 29148, 0, 16216, 5440, -1790, -8000, -312, -4096, 0, -24200, -9808, -4704, 14634, -13504, 6800, 0, 38912, 26984, -27656, -1280, 34338, -70848, 0, 8192, 2940, -10880, -12316, 19616, -32000, 0, 73840, 11456, -61718, -36728, -24200, -77824, 0, -18816, 64752, 2560, -16489, -58296, 154112, 0, 24520, -32432, -53968, 21760, -8166, 14320, 0, 64000, -70848, -1248, -24320, 8192, -41300, 0, 121720, 48400, 186250, -39232, -60064, 37632, 0, -117072, -47892, -54016, -22102, -13600, -146912, 0, -490108, -77824, 20000, 107936, 52626, 221248, 0, 10240, 45451, 137352, 116592, 141696, 123000, 0, -193392, -16384, 64864, 11760, 134368, 87040, 0, 98528, 33760, 78464, 294662, 64000, -629888, 0, -4992, -147680, 99960, 45824, -67460, 493744, 0, 293824, -113622, -96800, -408208, 155648, 438908, 0, 177120, 37632, 293546, 259008, -117072, -20480, 0, 131912, 317116, -233184, 27200, -308224, -283136, 0, -569714, -49040, -435328, -129728, -71222, 431744, 0, -174080, 221248, -32664, -485628, -28640, -1314180, 0, 549408, -128000, 91820, -283392, -416840, 9984, 0, 194560, -68304, 32768, -352754, 82600, 47040, 0, 393964, -243440, -1103920, 193600, 98528, -1490000, 0, 313856, 145740, -240256, 358000, -75264, 1653760, 0, -206888, 234144, 295360, -191568, 81080, 432128, 0, 176816, 493744, -54400, 360444, 293824, -614656, 0, 1082950, 980216, -891792, -311296, 276706, -160000, 0, -863488, -1479434, 210504, 3120, -442496, 1036032, 0, 2000688, -20480, 1358330, 181804, 952280, -1098816, 0, -932736, 715008, 566784, 616448, -246000, 354816, 0, -1360000, 386784, 98080, -65536, 326658, -518912, 0, -94080, -1207534, 537472, 34920, -174080, 292680, 0, -130656, -197056, 716458, 135040, -953376, -627712, 0, -2357296, -1028500, 256000, 1847290, 1259776, 3170448, 0, -3992012, 9984, 234088, -590720, 194560, -799680, 0, -366592, -83219, -269840, -165200, -987488, 5001612, 0, -553120, -587648, 1147840, -454488, -588000, 774400, 0, 3265664, -1490000, 622592, -343380, -877816, -4684064, 0, -961024, -354240, -163064, 150528, 1739650, -2348368, 0, -2072064, 1797714, -468288, -2293640, 40960, -766272, 0, 5963264, -263824, 889350, 1268464, 176816, 1865472, 0, -217600, 2475412, -1232896, 1643578, 566272, -246320, 0, 178308, 1139428, -1960432, -196160, -3011040, 3482624, 0, 1037824, -160000, -284888, -938556, -863488, -6685364, 0, 1985088, 348160, -3766062, 884992, 369200, 261312, 0, 3885024, 1539344, -114560, -3438525, 2628360, 727216, 0, -1234360, -1098816, -859312, -512000, 2608746, -734560, 0, 2267136, 976586, -1667360, 492000, -19968, -3966648, 0, 212888, -389120, -773568, -273216, -2006344, -262144, 0, 2822032, 1451332, 330400, 684002, -94080, -4904000, 0, 2149888, -787928, -647520, -973760, -222870, 8831360, 0, -1548800, -1900722, 394112, 2603664, 2980000, -329780, 0, -6243760, -627712, 1777154, 582960, -2357296, 1922048, 0, -2864000, 770560, -301056, -2519552, -3307520, -56112, 0, -5417940, 413776, 55848, 936576, -3708650, -2362880, 0, 1532544, -799680, 324320, -5538984, -864256, 1736588, 0, -1079360, -353632, 4864000, 1974976, -1137672, 435200, 0, -2883552, -1753988, 1175296, 81660, 1229312, -1817952, 0, 4833476, -2165900, 4955160, 3920864, 3265664, 7134336, 0, 2490368, 127430, 1106824, 4138976, 320000, 256396, 0, -8033056, 1726976, 708480, -5917736, 8672464, -1684032, 0, -24960, -2348368, -1769984, 2756720, -2072064, 14713600, 0, 5238972, -4001376, 8289464, -81920, -2699508, -10866640, 0, -1454432, -206500, 3809120, 8917696, 2197632, 5073856, 0, -11430744, 1865472, -8270596, 2860032, 608600, -4534272, 0, -4931584, -125116, -984000, -1132544, -709632, 5542320, 0, 3725000, 2720000, -2278856, 1547136, -138534, -784640, 0, 524288, 8210432, 1306632, 600640, 1037824, -212160, 0, -1139552, 188160, -1802814, -4830136, 9772472, -4299776, 0, -279360, -10857456, -696320, 2436343, -585360, -9900848, 0, 8569512, 261312, 478920, -788224, 3885024, -5731664, 0, -1080320, -2455038, -3813504, -5256720, 1255424, -442040, 0, 26416296, 4714592, -6146502, -4114000, -16406272, -2048000, 0, -14778320, -734560, 5039104, -7832926, -6340896, 4767504, 0, -6669440, 7984024, 3579080, 39936, -2450540, -1872704, 0, 4725760, 3395814, 778240, 1476948, 1599360, -1092864, 0, -12100000, 733184, -14996078, -332876, 2822032, 2158720, 0, 1321600, -4975560, -3949952, -526260, -10003224, 6585824, 0, 43075584, 1106240, 1575856, -2350592, -11790846, -9182720, 0, 3635904, 8831360, -2352000, 1526424, -1548800, 20028428, 0, -4409128, -6531328, -454510, -5960000, 12065952, -4980736, 0, 2747040, -91728, -3511264, -5819502, 9368128, 2331840, 0, -8331788, 1922048, -8080904, -1416960, -6752000, 1304512, 0, -1204224, -8838125, 6958600, 6615040, 4696736, -22514264, 0, -16817552, 4144128, -827552, 7190856, -966960, 3746304, 0, 18349120, 6608680, 163840, -6297602, 1532544, -8795248, 0, 1297280, -11926528, 6553968, -1055296, 9403040, -7114800, 0, -10147712, -3796518, 707264, -1343680, -3730944, -22095044, 0, -17653688, 435200, -341270, 9901648, -2883552, 9863168, 0, -13148624, 13492000, 2265088, -2458624, 492640, 23349840, 0, 8836132, -356616, 10212400, 4557712, 16385778, 15683456, 0, 1569280, 7134336, -12044160, 17539932, -6965248, 5893240, 0, 4427296, -2075648, 4302396, -640000, 3146384, 2279104, 0, 7508448, -3149440, -3453952, 17867724, 13370728, -23670944, 0, -38183764, -3970176, 22330624, 1392640, -24960, 30128496, 0, -7079936, -990974, 1476800, -11590608, -522624, -35424000, 0, 1999200, -7770048, 8002752, 6157376, -16901448, 916480, 0, 27508200, -10866640, 10513440, -20406650, -1454432, 46860352, 0, 7222826, 2468720, 9940408, -4395264, 975810, 6874496, 0, 4096000, 4187440, 10434984, 6302076, 1469120, 11440128, 0, -13913952, -4534272, 1136220, 3906344, 13793024, 13338880, 0, -3936000, -27453480, -79872, 1419264, 7933296, -8164160, 0, -39377796, -425776, -5440000, -1556480, -28207918, 6188544, 0, 2185728, 2194540, -8025376, -8130864, 524288, 2761612, 0, 5226528, -5644064, -15434726, 5805328, -26789400, -2643200, 0, -5472016, 35443968, -376320, 12552800, 9808000, -45548992, 0, 5870920, -4299776, -7101072, -3151712, -279360, 5180160, 0, 7790080, 10095372, -891480, 1170720, -17662720, -12963636, 0, -765024, 3097600, 1461714, -7602888, 20984120, -3152896, 0, -20829312, -5731664, 11920000, -16057786, 659560, -9695504, 0, -15254016, 12487520, -3171160, -2510848, 19718656, -14217232, 0, -4663680, -21797606, -9429184, -32020600, -3844096, -16456000, 0, 43801608, 5728000, -14599934, 3082240, -14778320, 2408448, 0, 20156416, -1415680, -13230080, 29897856, 112224, -9218944, 0, 49994734, 10835880, -15968048, 1655104, -2848570, -446784, 0, -7492608, -1872704, -14834600, -18364000, 4725760, 39687452, 0, -8706560, -3065088, -1229598, -3198720, 33304064, -2594560, 0, 44311872, 23661584, -3457024, 712220, -3473176, -1331504, 0, 44031360, 2158720, -3620904, -1414528, -3696350, -38912000, 0, -15799808, 23781242, -4550688, 20006448, -870400, 28374108, 0, 41856280, 5767104, -2212480, -7015952, -7985856, -9402368, 0, -653280, 5606260, 4917248, 758784, 3635904, -9712560, 0, -9408000, -9666952, -59742576, -8663600, -17941284, -39641280, 0, -31366912, -6570900, 13062656, 23186076, -14268672, 66677500, 0, 33059856, -4980736, 26199040, 509720, 2747040, -8854592, 0, -33111808, -12808696, 1280000, -18736256, -512792, 21708960, 0, -55551100, 16066112, 10751456, 6907904, 29731866, -5667840, 0, 47341888, 1304512, 34689856, 4168400, 3368064, -22194004, 0, 27834400, 49920, 37431346, -9393472, -29148000, 14159872, 0, -22053760, -15090724, -8288256, -18145092, -29427200, 28763424, 0, -43148108, -10477944, 683040, -16005504, 18349120, -66315712, 0, 655360, -49799585, -10798032, 8572668, 21733280, -7055080, 0, -65893376, 2908864, 23853056, -826000, 22459944, -30472960, 0, -71341568, -7114800, 8790528, 51623646, -10147712, -5552880, 0, -7912516, 22861488, -11020176, 7461888, 1969820, 66164768, 0, -22880256, -16216000, 2434400, -32102864, 9068544, 39606592, 0, -22078400, 9863168, 28177178, -500464, -30998432, 7872000], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [0, -4], [8, -8], [-16, 16], [0, 10], [-32, 0], [0, 0], [64, 0], [0, 179], [40, -40], [340, -340], [0, 128], [294, 0], [0, 0], [80, 0], [0, -256], [1226, -1226], [716, -716], [0, 2432], [-160, 0], [0, 0], [-1360, 0], [0, -2000], [512, -512], [3025, -3025], [0, -1176], [3376, 0], [0, 0], [-6746, 0], [0, -320], [8856, -8856], [-1024, 1024], [0, -2720], [-4904, 0], [0, 0], [-2864, 0], [0, -9182], [9728, -9728], [2352, -2352], [0, 640], [14574, 0], [0, 0], [8108, 0], [0, 5440], [-1790, 1790], [-8000, 8000], [0, -312], [-2048, 0], [0, 0], [-12100, 0], [0, -9808], [-4704, 4704], [14634, -14634], [0, -13504], [3400, 0], [0, 0], [19456, 0], [0, 26984], [-27656, 27656], [-1280, 1280], [0, 34338], [-35424, 0], [0, 0], [4096, 0], [0, 2940], [-10880, 10880], [-12316, 12316], [0, 19616], [-16000, 0], [0, 0], [36920, 0], [0, 11456], [-61718, 61718], [-36728, 36728], [0, -24200], [-38912, 0], [0, 0], [-9408, 0], [0, 64752], [2560, -2560], [-16489, 16489], [0, -58296], [77056, 0], [0, 0], [12260, 0], [0, -32432], [-53968, 53968], [21760, -21760], [0, -8166], [7160, 0], [0, 0], [32000, 0], [0, -70848], [-1248, 1248], [-24320, 24320], [0, 8192], [-20650, 0], [0, 0], [60860, 0], [0, 48400]], 'ap': [[0, -4], [8, -8], [0, 10], [0, 0], [340, -340], [294, 0], [1226, -1226], [0, 2432], [0, -2000], [-6746, 0], [8856, -8856], [0, -9182], [14574, 0], [8108, 0], [0, -312], [14634, -14634], [-27656, 27656], [0, 34338], [-12316, 12316], [36920, 0], [-61718, 61718], [0, 64752], [77056, 0], [0, -8166], [-20650, 0], [186250, -186250], [0, -60064], [0, -47892], [-22102, 22102], [-245054, 0], [-96696, 0], [0, 134368], [294662, -294662], [-314944, 0], [0, -113622], [-408208, 408208], [293546, -293546], [0, 317116], [-141568, 0], [0, -71222], [-485628, 485628], [-657090, 0], [0, -68304], [-352754, 352754], [196982, 0], [-1103920, 1103920], [-103444, 0], [-307328, 0], [-891792, 891792], [0, 276706], [0, -1479434], [1000344, 0], [1358330, -1358330], [177408, 0], [0, 326658], [34920, -34920], [716458, -716458], [0, -953376], [1847290, -1847290], [-1996006, 0], [234088, -234088], [2500806, 0], [-2342032, 0], [-163064, 163064], [0, 1739650], [0, 1797714], [0, 2475412], [89154, 0], [-938556, 938556], [-3342682, 0], [-3766062, 3766062], [0, 1539344], [-859312, 859312], [0, 976586], [106444, 0], [0, -2006344], [684002, -684002], [0, -222870], [0, -1900722], [1777154, -1777154], [-28056, 0], [-2708970, 0], [-5538984, 5538984], [868294, 0], [0, -1137672], [0, -1753988], [2416738, 0], [0, 127430], [128198, 0], [-4016528, 0], [0, 8672464], [8289464, -8289464], [8917696, -8917696], [-5715372, 0], [0, -125116], [2771160, 0], [0, -138534], [-1802814, 1802814], [0, 9772472], [0, -2455038], [13208148, 0], [-7832926, 7832926], [3579080, -3579080], [0, 3395814], [1476948, -1476948], [-14996078, 14996078], [3292912, 0], [0, -11790846], [1526424, -1526424], [10014214, 0], [0, 12065952], [-5819502, 5819502], [-4165894, 0], [-8080904, 8080904], [-8408776, 0], [-6297602, 6297602], [-4397624, 0], [6553968, -6553968], [0, -3796518], [-8826844, 0], [-341270, 341270], [4418066, 0], [0, 16385778], [17539932, -17539932], [0, 3146384], [-19091882, 0], [0, -990974], [0, -16901448], [23430176, 0], [0, 975810], [6302076, -6302076], [-6956976, 0], [0, -27453480], [-19688898, 0], [0, -28207918], [1380806, 0], [-15434726, 15434726], [-7101072, 7101072], [-6481818, 0], [-16057786, 16057786], [-4847752, 0], [0, -21797606], [-32020600, 32020600], [21900804, 0], [-14599934, 14599934], [-4609472, 0], [19843726, 0], [-1229598, 1229598], [0, 33304064], [0, 23661584], [0, 23781242], [14187054, 0], [20928140, 0], [0, -7985856], [23186076, -23186076], [16529928, 0], [0, -12808696], [0, 29731866], [-11097002, 0], [37431346, -37431346], [0, -15090724], [-21574054, 0], [-32946688, 0], [0, 22459944], [51623646, -51623646], [-11020176, 11020176], [-32102864, 32102864], [28177178, -28177178]], 'char_orbit_index': 3, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 4503737166987362, 'hecke_ring_character_values': [[3, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '98.6.c.b', 'level': 98, 'maxp': 997, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 3528, 'analytic_conductor': 15.717614341672101, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'conrey_index': 67, 'cusp_dim': 124, 'dim': 32, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137539616866, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 4, 8], 'label': '98.6.c', 'level': 98, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 156, 'mf_new_dim': 32, 'num_forms': 9, 'prim_orbit_index': 3, 'relative_dim': 16, 'sturm_bound': 84, 'trace_bound': 9, 'trace_display': [0, 0, 28, 0], 'traces': [32, 0, 0, -256, 28, -224, 0, 0, -504, 448, -612, 0, -3360, 0, 5200, -4096, 2996, -2768, -616, -896, 0, -4736, -880, 1792, -12708, 7840, 17136, 0, 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-39362240, -126607036, 66164672, -127072944, 22551872, 277925424, 0, -174212576, -23066496, 87668784, -15758592, -35458976, -110576032, 0, 21299200, 19581108, -36815968, 80129864, 31564736, 21023240, 0, -107912688, -25024512, -48804868, 36451744, -88442256, 160301568, 0, 75326048, 5275696, -13224960, 132646544, 90369440, 141454992, 0, 156297072, 16291296, -95534544, -32194816, 67663232, 48195392, 0, 43947776, -101240240, 14338688, -8159192, 12414976, 41744472, 0, -487416448, -28008896, -70644700, -35423248, -146437200, -59652096], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 85610
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.6.a.b', 'target_level': 14, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 85611
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.6.a.b', 'target_level': 98, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 85612
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.6.c.a', 'target_level': 98, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 85613
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.6.c.a', 'target_level': 98, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 85614
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.6.c.b', 'target_level': 98, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 85615
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.6.c.b', 'target_level': 98, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 85616
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '112.6.a.d', 'target_level': 112, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 85617
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '126.6.a.c', 'target_level': 126, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 85618
    {'conductor': 35, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '350.6.a.b', 'target_level': 350, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '35.i', 'twisting_char_orbit': 9, 'weight': 6}
  • id: 85619
    {'conductor': 35, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '350.6.c.f', 'target_level': 350, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '35.k', 'twisting_char_orbit': 11, 'weight': 6}
  • id: 85620
    {'conductor': 56, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '448.6.a.f', 'target_level': 448, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '56.j', 'twisting_char_orbit': 10, 'weight': 6}
  • id: 85621
    {'conductor': 56, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '448.6.a.k', 'target_level': 448, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '56.m', 'twisting_char_orbit': 13, 'weight': 6}
  • id: 85622
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '784.6.a.h', 'target_level': 784, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 85623
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '882.6.a.g', 'target_level': 882, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 85624
    {'conductor': 84, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.6.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '1008.6.a.n', 'target_level': 1008, 'twist_class_label': '14.6.a.b', 'twist_class_level': 14, 'twisting_char_label': '84.j', 'twisting_char_orbit': 10, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 289225
    {'charpoly_factorization': [[[16, 4, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 2}
  • id: 289226
    {'charpoly_factorization': [[[64, -8, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 3}
  • id: 289227
    {'charpoly_factorization': [[[100, -10, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 5}
  • id: 289228
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737166987362, 'p': 7}
  • id: 289229
    {'charpoly_factorization': [[[115600, -340, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 11}
  • id: 289230
    {'charpoly_factorization': [[[-294, 1], 2]], 'hecke_orbit_code': 4503737166987362, 'p': 13}
  • id: 289231
    {'charpoly_factorization': [[[1503076, -1226, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 17}
  • id: 289232
    {'charpoly_factorization': [[[5914624, -2432, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 19}
  • id: 289233
    {'charpoly_factorization': [[[4000000, 2000, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 23}
  • id: 289234
    {'charpoly_factorization': [[[6746, 1], 2]], 'hecke_orbit_code': 4503737166987362, 'p': 29}
  • id: 289235
    {'charpoly_factorization': [[[78428736, -8856, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 31}
  • id: 289236
    {'charpoly_factorization': [[[84309124, 9182, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 37}
  • id: 289237
    {'charpoly_factorization': [[[-14574, 1], 2]], 'hecke_orbit_code': 4503737166987362, 'p': 41}
  • id: 289238
    {'charpoly_factorization': [[[-8108, 1], 2]], 'hecke_orbit_code': 4503737166987362, 'p': 43}
  • id: 289239
    {'charpoly_factorization': [[[97344, 312, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 47}
  • id: 289240
    {'charpoly_factorization': [[[214153956, -14634, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 53}
  • id: 289241
    {'charpoly_factorization': [[[764854336, 27656, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 59}
  • id: 289242
    {'charpoly_factorization': [[[1179098244, -34338, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 61}
  • id: 289243
    {'charpoly_factorization': [[[151683856, 12316, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 67}
  • id: 289244
    {'charpoly_factorization': [[[-36920, 1], 2]], 'hecke_orbit_code': 4503737166987362, 'p': 71}
  • id: 289245
    {'charpoly_factorization': [[[3809111524, 61718, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 73}
  • id: 289246
    {'charpoly_factorization': [[[4192821504, -64752, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 79}
  • id: 289247
    {'charpoly_factorization': [[[-77056, 1], 2]], 'hecke_orbit_code': 4503737166987362, 'p': 83}
  • id: 289248
    {'charpoly_factorization': [[[66683556, 8166, 1], 1]], 'hecke_orbit_code': 4503737166987362, 'p': 89}
  • id: 289249
    {'charpoly_factorization': [[[20650, 1], 2]], 'hecke_orbit_code': 4503737166987362, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '98.6.c.b', 'level': 98, 'portrait': 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5CkBEFGq57R6fscX4DI+BhruWxLTLefcWZJM9X0uGhLyo6NPRr1CCEtcSxo92sstn2m6gJPepxZ8Dl0WnDsXMqJ5ZSg1uf1N/R4y40QyEkOHG9xYl5xtmDuJcuhRcvLr1zkn79rlS2TUxw9M83ZxRqLa5rltmStm9HppfQHGYMoxagaWzdvMZNbLvqoDFu/YNO486/+zg98tyHxl3r8lQb44lKH2ZkBxujfeOH5Y6/8tX//GXnJrtOvfNdrFvVye4ZB5NPtazp9zWpXsdaF1U4B8oxzq3BoSTA3t8av/uQyr7ikzsn5ac4sNDizpJlftpxbSjm1mLHQTZmcHnLr1T1uugx8WSNQAfMrIWeXNOdWBP0I0tQQ+oZGmDE1kWKA4+dSOj3YudGjUYuwVoDw6Q0MOzZFLK9psE6KrPUgSsFiWWnHbN3g0R0ohLIIE9EKPXZsHrLWFxw/o8mMZqYlaYaCwIM0FfQjybkVydlly/xqShAMwUu5+Yoer7xSMNeqsbza4uR8wJklmF9KmV9JOb0Ch5ctL79iiV/7yVU2TU5w/Nw080s1FlY9ltuClbah00tp9zJ6Q0N3AN3Icnwl4R//DOmtl2/4ZjD3I6Y1s/sB4J/s3jb53YbJt3z8lQ0y9z37PuZmWywsLP763ffd/feefPKpYGF+lQNnYt5wfZcrthvOLU/ieyEqjyQEiiKssBawGQLLkeVJfvVDgl9/9zzX7Y5p1qZp1Jq06gHNusdkSzG/rDi3qvnagyFfeCDlku19LrsoZWV1wOXbI37sTYYkVQgsn30oZKEdUssijp1V9HpNrrk4Y6GTsu+Ax6XbJQfPwM17od2F2GgCHTPbgBdP16jXEgKVMtEUrHXhxsu7HD4VcOlOw9EzEc8fdn/P2z7k8Lxlohmx0on53NfqWKHIsozXXNvnluss59Y8rtszZM8WjzRp0R/U2Hck5NySYHE1Y2E1ZX7FcGJFMN+LufbSZf7Fj/eYa01x/OwU55ZDltY8VjqC1c4I3Gs9Q3tgWe5JTrfh8l0drts50Gur3quPHvgkcxtmot/589Xwdz/0ZyZLs/jv/PS7vtuQueDjrySDf+pTn+LM6depSy798L9IB6v/9Iv3LKojJ4asDeDgomTjxhX+9c+e45rdDc4tT7LSqbPa8VnraFa62jF5O2O1k7LSTVlqw8lVga4NueXKFX7k1TG7NzRY67VYWKmxuOKzlLPXctuw2jV0BoZOZOkPU2ZaCTs2GkAQeJZTCx5CBuzcoNi9xbJlQ5/51YinDza5/hJLvbbKc4emaTZi4thjZsowGMLlO4Z8+J5J9m5PiSLL7IQkyQY0w4Dnjw2peQ2uvTTlmSMx88s+W2cCdm+GHZtilEo4tQS+ZxHCsnNjylRT0h0E9Poenb7HSkexsgbLbcNKO2OpnXGuDcvDjB1be/zIa5a45TJN6LU4u9RiaTVkaU2z3BGstQ1rvYR2N2OtZ1ntw2JPcnbN8LJLFvj1d6+xZXqGY2emWV7TnFyQ0enebOeaK7f83t94w+t/7atPPJm98U1v+25D57zHXymAnz7xAtMTtdrdjxzfcebEi+984eDZfzU/f4xWGLCwAssdw9m25PCK5YqdC/zrn1/imt11FlYnWV6rs9YNWO16rHY0qx1odw1r3ZTVbspKxzLfFpzpWRA97rytzZtfYbhoc0gc11lth6z1fNpdxWpP0O0LhpElTi1ZBkpaAg9qgWWyZdkwnaC9IYfPxjx7KMCkDd50Y4z21nh83wS7NsMXH0m57aqAhfaAUCvSLGF6CtLEQ3spy8t1br2uwxcfbLJ7Mzx2MMKjzh2vMKRiwLOHM46eCtHSZ+OUZqohqAUC3xcoAamBOLEMY+j2LWs9Q7dvWOsblnuWQZaxc1ufN9/U5s5XxmCaLK9NsLBSY7ntsdLRrLZhrZvR7qWs9TLaObjnu4r5Tsa1lyzwmz+/yN4tLU4vzDC/UmdpLeDsssD3umzZtAXhbfpn11xz+Z/3s70nsL3BtVdf+t2GUvn4KwPwJ5/ZRya2+k311E/ve3H/733jof1iOszkoZOWKMmIE0unb1jpCc52JcfXMq6/eIH3vHuZ6y4OWVxzIF/tBrS7PqtdzVpX0O5at+R2U9o9w2rPstAVnG0bpib7vOHlXW6+LGXnRkWr5tHphgSeBBRxKjFGYCz0h4AwTDWHHDxtMTbmrscaRP0aF2/1ueXqPolZ474nJrn2Eo+D53q0V1vcdHWfrz0esHHasu+45f/8oQ77jgVsnJZ89QnFLZcrVvodjpyc5tpLY+57dkAa1bn5Cp8924cM0h5feVxBJjh8StOqa7SA/kBirCAzliQFpEH7hnbP0mgmbN8c8crL+7zh+pSZRsj8ygTLazVWO+7crHYE7R60uymdXuokSd+w2hec60oWuxk37l3gX/3cIlfurDO/PM3SWp2Vdki7p4liSRQLDhxP2LUtNVt2XW937LjqF2+9+coPLJ07G89t/qsB8r8SAO/0YhlF/bc+cO/nLo6T6D0njnzVi+IZoqTOWjej20/pD40r/O9b1vqCcz3JybWMmy5b4Dd+donr93isdSdZXG2w1gtpd33Wepp2V9HuQ7fnrK9OL6M3cH9nsSdY7EGSRVxzyYBN0xm9vuX7borYtcmQZhItLXEC9z4dcmIhZPNUynOHQzB1LtumuG6vIQj7PH6wz+JSgyt3NWhNrvLgMx43XBKy3F9jdbXFpk2WR/Ypfvx1PR7dp9m2wWOp12Z1ZZrrLu/z4HMZ07VJrry4x0K7zSMvTFLTDV6+13LpjiHIHk8fFWyYTphfTLjvaY9hopASMmPZtTnmDTfFdHuKLVOG6y6BOK6z0q6z0g5Y63l0+op2T9LpQaef0elldPsZnb5hrW9ZGUjOdARrg5hbLl3k1352lesvDjm7PMlqu85aN6Sd/53eQNLpC9a6hn4UM8x63PHqVyVaB//wLW9586EgqH9OCN98t7H1XQ8y250hURT/5Ffvf/TfZmtPT68sxZyc30gtyJMyShL4CmMsxgiyDIyxWAxCKB47uJF//IceP3TLCj/2umV2b404t9wi9GvUAp964NGoabo1SXPgMdHQ9IcZvUHGxsgwiCzdYcDKYsipk5Y4NZw+lxIEFhD4yqKloD9QCDzSvuZluwR7tlh2bO0TZV2+9Khi/6Ep3nh9wHWXr/LBL1l8UWfX1j7PPKjYOqmYbfUJVY048VjoQiPUbNsoeGp/zHWX1nj1tUv80ecH+F6T199o8YI+dz8S88WHG7xwtMZFW+rs2pwxNxWzezbhql0ZShm0soClHgTMTQbEiUe37/PcQY/eUNMfKHpDSW8AvaGl13ffvTvI6A0snYGlPYDFvuLcqqXeavNLdy7y126OuWZ3nTNLE7S7NTp9n95AM4gkw8ixd5qB50kmdcDmQHHXPU96k3PNf3v91dMrW3bc9veiKPqjIAj+9wV4HHcRIvvZIy8+9Btfv+fu6W2z81y5c4JBXGMQgTEAAmMk1iisBWsNFhDCddR4UvLcoVmeerHOi2cWuPOVPV55xZDJZouVdp1GJ6Q18On1Nd38Yg+Gmn6kGUaWYWyIE0uSWNLMHXHqYw1IJfC0IPQFk03BVBM2zRq2bewzO9Xmy4/D/U96SDPBG6/3eNllXR54ISEetrjlZYL2YMDCcoObLzXMTvap6YBhqljsJCgjeNmlmnoz4okDIa+6boKbrunyxAEFdoLrr/B591tW+NpTMV99tMG+EyE75hSbpmtMNetMNKEWgKctSoKxsO+oIMsESSqIU4gS3HeMMgaRYRi5VbAfGXoD6EQukFzswtAMuf3aFd76yjZ//fWGJJng7FKDTi+k2/fp9J2d2R9KBrFgmDj9n6QWYyxrHTi1kKKDs9z79bunZ7bpf337a2/WnV73D1qN5v9+AJ+fX6XfE+/+zNe+/hsz9osbLt+i6EZztHuWZs2iFcSJQEqBENKJqfwQwmURlbRomVHTksV+jY/es417nuxw21VrvOv2Na7a3WNmss7yWp3uIKA/8HJgK3fEgiiRJKkgTd1S72q38r+tIfShXjNMNxO2buiT0uPg6YSP3hdy5GSDyaDGDVdobr66wyMvtrnroRY3XhKyY3OfD98jUCKg1UxY60UYC0rAXKtPp+tj0hpvvW2Bj3yxzp75kDff2CdOlrnv2RmSLOQVV2zgzTd0uGR7m7uf6PPMyTpPH/XZNi2ZbgnqgcD33E0ohbvpjXUrXJLmN2tiiRJ3Iw9jGMTQHQpWI8FKF4Qe8rK9a7zrDWvcekXGbLOWy5E6vYFPd+DRG3j0BoreUDAYSgYRDGJLHBvixBCnhjg2TNYFNdXgvkf79B7+/IarLu7+xs6L3mTj4dof+uF3xy//nw7wD//ZH/P9t7VYPPfVnzp5Nn7Pvqeen71yZ4/NGyboD8BaQeAZhBAoCUoKpBAIoZACpAAlRL48Gzxl8bUh1IKVoWKlPcXH7m3w8HM9brlmjXe9fo1r97SZyWqkaUB/GNIbeAwiTZwoklSSZpLMCIwVCCxSWALfUA9TAj/G9yJOL0d8/jHJoVM+R09NoUzAns0+l+9WXH9ZBxUs8uzhJlsn61x5EWyaW2Wl0+KqrZLUWL78aEDUl0w2Uu54xZDP3Zdw4lyTvRd7nF0b8vwRj+0bp7hm9yIPPNPlwecFUexz2e5pLtsecNm2LofPrnDoNDy6v87BIw3qWhBoSSOwhB7InAesdTdrmkGcQpwJepGgMxR0EohNirFDXn5Jh3e9ocNtV2Vsng4YDCdYbod0+wG9ge8kzlDTH0rH3JFgEMEwtkRxVgG4u6GEsJxddKuElV2+9OVHNgSt3nuGWZBC+MHEDEQUYZu1/3mh3/9UgP/27/4x3/fy03z63i1/valO/I5Mz07u3eohmMTXBt1MMJkgNQKdSrRyGlwpUEqglEIpgVYGrTI8JfC0wfcsoWepBRmToaAbeax1pvjE/S3ueXrIxqk+73xNm8u2DxkOely527J9kyJKPLJMkRmJLcAtDZ7OOD5vOXpOsDYwfOaBOqeXprCxx1So2DKj2blJc9FWuHJPByOXeO/nGqysTHDjZZor97S5+2mBSD02TEka9ZR+4iOtBCtR2qc9FMyvCK6wdV5zfZdvPlFjy6zPjVdO8zNvWeIDX+zy6IEGvaHH8lqT3Vtq7N3c5xWXdnnbq7qcWVnhMw8ELPcDjp/1OH3ax1MCKSUCgbGWzEBiLFlqmJpJuPqKPlGUcNn2iLe/JmLDhGK6GZAkIWcXQ3oDn0Hk5aBWDCLFICqALRhGMIwNUZwRJTm4c5mSpu79ilWwpny+/sgaveEDs9deueHfHDz0xD8zhnebLL7/fybm/qcB/OlH3sc1r6iJ//j7c++YXzj8vpft2l+/bKfPWjckihUgyEyuITNJklo8LfC0LUGulcBTOfC1wPMcGH1tCDxLmFjqvmUizJiqCfqxpBs3OHqqwW/96TSYFJGmXH91n92bYtIUjDVY65I4UgikEmjP58AJn32HQhqhpulLZuuCuRnJhmnNljnFzs0Ze3eukYll/sMnWxw/McmNl3pctitjkHZ56NmAyZrHzIRlshlTrzkpZIykPVSs9CzL7Yx2r8atV67x2L4++08oJlshr7hikp976zK/+yl44lCD3sCy1tXMr7TYNFtnw9SQnTND/v47+rTqbZ45CgdOSjzPopRFCANY938W0hR2bcq45aqULPFI0gBr6wxjj3NLDtSDSDOMVSnfBrFgmIN7GEMUW4ZxRpSzdpTHLY7BIc0sSUYOcljrW6JUsNQVxOrI3E1Pf3xu+dye3Tfd+tpv/Ov3fcT+g5/70f91AP5v/uOf8qEvb1RX7z98Z9w788FP3HU6fGgb/MufXOSirSHtXo1B7JEmiiRTxIkiTiSxVsTa4mmLF0t8JfC105y+p/A9ie9JgiQjii21xDhmiS2tFKLEEKUQp4JhIomygCQL2X+owdP7IbMWB22njT0JvnI1H80ArtwMrRpMNCRTTcXMpGbDNOzYFLF5bo3ErvAfPjnB4SMTXHeR4qJtkj3bVvn68ynzyxNcv1sy1TKE/oBABlglSDOJsJY0i1nthcwve1x3WY2XXdrlgSdCNk4J6mGT6y41/NKdy/zOpwzPn26y1jOsdRWLq5rZyQZTrRpTrQla9YS5RsLO62ICL8XTKUplSOGCCZsH6UmiWFjUJKkiSd05jpL8OZZEiSSKJcPc3x4mgigHdgnqCrjjxCXB3HMuhVJBkkGUCXqxYHVg2bWtzf/xtiU21mKeOeC99zOf++rgB9645ZM/eMNHs8uv/5HvfYCfefFDbN6s1MNPnHj7p7+28kcPPX4m9HXAA895/PqfJfzaT62wZ/OA/rBGfxgQJZo49sYugBcrPO3A7McS3xMMY0HgCSJfEceSyDeOUdKsXDbLI3MMk2UmZxiBMZTgFgKUBC3B8yDQgjAQ1ANJo66YqEumJgQbplN2burTbKzxyW/G3PfsNGtLLa7eodi52eOS7UMyscaXH63T8DRzU4pmfcizh3Ed99st/UhxzSUJV++xnDubsbjqMxjWedMNXb7xzICDpxWNmiTwW1x1keHXfmqZe58f8Ll7Z1nuWHZuyFhtayZbiomGR7Pu0ahZwsAQ+IZAZ2jlpJbMWyutxSWsjCA1kjQTpKkgSaUDZSKJEue8xIlwgWmcs3NSgNrJkbgC7iiFOIEoFUQpDFJBP5F0YujHMVduXeWf/fgSr7y8xvEzDTZ4x0PbVx/6D+9Xf+PIuYmP/8pv/3n2K3//nd/bAL/nmVDW9kU/um3iyH/eOrEc7twcYM8mbG4pvvLYRpIYfvi2Vd726iFzUzW6g5BhFBAnGj/W7tnTBIkkilXO2JLAzy9KeSiSFOJElpqwsP3SzJT+eWZzpyR3S4QQuSPjZI+vBYEvCQNJoyZo1S2TTcPG6Yi5qS6pXeNj35B84IszbAhDrt4h2LHZY9cWw87Nq3zyIcvKSshlmxRTLWjWE+aPSRZWA/zdECWCuQnJ5CQcPGpZ7RjOLYVcsivkddd3+fz9ITNNCHwfJSe5ao/g59+8gCcX+OwDU7xwOmRjJ2HDZMpEQ9GsKeo1SS3QBD4EHmhtHcjzoLwEOe7GzgxkmfOxHdAhyRwTJ0nmSKHU17lLktuC5wNbMEigl0q6CfSGGTW/z0/dscAP39bnlstDzixOstoJOL1Y45vPnggJ4/e9+bZteqrp/RmOZ743Af7Rj32WLM1+6uuPHfo3wh5rNbwGUmh8D6ZCQ6/hcfcTm3n4uYBzqwv84p0dZicjhlGNTj/A9/x1QFcESUXCpNKBO3UgT3JWSlOcHsyck2CMC4CMsUUPZw5uB3AXuAo87QASBlAPDc1aymQzZW5ywOzUGt/cH/Ohu2ocODrJrgmPPZtg2yafbRth744O/bTDI/ta1JTH3JRisgmTzYipiRTf1wjhbq5B5LPSSVjrW9q9lIVVnx2bmtx02QJ3PdrnwOkW9SDBUz5CTLBnq+InXr/Ey/cu8KG7mjzy3CTLPc2GVspkPaUeSmqhIvAEgSfxvFFwLvPvSH5PW2vd6pUDPc1MvroVwaIhzQpnBJLUgTqpSJEqsPuppJtCb2hIk4jpWoe/decy/593DvFkg3NLE/T6AVHi8hjbNw3R/vOtCd/8h5mZ6/2Hv/nFD9z0yjd/7wF8OOgipfzZT3/mM79x9uSZmTMrDZSC6VreLKAt04Ehm1Qs96b5vz/use/IEm+9rctrrm2zac6n060xjHwi3yNOvFyy5PZe4mpFkhzoaebAnaQ5M2UyZyowRmIsI3C7JGXO3KCVS5j4niX0DbUwpRmmTLUiNs92mG/3+b3PeHz5sWlWVhtcPCfYsUGwdYPPtg2C3VuGaH+Nj9ynOXKywaUbJVNNyUQjQ8qI04uWQEukcDZonGh2bujwKBmdvmK1Y5lfqXHptpC3vabNx+/2OTYf4OkEITyMbZCkkut3r7Lzxzp8+Yk+H/7yNI8fa7B1SjDbyGiEGaHvZJvvSTwt0AoXOEtR1mRY3E1mLM5pyRzgC5AXwWKaS7sktcQZJIkgyhy4h6lj7F6a++H9hG2zHV593So/eGuPN14P2CYLK016uezEwsxExu5tAkGTs/NLMzHd97z+jT+gVlfbfzA19T9m4tb/EIB3OmskmfqZwcLnf2Pae2zDdXs1k6ckK50k90vB01D3LNPGYOuK1eEEf35vwP3PrnHt3g4/enuf779xjdkpn/4wYBAFBIlHkmjiVJeBUpqOvOwkE6SpJMtyR6bQ2kZQqhLrmFsKUMq5Dp4y+J4h8DNqQUqzFjE72WOQDLj7WctHvz7BI89NMuV7XLXVsnlasnHGZ8ucZNvGmIu2rvLMsQGf+cYcE0ozNyFoNQStekK7n/HFh0KavvvexsIg0rz1logvPOxqYto9w8KqZtuGJj/0yh6P7O+y76BPI0hRUjiQmzrD2Gn9n3hdm0s3L/CRezs8+MIkJ1ZrbGoJJkJL3TeE2uB7znVS0t3IjsmhKD8yuVQzZrTCpTnQHUFAkgmSTJRe+jAV9DNBNw/gkyimXuvzjjes8qOv73D9JYa5KY9ur8Fap0Y/ChhGHknqCsOEhKXVJktrksMnU04/9NSGc4OJ3/jZd95uOp3O+1ut1l9tgK+stHnyWI9TK+onjx+657fvvvfumduuOsUrrtzIIJogTl2hU5ZZPOWyhMZaEAYtJGs65GTX4/TDDR5+tssnru7w9tf1ueOWiJlJnyjyiROfOHVALxyBNFOkqSQ1kiwbAdzYnLnNKLEghM2DSlfHobXB9zICP6EWxDRrAzIGfO0JyZ/eM8lzRycQScCuKcvmScvspGJu2mfTrGTLXMKOTR1OLnb5L59rkEY1tm0TTDY1rQa06gnCi+kMGkw2LUIIrIUklUwHitSkdBOfbj9jtaM4vVjjioua/MIPrPGePws4vthAqyS/MTRpGjKMJZtmAq6/uMPVF/V4/vhpPvr1Gnc9PsmZdo1GoGj60PAsvnbnWUuXzhdivLrOANa4my4zgsxCmgnnn2eCOHPAHmSCQQZRBkmaksUxM2GfN92+xjtv73LrVSkToUccN1leDRhEIcPI2Y9RrIlTl0iLE0G3Lzm7ZHn0YIzyzhIvr214+DF++9ZbbkytPfjHg8EG6vXvXNbzOwrwfn/AtTsbP/jw44//7pfv+lrrsRdinjs0w9Zpi00SjMllgQJPCYy2OfiKuhJBVyl6SZOFOOCzjzS577ker/hql7/9w10u3xGxYVLRkroEepqzeZqpHNySzEiMlXntiijT7465DUpZlyzSKYGf4qmYziBhsZPw7z8ZcnRhiif2TWKNz0xNsGHWMjshmGkpZiY9Ns5INs2kbJ3rMzO5ypefNDz+wiRXbxNMNSXNuqRVNzRqMcKLCAKNVu79rYUskwwizWCYkBpBd2Do9iwrHY9zyy1u3tvjpivW+MhXQ2orCi0TB0irSTOfOJEMIo/ZyZCX7+nx8ot7PPrqMxxflHzorkkW1uqcWg7wlaThCfxChkkXeJZEXkgVHJOnVpAaSIyTI8MM4sxClkKaoFTE5qkBV+/s87d/uMMNlxlaNU2SNlnrBkSRT5R4RLHPMNYMY01UZItT5+JIAVvnDO98w5Cts5JGOOC5J++eaQbh7152xfWrSdT/zHcSk98xgNv4CfA2qk9+6kMXnz11rNXUKRdtaLDcTjlxCibqWV4zIVAKfF0Ee7Zi01kCJagrQU979DOPlaTGXY+3+OYLAxphxN94U5vtMyk7twy4+couWiiadY0QTq64rKRbEq2tMDcWIS1KZESJxZKCTHn+qOSx/ZrPP9Lk+RNN4rROUyvmapbphmWqbp0P3tJMT2hmJgWbplO2zA3YPLfKfc9FvPfzG9g8qZlrQauhaDUEzXpKLYj45ouKYazxGg5U1griVBJqxbWXDnj42UlX+DTIWOt4LK0FzC9N8QtvnufU0jIPPzWHJwGRYIA01S4eiSW9gWaqGTLZanDTpX1efXWfH3vtIvtPGr7wSMgj+2u8eKRBKjRRpOgnCiUkQoh1gWeeE7CG1FisMXgiY8KPCUm46boeuzcP2Tab8K47Imq+ohE6IK91feLEIyk+V6KJY0WUaKK4sHpdjGSsQCnLVCCYaDbIsianznocOBazuHpP68iJ4xdf9dd+Sn3hgRez77/1O1NP/h0B+DPP7uPFEzv9XvubP92qd/6NmD7MXKNJ4IecXZL0hxnG2FIEewqwo7DHAdyipMCTlkBBTVuGmWCQKgZenUEW0u1m/PZHprBpwsa5IVfsGDIzkfL21w3YsSEmSUSutyVUmJtcf0ppEFLwiXtrPHO4gdCa42fqnJ6vE9YUE4FgsmFphYZWCM2aYKKuaDUVU03NzCTMTqZsnBmydUOHzK7xiW+0GPQaXLLN0qormnVJs2ZohimeF/Plh0OivsTbADIHU5JKGjXFm14x4P4nDb1I0htkdPqata7m3HKdy3c3efttHZ54vs7xlSZKGiDJ9bJHkimixCVmekNNu+fTrNVp1CIu3zbkxr1DTi60OXZ2De1lPH1E8/Gv1xFKOXCvnz9oDWDAWpI4Y+fGlHe+bsBsK2PvTsvGGchSjyhukaSa1Y4DdXkkijh1wX9UPCcyD/xlHicV9qSgMwjoDQTnljIOnDTEp84ytWXnv9nx1CP9N7987weOHd4X79pz+V8NgPfbJ1Bm4dJDB0/+3u/9yTNy8+aMO2/rsXWDT5RolIQksSSZQWZ5sCMKmw6ktHm9iQO/n0GQQS2zNLQgzgSxEQwzj8j3SC0s9lp8/RmDJePTjyQIkbmLZA0Fsl1ZrXsTIRRCSKRSpIlGGo2nJc0Ads9ZGp6hHhjqAdQDQaMmadYUrbpmoimZasHMRMrcVMSWuS4Zq/z7vwh54NkN7JmBqXrO3nVJs5ZSr8U06gNqtTqBkiiZa3CcHEgSj+FAMIgyupHKO9iNa5lr+Jyan+DWKyJ+6R3z/NuPa06sBQhhsDbBZJYk9YgTyTBylX7NgaYR+tRrIfWgThgkNGsx118S43sJN1yS8q7b+2iV5kkggxB2XJTnks4YiRCSwFOA09LLK8rV7WR5zJMfozhI5q9HzlbhapXPue+eZhDFgrWe4cxSSqYj3vbqHpu9B+SJw/XfWzgXfcNkw+e+E9j87wb4//e3Ps5771K1PdPP3Xnx5Avizlt9vvFCyP1Pp1y6xWlt31NAhhCSVLhaCSEco8mqXScdwJMikjdilKwxgtTYUiMmgSQxksxoEhOQ5bZX9VFmKQVoIVymUkFYs4TaEqqMwINAQ+hbaoGg5kvqNUk91A7gDcFk0zDdSpmZjNgw3WPLhmXe+3nDh+/ayPZJxWzT0GoomnVFow71WkazlnB22XD4bEDouxUKiko/wTDW7N5k2DQ7pDP0GQxtzuKSta6mWQtp1id51+0LHDl7jvd9ZitaaiyGzGSkxpKkTgYMYlcU1Q8l9aGmFnjUgox218UYvpfh6QzPy9DSNUpI6dL5Ij9c6YpjHgdyQdvkVZZGlbFNVgbyzrkqjiSTLtBPi1qi4nWeNa2AO04FUeJqZBohXH2pJBDTfPZ+TTd9VPz8O8/defv3bzu8dvL9g8ntP/PdBfhELfGVOf6Pnn3+3D862VyVr7ka3lhrceR0g8UVx1hKusQDmJy1JVJaZ1+lrlKwsKcyA1752jX8pnmVWmbBZIIsr5RzXq4oA6Wq5qa4eYQLrLQ0aAk6XyVcJaJ1vrEWhIEk9CW1QFELFc2apFm3TDQyJpsp062I2ak+OzYu88iLER+5dwtTYcDGpqFVFw7cNUkjNDTClGY94pED8PT+OhfP2Vz3jtLmg0hxw17LJTsGPPrcJP3IMhhm9AY6B7lHPaxRCyf5kVet8PSLCzy8bxNYhTGZK4dNLWliy3qSQaSpDy21UBH6hsD3CPyMQBu0zvC0KzFWyrgtWKQrDUZYBCM9NwrORX5+HasXxXDGOKcqNaICdCc9stxazErblvy/VZ/dtdNaMDvlMxwE3PPYgLXhKjdfE0vfhv/i3GHfr9eDXwfi7xrA02QoO93+r/zGv/vA3xuuzvtPnWgwvzBk79aYNKsBEpHbU1q5YmUp8mAvcydYSZdg0BJSJTDG5laVLSvTTPlsXXLCjuwtay2VzPvYilukqosVwt1owgG8LNpy2b/AV4SBohYI6jVBs2Zp1TMmGimTzYiZiQFb5lZ5+MCAX/mjjZw4NclFs4bJOrRqikZN0QihEWbUwgTfG9IeWpRUeMoi5eiTZUbkS7pPq5bQTw39yO3P0x9mdPuSdk1R7waEQZNdmxJ+7afb/MsPSh7atxGLwlhDlhnSLM1T6YphrBgEklqkCH1J4FsCXxFog+c5v18r6wCu8vOfyxQh7HkNuiaPY4wV2DKv4ABfWrE56N1qK0YlAGb0unzOE29priaVdEkopWDPtoxLd2Zsmq5z+EjXT233H15704963c6P/7Nmq/bfnM7/bwb44ZNdjp2Nf/3Eoa/+X5dsOBX6aY25ZcNa1+PMAky1XEeMEKIEuRCSTFiksWTSPRtpyZQlMxad5X2XxuaJmjytnHepFB3uJi8DLQ7WAVyM6XsnUVR+InVRdqsFnnY1Lb6nCAM3kqEWWBqhoVnPaNUTJpox060BW+bWeHh/n3/5gVkOnJhm57RzWJo1SaMuHXvXLPUwox4mJFnMn3y1iVQKT1qUGNmExoqc9Tx+4o2rfOXxmG4c0M8B3hsouj1FO9CEfkDgtdi7PeVfvXuZf/4BwYPPbcRYSWZcWj1JXaFZFBui0JW7BoEg9ASB7zKbvrZlxlYrg1TOG3eEkz9XGcIWIKdk9NH5z19XCtfSMrlGDv51wC6IKhtdT/c+rkRiZqJOloQ8f0hxdslw/7Pz4Xx09999+w/cLqxd+cdC/LfNK/9vBnjW34+19qavf+OJ2g0Xr9IMJ5lqebS7miR1/YxaCYrx0sXSLIvnzKKMxagiXWzJVJ4+NhaT2Zw5CsYu2MS1ZeXlzth1n6sAuBQgpJsfIivsrXVRdyLxPOnqN3xBGLiZJ/Ugo1Fz4G41YiZbA+Ym2zyyv8+vvH+a54/Psm1KMNOoSJNQ0whd/UotTKkFMZ4XcXp5Ck8JlDS5LTcKMrNMkqaKzVOWNE3oJCGDyDKMDINhRncoqfUVoe/heyGenuCybSn/6mcW+Sd/CA+/sIHMSAfwzJKkWc7khigwhLFk6KtSgnmeyx5rVdTXu1VTSlsG+sUisw7jZS7BFEAvMqBWVOpaRA5iUQLalUlAZimL3Uy5+rq/nhkwAxjGTrO3eylnl1KWeilXH3+s9tjTF9/037PjxH8TwP/v936Jv7jHq0/pD/mv2DvP7k0xa12FlE2WAo/+wCUMquxasG1xx7tGWeGArEbyo0gb2+JnW7zO5Uh+su1LfDYpRkVUUuKWwBzcSrpZ2yN5AqEHgW+ohZZa4PRzvZbQqsdMNgbMTrV5/OCQf/4HUzx7fI4tk4q5hmGiJmiGknqoqNcEtdDdHC7VH/PwPkFv6BMq8nR5frNXzkOSahqh4uYruzzyfIt+4mTKIMroDxTdQBH4Ct/zc/08yeXbDb/5cwv88u/Dg/s2kBhJYkzeLD3qwYx8SeCbsma++M5aFQe5TBnJOJlneS/0qCbNRrUsBRuPgF4A2pwnLYtV2OZ/w5bXMIpdjDUYZiy3M04swXxf8hf3rTLf+6j///vlt9ZXT36yP7X9zv/xAO+tHaI+sXXyP73/s//lI1/Rr4pT+Jk397hsa8qmWWcTCSGJY0FmxUgr4+5crSjvdGPBKpEDW4yfiBLQo7oJa23J3FQdk3xtFZDLIVEWGakS4C6Y9bRjMt8D3zOEfl5gFWTUcnnRrEVMNAdMNTs8dSjin//BFE8f28CmSc1c3TBRg0YoaNQU9ZqiXrJ3RhikNOtD7nvaZ60dMjU1SpMXN7spO5cUG2YUt7+sx32PGddFE5sKyCWhJwk9jad9tK4hpeHy7Zbf+LkFfvn3LQ8e2EBiNElRAZjZksmDRJbVhb6WaJ0XYUmB0sW5ofx85U3I+Wn9KklVj0LCjKRkVVIW186WNS+2IC3y65v/mzixdPsZ59YsiYq56ao2P/H6lC2z+lVPP3LiD9nwY3/zqX3H1q69fNf/WIAvLc7TXlv55Wnv6I9uq61xbKHFv/5Qnev29nnX7a77xs//apbZsaWteK3syK4uGaDybKvgNqMKuDG9nf9QZOSKC+L05KjGW6lRxaDOM6ietnieaywOfUPoZ9TClHqY0AgjmvUh0xNtnngx4h/9/ixPHdnIhkmPDfWMibrNwZ2zdyipBY79wyClHsSkJqIbBwgl8QoGLzW4yGs/nK2WJB4Nf+jKBeKQqQLkw4y+7xg88CWe1ni62IDWctUuy3v+5jz/4D8bHty/kcRookwQZyZncUGYuFY+3xOu5zWPO7RyJcJK5v2uUpSSTlbil+K8VvmkKFirgnuMhF5i5T1/JR5d56ycAgCN0PAz39fl+ot9VtZmeehJyZqZ/9GbX/nk4TRJ/8n/UAY/cPAM3sTmnY9/831X9zqLXLyjxmTLtVKZNODgCcVUUyCELS+sMYWksOff9QXozfrfjzS3u9NHWckRcbuywPOCymK5zTt0VB5MaW3xlAO2r21ZPRh6Wa6bE2phxFSrz0Sjy8P7Uv7xe2d58shG5iY0c7WMidDSzMFdC52dWIC7FmSEfkqrEbPvmOXeJxr4UuIp11lT3evGARySTJEazWuuT7j4oh6HT9SYq7uu9WHs5pn0hzkLa4XWXp7xdd71lTvhN39+iX/y+4ZvPD/HMKkRZZI4tdTzOu7Aw4FcF6uXKZu5pcrKFU5JUQG4GAN5UbciCiavgLx0scbAWyG2QpJgzzMHSuDn/z7wBRtnPEg28vgLmtWu5NySYW14mqmJx6/+xV94987e2tnjjcnN33mAW/MiCHYdO/z1fxcNFn6wVWuzZ1udVt2jN6Bsj0pSW5ahqvxilgFhJSKv3vVVhh87Kv8/FVjn57zC3FVwC4tUhS3owKBVztrajZjwPEPgGQI/JfRTwiCmHkZMT/RZ7fa5/zn4zT/dxDOHZpnNwT1ZszRrgkYoSq/cOS/GsbfvAF4LIuIsYzgICZW7yWQBmOI72MJek6SpdlpeR0SxZZCICsANvp/hexrPk2ilUNIrAY6Aa3YLfvNvrvLbf5by4P4ZzrRbDBuSyczSTN20gSA/vFKi2dwupALwEYOXnzf/0MVImur5pyAtRmClQlLVuvMxxiavCigIr/JHPQ3WSl44opESeoOUpbWU3jBm29bFH/zSPQ9muy+94u8+vv/EsZdftuM7C/DjRxZo1Ls3PvLEgTsPHn6at94q6PcNvm7Q7mnSjDLdXqSlRXkKqne9KO9cl1TI3ZL1J6FyY4weY+mI8iK4cQ9Fb6UthwK5qkHH3FobN2KiLI914A78HNzTPRZXB/zGn9T5zENzLPWmmJuQzIU5uEOnu+t5YFkLJPXA5gzutHcYxEDMPU/5rCY+MwFj9diI6pLudHicaFqB5nXX9Xn4QEw3CZhITN7FbvAjV6vuawdwrSxKegjpEjRYuGy75N/+7Q5feHjAr79/I6eWphhMaiZ9QTM11FMIEjd62VfOvvWKQFOKMggunquBein9LhB8jskVd+dWrl8F8IyDvPr/W17ZPI4aRIY4TcgyN2z12AKsRYItZ56kvThz57na5J+kce/YXxa3fymAtztdWs3GJV++++t/530fe55eVCMWPV59ZZvZKQ3C9UIWH9RlD/MLkMORArSlVBEV2VJMlBpp8NG/P++UjgdC+XsVLoDMa5+dDeaArZUDt6czfC/D91JCPyHwE5q1AVr3ue/pjD/8YovPP7CB2LTY0BLMhk6WOAuw8MlVfoicuavsnaB1xDdfmKQfazbXbX7DrWfwwk5z9Ruhp7jp8gGpcQAfJIJh4YbEbuSapwuLU+VAdNlHJxsEs5OCH31tj2Zwhvd/ccD9L8xwLqnRDyWt1NLQ1oFc53GIsnlcYnOQ58SQxy9FPZakwuLfCuQFwGGMmauAr/5uHW8hhJNtMnP/LkktSx1Q9ZgfvHmNO64zTDQeZMvsRX/nokve8GSadA9q79uPhPu2AH9+/0kefODrTE1Objl44NCrB50uQjT4wr0hx04M+P4bBZ6yiLx3VOSp8QJ855+McZtvBPb1wBZjDF5NQhRNCyNpYksfV0mTA9zkNd85uJWrxQi8BN9PCL2Yen2I7/f507s0v/XHGzi8OI0XhGxqCqaDjFZgaQTQyDvsa4HLdoZ5QsjVr2T5SuDkyVInoxf7+ErhS1sGmMVnt4zKC1wiRBKnHjVvyKbJAWv9JoNE5OPWXKzgeVlu86nc7lSlfz0KXF3l4w/e1uOGKxb5zQ8N+fCX51hJG/QDj4YnaWlXgxNo8BVlM4Qukj6S8oYsssDluR4DuMhvrHXXt3L9xrR6lawuYPGWcZQcZVMzAzOtjDtu63HVzgZZGrCyOmB46Oirzy18c8tgsHaw3z5JfWL7fx/Arc3Ydeltu3orT793NniGV187wUrbZaimWw26A2jWTD6qwI5OPOcDfPwkjNcjV39X/XflSaiCm8IOtCPdnettJQ2yytwqcyD3UnztJEngRwTegGPzKe/7QoNPfWOGI/NTtOoe0yFMBRnNwOap9wLcMge3LJNCYa69A9/dOK1GxCe/qTl4vEaYT+Aq28UqSrYc42Dzmo1Uc9lOeMsNXf7wSzP06ppWYhkmliDO4wZl0FrmE76ogNyrnFy3KuyYlfzjH+9z9e5T/P7npzlyboKVtEbf0zSUoJ4D3Zf5cKXcZRqxuK1444U7VbEQi4hzHXvZda9LVn8JWVKge2QUiFE7oYR6oFmY38DTkU+SChZWapztHOBv/o0r3nv7K2/5vs5q59tKlW8J8ChK8H3N/n2Pb+ssH9ijxJDdWyaYmXAsXK9ZPJW5MldtxiJ8B/J1J2IsWBTjweO6QqlxcTO6WUaypCpP3HNRY+Ha0fICI5W6zh0vJQgifB3RzWJ+72M+7//CJk4vT2JUjekJxbRvmfAN9Zy562X6XuZ1Krk0yb3zEty+y15GSczBUwG9OGAqyF2cIulUuBJFbGErNSmJptXQ7N4Wo4Ih3bjJwBfU8vkkfi6vvFyi6ML1EOolglfF3ESfX/jBPne+5hzv/0KH931ihqVBg4EOCbWirgU1ZQlS69g8r8fXcmRrFqvieiYfI5zzL+15BGW5gCxZR14FIRa+PLhxFsfPwsJqhrXOJz+70ufBRw7s0aqx7eXXX3ssS1OUfmkYf0uA97vnSIPmXKsuP3Z09VFvdkoiREI9dLP8tLYEXkbg54BSBYNXAM6oBqN6266/27/Vo/jyLttty6BSVgCuZF4lpzIHcJ2hVYbvJYR+jO/FtIcx33xG8qd3tfjEN2YYZk1832fGF0z6hoZvqQeWuj8CdxhIgkAS5NLEJYZyZyIHuO+5zOfRs5b7H68TJx5Bw54XYBaPwvN3WV3phht5mttv6PKRr/U4cKrBIBREiSDyLH4KXmLwYoNSsixSkkKOhvsUAC88diOpB5qNkwP+wY/0uXxHxIfvavLYvgkWBw2GysfzNKEW1CQEMrdRC3tVWpdPEIwdFCuoOJ/E1z+q1/XCTlgF4PnfK+zdzDgBlGUp3X6GBaLE0hsqPn/P095NN97wsdW19svW2r3Fb/UZviXAlZ6Vx47tv/Gpp746sbLU45KtITMTbuAOVuSNCm75LKrTqjXGBWF9yxOwDvjl/+YOQdkYQf43ZYW5hcllkcntwMwBXGWlHNE6od1LeOA5wR99qcVdT0yw0m4iayHNmmLSs7R8Q91zcw1rPjlrO+auBZLQV4S+IPTJK/RMDm7jVgY/RemIF0/B6XboEiu5vl2fOCmWbtcH6UCeGkkcaza2BJdsH/DsiZR+4hHlM779GAc+leUSpUjUgFxXpzFKnRclq64+/J23D7jjFavc/WSXD365xWP7Wix367SlT8/XbiyeFAQS18MpLbpg1ErZsajmHhgPPC/E5nbdi+p/q9rs43kMVycTp5ZBTmTgRlZ4nmFuZo3HHv/qRKv+hhsvvXjvl/gWw4O+JcC77bOBteI/3/fwWiNNp9k6k7BlJqEW2FI7OQY1JXOP6hlG/+ZCZojl2zCAGAG9eB9ROUbANvlzhpIZfuFmyITFbsp9j2u++ECTz9w/wUKngQhDvKZHS8OE5zp5ah657ICaL/JD5iWnue72BUHB3gXAdYrvp4R+jLUJ9zwRcPxsjdlpgSdNfrHEqNG3+v0LEOaSYhB57NwouP26Pp96KKaXeAwSQehZ/NSxeJTYyiqlSr8aIcdkijtkXsMt86ypphZEvPO1A95wwzKf/kaXLzxQ575nmiy06wyEz8DXaE+hhcCTEk/mjC6cLldlk4odY91ygape7KLuZh3qLxRgQpXEKploMcoAg/PPN8/ALZcoWpxrZKn9z8dOnLkcGPxXA3y1a0nT4V8fnHpk8p2vPYNSHvWaW+6lLEOIcfnAuDSpfgN7AaZ+aWwX0saOapXFaHVwzG3yDnknR3ydEIYJwyjjwGk4dkbx0a9O8KXHWiysNsAL0S2PupI0PUtTG2qepeZB6Dlwh56bSejKTGXlEPl/tznITQly33PtaYfPGJ49GoDn5cu8raToxRjVFZq0cFKcm+LGOV+1O+KKbT32n64zCAX1VBAklkiRW3smZ+/CTSksyJFWKX323Io0RuXTBzyGsUetFvFTb4p4681rfOXxHn/+tTrHzoTsP10nXgtIA81Qa6SSLp0PaCld2bEASe5Y5ddaVoB+IaKqklr1HKxHgqhYktXKRpvfPUpYBouKP74rRNLl3cEzTE/WviWWXhLgnc6aSJLkl754//OTda/H5duH7N0VuSo8LYhSNytwzNIrPtTY3Soqr4tv91IAH1WzuaCyYAozYm2RA1tmBIGbpJpmGeeW4atf1xw+VePeR2qcXq1x+EwDggBV14Ra0dCWhjbORfAsgXaD4wOPHMTFIfND5QAn19w5uL2MwHPs7W6smKOLsO9YHU+O24NSjC/nY+UKhZNiZD7bxeOKnQMu2dDnuSMp/dSjmQgiDX5qiRJyBhelDhdSjjE5VKv8KjIok6M+yswj8nxatZifeGPEbVd3OL3a4Z5HfY6cDPjKE3XOLIdkAw8jNYmvENIV0YlKV75jc1Gyt7wQyNct4fZCzxfQLaLoq7WQJRaTGpSXoXXCyy+J2Ls1I7RPz77x1X/z7/TbZ95Tn9hyQTX8kgB//MGvkKYZ+15YY//pKWQwYNfmDq+5psMVOxM2TMLFOw3KuBFqxagGY5w+L8Bd3gAw9vpbAbzQ26OAsrD/nL72gowksxw5KXj2iOKrj9R57qjPC0dDOlFIFAfg+aiWl4+hgLo21Co+cKCLOo2ibNbVhQe5LPF9he/L/AawI+3tZS6z6DmdH/oJ1sTMr0giG6C1xJcWndtsVb++/JaFi1K2grkexzj1EGjmpmOkGtJLPPpaOKcjGRWMaWXGMpBSVPizGHaEwBo5YvK8tSzLJF6myvET/chn01TMjo0J118UMYgH/I2jbZ475vPVh0OePRpy5ERIkipsoPIvpRjLBuWBkqio6oplPobicYCvz+iN3f2QWjQZF+0csnUqYu+OmNuuSdm5IUAxxbEzaeO++x//USHUe14KURcE+Hs/9GXaw7ba1HhevPKqjF7f46njmmeONvnaE1NMyD7btwy4+pIBb3z5kNdcO8QaN3p4oinyYT7uOU1lnsgR+fcRFww8y9/mUkRr49LR0pDGlv7Qgf/YKcmf3RXQTxRPvRBy6GTAUs8nynzQPigP1VL4UlBTUFeWUOHGmam88Eg51vY94ZIeVXB7Ej+XJYEPgU/umriUudtRIs0zogm1MGZhNeOrDzZpdwOmJgRaFsHvCAfn3cr5NSwDQiOJIsXsjOKOm4d85bEBJ9oNBp50MkWDl1q8pPCsc49dZs4upDrrRJbvYayuvIcDup8pMq1IPUWSaZLEy63UhLqfcNtVKTddHvFDrx7y4knJ0/s8BrHiw1+tc/ScB0LSH2iyWOXpTonVwi3M+SpieelVugS2sYi0SG26JafWyPD8DMi4/aYhb3j5kCsvTtm1GXx8Aq/O8toETx+c5N4nQdf2i59952Xq3LHPp5t2veUvB3ApIDITv/f7n+lec9sVS4RBi+maRgjJ0qDJsbjO0f0JD70w5GP3RsxNRFiTct0lEe98/ZAstWSpZW4y49qrIuo18q7gXGOtlyhidAdLCe2+4OknNcsdV7X3yD6Pz30jZJgohonm7DkPIzSJ9TDCA60RgUZLNyS/Ji2hcvNVAmUJlHU14Dr3fPWIuf2iL7MEt8p7NEXJ3r5n8P2iQCsr2dv3E5SK+fqTik891ET52tltY/r7pRm88MKzsklXMRx6vPWWAZ/5ZocP3zNBLw1p5DrcK3R4UiRlbNktJIq+wJI9ZUXrVwBu8iZh7Zjc04pUa3SaOaCrjL5yg/SnwpSb96bctDcBEfH21/bd7mqZ4LPfCHj0BZ9aKFjqaJ5+3qPTk4iqJ7r+zq4wtbWuNPZlL4uZm8jIMoPJLO+4PeJlFycYI5htSaYnJFkWkKQ+g2HI0mqNbj9gmKYYv8MPv3ZwzfZNL/89Y/iFvxSDv3isy8aNjdYn/uKze/sdrf7oc5PUPYGvLZOBmyFY9wXdJKCf+sx3M+bbCZiEF0+lfO6+BKzBpoaJqYwbr4lohmZs8M8FH/nJkFKw1lM89qxPp62QWhJZSWS0YyahQWmQGiEVUko8KQiV83IDafBlBcxyNKPPgVyMGh60awQoGo+r4HYMn5fVegWDZ5UjJdAJ1sacXvKJo5BgQuKrqrUmxrOYhbPAKL0+ArkkM4o48ZhqKrbPxvhiyCANGKSCmnZDMIsakiKhpWS1vFWW7+XeQ+bJH1MZgm/ynsmRNErTLM8bqDyfkZKkGSopxky4Y+usc6qEMFy+Y0hsB0htabcFjz2rWeuLMknzrZWoa4BohJYbr0mZmDTY1A1r8oXbjzTLNGmq6fXd5Kxh7BFFPoPYJ04Vezan7N1uGSaBOrc43HvtK97Wsna5I8TMtwa4L87RW1XveXzfwdd2el02NEVZCKNzxtCJIJTQV4Ke1gyNJjMhqclomxRsBtrQaRvO3psP4xnTWy9RbVNodSkxheNPZcZxHuRIKVHCzdwLpEs5+7ml5ee9hp4aMV4Bbk+7jnq39R4luF1bVz5c3xf4mrLE1DF4zuLa4OsMT6d4XkIQJJxcMnzoKw3QPp4UowCzlCfiPAav1mcUQ0Id2NxgnTjxeNcdAz5934AX5pv0Mo966jaldVWAo4yfyPfkKd+rJAsxKnYyslLgVRymrIXRWuFlbl6KpzO32Zd0G31JWdiSWR7cm3JwkBIGaQyzdcP3v9KAdNe5LNFYX6pRrNylZBVkqU8Wy9LWHBrlwJ0p0lw+xakmiryxeYfGCAQ+0GPQff61p8/d8B5j0r/1bRn8xMHPIaX0L5s5Q2ejpB/lE1EzlzYu6hXckB5BkAqGmWBoBLHxSIzn2pVwwM4KcJfAXl9OVhreDsxjY68Kh8AdWoAnclYWduTT5okBTxZNtaNCIk/nr8ta6NE+P94YwGUpWwLfli1tvm8qg3NSvJy9fZ0gZczxc4LFTojQmkAyJk/k+H071jAw3vBRDQQVceox04rYuWnA/nMRg0wzzCDIBF5m8dJch6eUztLIfVJjnQrFoukm7dpKY3AhjQw6M2RKonSxfbnKZ6dkuWszDuyRTVu8ty2drsLWLVV4NeFXmA85wF1Ti8BYlc9wl5hMkppiYrCbBR+nHsPIgXuQb5IVJ+6m7fY9jj03pPXC3f6F6gHOA/jXH1xFCDh9zhCGHs2GIEksg9gwUNlYLYibGOUyXzUDcXkIEqvIrMoH8uT1wUXsfCF8Q9l5LsuEggO0FqOsmhYOzFqMvGZXEecIX1dAXoyI0MptLqX1aB5KseePp11Q6Rfg9kb9mn7R/aNNKVE87fSp7yekJHzhmzXmF2t4Ewq/kCbSjjsorFuxKxp8NIJhlPQZRm6C7Ztf2eObzwzppCF9ramlhjhPpys5XhAlS5AV71QEmqNWQWcd5jNVLGTKvac2glQJdCbRSlaGA6kS3EqOssZlck+YSmmGGc1WWfdc3thjjloh0apJKUFmivFwbupAnGiiRDOMNP1I0Rtoevm+nUkKUmRsmx6gxQms+DYA/50P3EVqGrfubn7+hit2dDm72GC1q+n2LWvdFIEly/VcUdtdNBlo49glyEfwpsW4AJwdZnFfCMbzqmUmrAA17mIVSQVFcTELgOf1CqLo2Cl2PBblKIQqsMs5KArXj3ghgBcBZ6G7dSFLbK63x2vJfS/B92LOtQ1PHKqB9tG5PNGVAqUyAbIO4TZv9CiZ3FD64YUnniQe110cMTM5oL1ap58q6gq81H0XlbnhSSqpAjzPGZRvlI+Qrk6rMtYxpREYZciMwDOCTEkyZciUIFUSLUeFa7IE+ShrXbK3HE/ClUVxZSbbjn3vQqKYCoNbWySkRCnVylmH+WZkw1gyjBS9gWS1K1nrWrp9w1o3ZbGTcd1V5oZf/Qe33vqut33mgdbmH7wwwKdrBqmG33/spLz2ZbtWmGoqzi6FLKxqLB5J3mmSZODnxTAC63YeNpZMjsasGZuPD8gbG0atTOc/qokQmT+rMkVfDO+xlRknxTAfWxbnqHyAp5YVYEuBKrtXRsAumm8de+eaW1Pq7cISdIw9AreX62+tEwQJn/9GwDefayIDjZ9Pxi1SzNXailFh0vpsZnU0WuGJKzKjGAw9br5ywFtu6/K+zzeJs4BeJgkztwlUsVqVK4YweTLGrLuhXorJwWiZz6ARZNo4Fs8ZPFUSnRkX78hiUFB15JsDd/XGkmU2ezyjPX7NReWmy48i42pFOQMxzWcdup08ZLkj3CCStLswv5Sw3M44t2qIsh7bNsxde/yo+P4oVg9ckMEXFk5RqzXveOThu348WV5lZkIz3Vphw3TA4mqNLA2ZX8qdDpEPsS9iCWER+WwMXcwQLAbDrOvyGDNSKtq0rCYrwV4p1SwAXRT9lKPYRqWdOq+Tdo3GImfyHOx5N4ynxsHtximsY+68Z9PP29s8XTQcpJUjISbhz+9pkdkAVWYvqwHmqK+xcDbGNDj5uSkH6EgHtKwINjUCj3e+rs+ffCFizSQMspBBJvBSShaX0iJTUcoGZxeurz2SFWtSVEAuyLSbVZIagaeMmzKWB7KplLlEkcgsf5a2BHkB6lEpBetYnAsGmsXNPfo8+fevJKWKxFSSyhL85Kv5YjvjmaMZix1LJxJM1gIefWaZLVuWf/y1r73j3tOnT3xl69Yd6wC+EtNKhhff+8TqntPHThJZgbEJadonywacWGyytFbPW6Vca5ORoy+ihCUVrsfPGMik6/hwYx8u3NFRxJbV5yrrjZ5Hmr9wJ0pgFxk9NXpd7Iqs1LphNzmwtRIjJ6W0A13HvWtMtjlzjwJMXWHvwIt54pDk4JkQqzyUlPjSlEVJI4kyEuDrXZTiGE2HEhW/2oE8ST32bEm44qIeD71YI1E+g9Q5WF5m0anIV7a8CyfNtTASJwLWyyKxLrgdsbnO4wBl3H6iad44rrOialSWzD0CuCrLlUddVhfW4SWvFY0uY59FrItFZOnwFPMOsS62mptK2bGlx1D1sTZ2U9EyzaU7hlx10cIeTw0vbtWir5zH4E1/hVAOuGYXnD48ze9/0uP0qhsBUPckm5qS6brb3KiY+aetKL9YZhxxGGMxElRxh0rGGHx8sRq9qGrxKqjHRkGUcmXUJDtqtRKlRCm6xXUJbjkG8OrwH9dtTwnsMltZMneGr11ix9POPbEkfPyeOsvLNUSg8aULhtV6/b0+wBzzwUfjMqp13KU3bRRJopmdlrzj9i5PHGoRZSF95VPLnBbXRawiycFdrBUm98SLwtxcqqzT427AUnX8GmgDmVJoY1CZmxuplEVmhSQsJgNXit/KrVEqNftV/b3+5h6TKcVwT8rYoHR4TD7BNv+3WoHvZdx2teGvTcXUgghrBWcWAx54ao57H6/xMtsmjobnS5QvfunjKCk5t9JlcjphrqGwiY+SLmHSCMi3pcs/r8wvnhFlRZkUYORoVEB5Aavfr4ikK3d2GYhVGLyaBRwBXJTtTLIK7FyWqFKejPa+VHoc4L7OBwB5xdaBeVJIWzyvkCT5obOxQyvXufPCcfjYXU0i6aOkyrOX4zNZ1mcw1+c9bOV8mHUMZspASxNkmne8ccgffanPM0dqJMqjLyV+ZnJ71M15HBu/JkVp1bmHyd9rfN+iKpMX4C5Y3BRDgYxxcyQlTocX04EFJXOXAL9QVam4AL7XSZVidk414zrm2ecDOwWQppLeIASrnWcvYa1n6MZDhief5tzSKazNxgFu7UHg4vr7/vA/7d536Agnz01Q07Bzzn2ckTQYFU0JaxlZ1m7gYrHRaRlQygrAx4A+elUGYBeQKGVtcEWHFwCSopAmBZOLPB80mtqkdQH0XHurdeAu0vcFsJXJGb0At8nlSZofCcqLOXha0419UDqXJ3Zdeex44Hyei1LRw3a9F55344wSP5qGJ9i7dcgzB2MyEzAwPmEm8KRwrk0uVUoWL8nDUASZIyYXowxnXg+ji1EexdxIA5lygJf57hRKkgPdATorZxmOuqvEBUG+/pqL8qeqDh/d6IzZpsWYuyw/Z0kqiBKfTs/LJzc4S/fmy3xWegpR27j79r/+C/XX3vHz/Vtfts0B/Oyps/jB2htfcXX9l4erPTY0a/SH1QlFxWBMN46tmBya5V/CFOxdnLTqQJ/Kd7tQN8f6kQRF/fQYyCuJk6KBQKmiKH4E9IK5ZUWWVHcx9hS5F+7A7QA8GgpUMrhex95FX6cfs9I1/Me/aLI8CBGB5+SJtGNyaTQ459tmrPNBOCIfZVdlcOeopKmmVdf84tu63P1Ei+XIJ5aagZT4ZQ9l9eayrvCqYE9hKgVQJge3wSLXOSvubxlrUVY4qSId2LUUZPl7ZFJUdLcoO3CKCbWFQVAlrvy2qkB9RJQF8VWTXsUIvwLghQ7P8rnj5bDPCll0+yGHzgy5/sbJXz729AsPDAaDT5cM/tAjR/CDgMOHz3HwhGWyqZloFkuXJU0hTg1R7IY6JmmeUMjIR1flF9OCtNU7swC4vbD+zv+nynTn2WsVFi9WkUKaFEAvB6nLUTvXSHvnlmEO8JHmNmVQWcqSAtgqy2epjNjbUwm+H/PRezyeP1wD6SGlJCiW60rcMOpfdF/sJasJKxdoPXuZnMmTTJOmHlft6fODt3X4oy+FGB0wkD6BFKOkTwm8AmDjTC5shcnHnIxRTYxR5OC2GClc4G4hy10zNzMlf68y3rD5RKwC8Jb18yIdm6/j8rJyQ1TOw/iMylEtu9sGJU4FUez294lSt8NFMXdcK8vOjSl1e5KlUx5pGo0kykXbPXzPwzM+KlEo7ewfN+LX/dHeUNHpVZYya1G5npY5zuXY5NDRhVxfIpuvYCOJMwZwd2Eko8H5ZWd6ZfJSdXeAMXBLOdLfRcq+BHgF3MWswgLg6nzm1sqxt6fd1KrVtuGzX2+y1A4g9NbJk5eWKAgxzuSVc3OebVftxMklSpJqplqKH3htn898c8hyLyBWmkEmc3uycFNEKRWkqIoBXAFcpevHlGw+Gp2nbK7Di9EUuT4vZkxm+XvJoiG5YPELSJTRNbVgi4aMgvFEJQYROYvb8ZutyuL5rhBxIugNodvL6A0z4tjNRs+M++5RAon2MWFAnG98op9+7hATk9O7nnji4V/qzB/h5mvW6A3SfANPQZIo+pFiec0jSQWD4ShlUdyxVhafXeQMXtXdL1E9iGC9/h4fGTbS3ucx+Nj02BF7O5kiy50cqgD3dDGyrCpLzAXlidbVpE6KVi5zefSY4MXjIYYAIZ17UpQOqApzy8p3KOW3GMFtPQEUFp4xIu/VHPVSGiNJMw1Wc9nOmD2bhyzvr2Ez37F4JsrSBSVtxb3JpUoZ6BaOSl4HgnQC3ApGwSdYWRlwLx3YjQSTM3dWmRSg8mC2nGdYjOyrOColm5eMViC7cvutd1SqMYoZRQ/WwjAyLK8lrHQyBrElSSFOXUPyct8yufEE77j8kl+65qrXPvVjb33xmJ5upYTBYNOWGXOHXVlky4YOsEqcBGXJYpwqziz6nFxo0B+OLo7INfGYFBm7cDl61yV2RjfI6O+MdWuvA7YQo+6V4j2rskSqEYPr0gevHvmW1mqd5q6ydzEkSI3YW+U/a52gVMIXHmpycKkG/kieVN0TsY6914+LuJBMqW4RYs9zUypltLHmotmYN9/c59EX6mA80sxpcS/Lh3xm41KplCpli3dFB1tTec/K+8v8tXSSxdgc6LJYQW0Z4Jv8dblijNXfCMa1uFgPgXUAr6z2Y+clz7MoqIeWlZ7l+bOGs8u4SboZGJMRpwkIePbAKifPcceGzdGmTtcc0wttyySWF88Z/uiLIR+8L6Q/jLhqV5e/dusaoSc4Nu/zR1/cgIxTmp7A80ad4pXKzFG1WIWhXupxIfekOtlIVIBdsGHZoiVHAaYsXZNqkmc0Onm0bQfnA1uPBgSVI960yUGeOnmiEmr1mIcOKD799QaDoQ91jZYCT4xLk/UB5voA+jyAlyCvyBS7LuGTB5xJqploan7oNUO+9M0+jxzwsQ2PQRbgC1dJ6bK9ogLuorKvAPfo2Y4FfSOwW+XYPMtzGQ7c+c+VIZ2FLBClLWqRRpwn0ai+Pp/nzrOQL4QfIZy89LXh+tkh11w2zx9/xXJ8QRN4GT9064DLdwg6/TrCGHZvGVIPMxQJ2iND2ZS6FEzJGoM1zdGzDR7eN8mf3Z24i4YmQLF9EoKWRanqFzuflS50Idd/seKurgaV7lfj000LMBc7NpROSilPxjOYI5AXZbMWnY8LPu+ogNor2dodSrkA0/djkjjjSw/WeeFEHTwPIVUOKjtWPnA+i42+89hFrrI2xeD4873w4ijswjjWXL4j5U2v7PH0sRpR6pNJj4FR+FkB8Mr8krKaLw/ysgLkplL4lF8zVbgZxmnwMlEnsIp8byV3zU1+PYx0cZcw43buyEk5X4a+RDXSGJufR4R5UsnThom6ZctswG/9XA+lBkhhCT3NameSQycnWVg29PoB/YElGgr06ulP0VGKJj3e8Xo4eDrh1KpgItZoofGlJdTQCt0uwErKinUnSqa64C3Jhb/LiNXG7bQS1KJSy1FoblFl7/GRv6MalDzDWpmcWhzFTGynsW2FvU0F2Dl7K5fU0Soh8GOeOy74yjfr9Ac+NDykKCoHq/UwF8hiVqTX+gtZVkmvGx1dMni1ITkvwIoTj2Yz5k23RHzmviFPHwlA+wyNxC+0uCmkyujzkJHXhKxn8hGwLc4xsTLfB0k6Ni9WlbI8ogJ0aaqyMX8/M74aj27uIm8iXlK1XYgcXem06/fMjKA/1MyvtGjWAgI/RasMYQ39KOMbzybsO+rxzQOPUG+8gDEZ+qP3nEEKQRTHRMMeix3FMAmZbQiagS0zf4En8oaAkUNRRuoXXIPHfZP1vvcI6JUZ1LIAeCFVRGVLknE2L4utClAXDF7s6JAzt5fPK1cVJncgr0iU8nDAVsoldTwvIbUZn3+gxv3P1SDUIF1Ds18p6R0rja0e1R9e4oKOz0QX5W7kI0dFjgE9Gnq8+qo+b761z/PHQ9LUw0rFQGi8rDIsx4DIiozm+o8xDvJS/yrngY+kkxtRYa1AGoEpicUBXebWsBLu8460+DonJ9fk66/9t0aMexjhVgmLgFgCmjRzQC/KmBu1hMDv8vKrlti1VaC9HkKEgEEvLUygtaDdiTl5zlVkb2251LynK4Fb6TEX0fNIVlz4AooL/CTWMfj4KlDdWaAEuVwvU0YZzVKS5Hp7tB/PeilSvB6B2lOj6bOFc+Ick9w9UQm+l/DUMcnH7mkCPkgPIZRrwijswXU1M+PsVXxrUeHuijRgnQ4vKzClkwqZwKiijFSV6XtrNe983YCvPjjkscNukkAiFP1M5AVfucuBzUdKjAqfRtdlBPLxAM/tzGFtvpeSxUkUUfwsEIYxoJvKd3c3V2VlLuKByjV/qZjkpRBUZMqzzG37MowkWjvS8pRltRNQD0N2z8bsnDGs9VokWYgQBn3LFQFKCXp9wekNKYOh8xVhXU8hlbRzeeHst1Uk5YctvtwYyMX4Ul4BtyzlCRWAVyoJ5Ti4dVlRONrZ4VuCW4+edaG/VaG/UzwvJclS7n2kxrOHam4mhtSVxobxi1r9vBfS4Ov501ZelA0Q1cxitbowkxhV7BGviWKPK/cMefWNjsUHmYcVikj4DA2uAlDkDkeuu4WwkBUO9DjIrbVYVb3Z3Hm1BaNbkbtlAmnd9XGvq5JkZB9Wb3Yq11ZWToX4SyDnPEYvsSjLILpwjRA+adag27cMIg9jNQiLvnz3ACkFcZyyYRLOLPkMokqhVKkNi985ULudai+0OdS3AHfOIKIotsprpQumrmrwUQJhvJKwCmyZt6oVg9uLbnOd7+6gLgBuncsTXZlAq3TFElQpWrmqwYNnBR/8UpMo8aDu5fKEsjVNjWUOqxd0tFq9pESx40CvypSx4qMLanFNI5D85Jv6fP7+BgdOu5svM4pBppy7k7nkTxlsZgJRhpbjIK+WMpMneKrWnSrKL0y+mqoc6LZYaW1pF5sK2MeIEfffRngQ35LJ19cwFWXXppBwY/LOVUYOoowziynDTKA9d+Pq56J3bEzbz//T7vz9BNpndkqTpi7vn+U72KapyyQlKaSZ25nYNTWM6lW+FchHABclcyOKiUzVxEiFtSsnaYy184BmTJ4UnT3ajjG4GgO3LWf7FdZguQuENJXA0h2xTfnkPQ2eOphrb6FRQuIX/aHVyavrmIsqg30bihrV7FS3Kc9lijEO2HZ98kcTD32uu2TA217X43f+1GdgPDCaREoGxpXSynxH6RHIRpq8CvJCiVclk8UxbgEiafPvidPESso82HTgNnbk3ri6pBG4x7S44NtKlbFcis07w/JspsOfKxfJ8ixmWVKSGTbNDag3B7zzrTf80+tu3PPzelt4fHKhM/i+/Wc8tm/0aW3I8LQtRxq46i3JMBIMIjezOkmFqwMQozvpwtWCYvS/FwgqqbB11S6slpxWNXe5+4CqMLgsduwtmJsS2MVg/oLFVeX1mCwpkzpOe3s65sUzko/cXQepQTj2Ljv3Kw0XY0eFrdaXIJQ/VNmRyrkz1WTPaK5gNbPpus4VmXJd59YofuT2Pp+6t86+Uz5IhckUkdB4oiijdR9EZnmwmVUclPNigkImueuvlCiTd7LK5EJgrSmlijE5g+ds7jLbo2tqKufhfNvwgve9KycoAG4gTd1emlGSEcUZw9gQx25vzSwf3KC1ZfNswGwt5fhJ833t7uqkPrXYoaY6vPnmHr5WNGpu3jV5ZBzFmt5A0+5phFBjBfPgvkhpc+Ufrzqj7sIMPtLdsI4B5Tqgl+C248FlCfQRa5fMLUc+t9Pn652SrJxKq3VaglvmDkqmUj73QIN9B0faWwrpvO+Svddt81G5eNUkmKje5Otu/+JsVbfjqw7lHOnwvEk4U2QyKyfGxrHm8osj3nprj8MfCYgzCUKTGMWgsFaLWvGcvZMyhho1J1SlpnsxHnwWQacDutuwyto8k1nqczBFwZWpZnbFS4JbrD8x61i8HFGYOXaOE8NwmNEdGDp9Q3doiVJXuyOEW2h7Q0FkMn5mxxq7tgn0ZOhjYh8sXLxjBa2H+F6CEBZjFMPYp9evoxabRIlgmKiSTUfsI8qWfWtF5YNX93WpaNRSd4/swQt271TBXdZA2Io9OAJzddtAJUfBpZIFcxu0zHLQj6SJkhVrMN8R4shZxX/6ZIuhdOBeH1yOzz0Z3xBLVL/wt1In1ZUvJwnK+nDBhVL3mRFk1oE7M5o08wiylL91Z4+/uLfO4TMaVAKZJhYeCoFmNOa4YO9yJS30t6rIlQqTq+Iz4Yqsqn69cmHUqOZfjHaTs4VEqZLWeav3+c/Vu3+sQbpc0SxRYljpGs6swmokGCYZmXU3VqAkgYQ9GzXWNugOJtDXXz5k2BvQb6/x2MGULz7iOb1ZAjjhr926Sqh8jAkw+XLgsDqqO66y9cjeGTF38fN4EmT8GNOzFTCPmHw0JqJg7wLY1WcHbpNvZWJyPV51TEwlqBxpb0/HdGLD+z7T4vRCkI+Ic9aglgV7X1ianJfgWX9Bv8VyXHrglTp6UwzFGbMOK554psikIks1W+cifu4Hu/zmB33aiaswM0YyRDnbMBsBurhmo3XlAnKlwuQWiyrsQ1nJvEpGhXUiz27aC6xowt0sZbC77tyUXW3iAiem/Bzu4fIfLumzY3ub/+NVawhTyCmLFfClh5scOBby5FHDwtCi73rM5/iZkK98Y4Y08+j2FJ4UKJG/i7C8eNxyze6ASzbLfCzEqJlBVD8l1btyfSZrxNQwfhLkecB2J6bK2nJdQDnaLtCWe2KqSmBZypR8a5NCohQjyZxMSfO5e0576yDhE58PeO/HW0TGc/JEaJe5FEW9x3jtyRhzj9li1St2YYivL0wbS/zYCrCNHaXwc8uwGDGRGk2oU37h7T1ePO7z/s95IGNAkYki4CQPNguQ5cFmRa64q10EmnmyRzhPvLrKqCJ9b23lOWdz4TS6yR2wUqYVThOiIlnGmyKKgazFaVtfi6KUACSTTZ/rrxjysksFm2da5bktdvm46WLDWq9DczrCDxP0TCAZhoqdDY3WGjU3CuikkCjpEj6hlLT7Fq3EuoBypK3HGHyMydYz2zg4xrWsHQs0R/tfVnYwLpl7nMWLwNKB25RMrXLtXWxOVczaUyXI3azBlVX4i7vrrEYFuD2Q0s08zGd+V9Py1c9e6m/GrbH1+K4CubyQVTelKk0K+Tc2N0WWWlwZhTGaNNNM+Bl3vr7Ppx6os9xVIBMwigSv1OPVPUzHP9o4SY10eFFCO0r+lKUFBZvncbMUBcDzQNOOalGk5bwaFQfKyqpfZFwt68ihkmOQglooiOMGR06GnDqX7w1VbmnjknxpkmLUBGHWRNdCxVRLsWerj+97FfBVeh3VyOjPsiL8GC01ow85rrXXVxyulyjjILHrwG4r9uA4uOUFAL4e3KqUIab8uQR3UXsiRxLFq6d8/ushjzxbw1S0t6oEl+vrTWR1ya18z2qMXb3hz2PwSjBXTfiUrVhGVCoN8+ymdSl8VfHF08xDm5Sbrox5yyv6fOgLPqgYhMQiGQqVbz0i8htwxOYv/ShiggLzTqK4z1vR4xU2F8IB3plFo+4eK6zr9qpce4QLIEcEWJW4ozihuAmKFcYYy3IbVrsCLXV+zUW58ksJWZpwSSiZUqA3zUpCpRisaTxPlxdtVJ3nfo4TWFy1dAe2IjdcpDHWg1gF8Xr2vgCwR02rI2AXH7Zg7cJBKcGtRlpcKVP53QjcY8CWhTzJWVwWDJ6ipJtzcviE5IOfb3Ku67v9rqUb9K6EY+9ylFwF4BeMKaqSjG/zsC8lT6p12uQuil1nGyqUMWSZQkq3/cnGZsZPvaXHA88GHJ6XIBIQCmMFQyPXFUMVTHoBPS5GPooqvoWkBLfKZUkJdJE7LNKxuJQUnXElyIvgs/re5XMlIK1+gHK1L28KQW9gWF5LSZKsTBCqSimHyAFen86IjEEHHkw2LZfuiAjDtPySShazsTNqYcxzRz2ePdJEAZ4n0cjRslP5IN8qiBxnbztuCa4HemnD2Qpzj/98XnBZMvfoGMmUilQpi6oyfD8hygz/5aMt7n+i5nrbpEvsuKaGfABoZTUZjUtbD+5xl6CK8PWAr4Z2jIE8Z/EyQzduF2ZGIo3NGVyicsmSSo1KNa++Pubn39nhV/6LT5RKEAqQJHgMhUAVS74YNUJcKOisKvMxuZKDW5ZAF7lMsaVUgRGYC298PAFWCTjFOCHIyicpV31ZzHaHVi3j0Ok+zx3XNIN8k4Kc8IpVUdiEXbsNrZZFt5pdAr2GyuapB4KppqVRc8txu58RpSmfuD/goRdmsP2U7bOCojBK5p/6PPBW07TyfGCPsbgcB3sJ5Aq4yxYpZcdkipY2n5k3ck3UWDA5YnGVy5GSuXP29vyUex7z+NT9daLYg1qR2Bmxt5ajtLwS625mKm5Jdaktj5dISdtxkI+S6LYEuskr+Eq5YioZzlymuNniCpV34NfqKXe+esBd9w/46mPK2YbCFXHHQruGCJPLAFsweAF2SsBDntgpPpV1knUsmSfyaiRRsPmo3FbIEairQK9mM8v+21wJINy0NIn798VnU9K1HtZDy/aNMTu3rvHgizGfvL9F1A9Y67ntzBs1y1QrA5OyNExpRCn6iw9bTp0TfO3BGkpZ3nhTl+svicis4BP3Nth/fIpuv8asr9gxY0hNMbF0NBxTjIH1wmCvesZVD3kU0I50+Nie6XIUQKh88EwV6OVOB+p8cCs5zt5FYOmA7gLLtZ7l8w/UOHA2dBQhnP4WufaujmOrjmU7T26RB0qF/fVSwns9zquB21ig+RI14pWBlSWjC5lLFU0cafZuSnjLbT0e2R/QjqQDOBIrBJFQIy2ea2M3yrBaOjdKPqn8N6pICFU+t5U5CgRuwxQxArm0ObOX4yUKPT6SKEVMY8QoCJVGYKVLv0tRue1ygsuMYvemOlfvifmx1y6w76ThL+6rYQxcd2nKHa8wREPN9FyHeqOGvnx7nRm/wfGDDZ49ofnIV6b40y+bkn/qGjbXLDNNqIeuFrzwI4uunvXzAtd3tlQ3DpXrboYC0FU2HwWWxR70jAeXJbhHY33HQT1i7mLLQV1xTaR0GUxDxh9/ocZ7P9nCFlujCA1ClnPPy/LTse9Wqe8ouprKZZ+inGykTV6CvcsA7iXAfiHbsApsN0dQIYVBGoXMA06lDL/wQ30OnfF476cUSZpToFFkSIauHu/8zvsxN6X6mlKDF/qjnEJhXfRY2IpOf4ux1yKPMMvgEYGkCKaLziOBrFiXUloy41abYoZimgl6A8XCSoM0U7QaQ26+NObmvVn+UTySNODRwzXOtGdoNifRRg6x3hA/SNnU0vjKEiXuA2vl9pKs+YJ6KGiEbos9zxOoYrDOWFcLo1Y2xoEtKsAf1992TKasZ+6qPSjXs3bpfRdZyRF7y1yOuIpBM7IEZYaSCb6fcOis5FP3Nuj1PKjn4JYaIWW5k0Q5g3zd9xizBkUV5AU3fPskT8mEFww2xQWZu9TjuZsi17W2SaFJkoxmI+OHXtPnS9+oceisdK5KvoNGZjSRcE0MBTtWwbc+eTduCjsgl5Kq1N+itAyLrKZr2ncsbcvzVJUqlba6PCi1Mq/Lyd83zZNUMimml7lykWEiWesG+H6KzofARrFCa0uUDBCmh7EhemG1yerakE0tnx0zitOLhsHQNeoX01l9LfJtrfM9JD2ZT22lLFcdz2CN6+xxqWLXAXs8oBy5JrachVf8zmnuEWMXQC+27RtndVN5XfG+pevWiRLDXY80uPvJmhsOLlRuDTrtHVTZu2IRnh80V0Ey5hC+NIN/K7BXnsdS9+vm99nCWZGm3LXBGIUxGcZokmHG7dfGvP6mASe/qIlM7qoYZx3GQiHJv58pYoVKFdjYBObxkFNJ8oFPorKnrx3ZIBKsKTS402/CuCKtok7dVHBSdVSqrkzR+U9li1lrJUkqGEaCnq/xPA+VA7w/lJxadMmwWy6us2Gujn7TLRetnT0z+NLBVvbXDp00nJz3aNalGxpfGRjva5kPr3Rbgeiyou988JbLtxgH/RiDr2NzNQZyW7J48fsxS7DC3CPrcNw10WP62wFbSZexVH7K/Y/5/NYHJsiszp0Tl7UUFd+7KIsdq415KaAzzuLj7sAFqPwCEmQEbpGPy6vKE8qg87zmZGlchlO4gFMaQ5ppfJXxj366w4FTmvseVRhflixujSBCVpJ0oyKr8aBzHORFYsoNqx2BumDuouxAFpiUeR15jgHyBFGR0JGScs5lcb6szAdJ5RO2MmPLccpxKvBjQV8rPM/ia4VWxfDUlMVuxNFzkultU1/yWpesqbPxRO+hZ+cPP39U/PyRUwlaKqZbmmZD06gp6jVNPZTUQplvc+02R/VyXGhVBecI7CPw2zGdLsV6b3skP8pkjhi5I6XHXZbEmnX24MjrHlmBhR1YNBSneUInQWvXVP1bH5zggScbblMe5YN0wzQ96TaQDfJGZk8WG1pV9wDKPXE1mo3o4gRZJseqDdLF3Jax9rt1nUnuJhbj56jICVRKh8sEk7Rlt3kRFxRBesmM1jI7kxJoyyPP+KwNKoEREiskJoezLHlytFPb+tXIrnOEROV/xhRN5YexIo51y1qxLhSVqeUNbqpFVq7m24HckmaWOLHECcSxm2YVJ25/n1Y9Y9fmiGv3KqYb535q2H36gL5qe4rnCRaW4XRSY+OMotVQ1AKJ1usAWEoNu+6Lj78QF2Cx8UzlaFjjaNOmakp+XIOXtmCZ1KnKFEN1RzBdZe3SDsyliUrJgowPfmaCT3+9gQ1VHlTq0jnxxKgkdjSxapzFyxWq8L3leqvwQsrkpbRKXknIeNq+6omPZEoxnrrC4tJtQyKNLFncGEWWGaTQyL7hztcOeOGIx3v+UBOL3FUREowgQzPMYV3gUtiRBFmvv1PcRNsxCVP+XPniucMiC79Cul1AqLhnxhYJILcyjG4eWyRS12FK5OQpSvYv5sDXAkmc+mycUnRjSWfoyEbXfINUMNUUBNs8ZqckjdBtvlREteWNKSo4HivMzy9G9bKVQKjo8cqAeFEOzKm4JRX3pMreUlTBbcfBLbMx7S1lRXePHSlSZdz9WMAHvthgmHluGZIj52Tc974AsKU9/+Zdp71Zdw7G/8P4vypWe0oWs+fp8KKhwMrzd0OwItfhIndWpBwFnUKSGY0Ubnfmn/7+Hg8+7fPVJyVWCnen5HIlNZqIPBNoqvX8fzmQ5+aPe10JEqWwufsiwBQ2Km435PxnAa6nID9fhdIvasFdq5rNZ7yOmH/sXsrrpVY7ik5X4dUUNp+oq5O0SRYLakHGni1DZidTAj/LW9VkOa62XEZsMfWTcouJNCt2Cxi/iALL+cFlRbZU3RJxAXCXCZ2K9q64JdVAc/RzvmlpBeRSpmgvpR/Br//BBEdOB1hPOd0t3SiIsmJQjOYNnlcWe16AWXVNiptZlkxzPqjXl6RWGBvOc1LWj3UbA7eUuU4fJX+MkWQiB7lQLiEkFSL2uGhLzD97d5sH/2FAdyic1hKibIlPrEJkLpNYbUwuhwaZb8PkeSDpXotiDOKI4XMZZMj/naisfqX9WNzslK1ortmhqGC1Y6udtW6ccpI5TPqeYaqRculOxdSEIs0M+qbrGiip6fVX6HbPkcoMLQxbNwqSpE5v4Lulr2QTV3ifJJJhoohi146d4WoKig8wWlYq4F6nL78luHPmVmLcIZEl2MeBXuzIq8eqBPOEjk5IMsPvfqLFk/tD53mXh1fxvcfZW1U+e9USHKW6xxl8zP+u/DzG2+tiN7vudRFkFr8YJYBGk1fL6auyAHtl1ES+a7KQEmEUInO5AJMprrss4Rd/uMO/++hk3v1TsLjEGkEsZe6ojB/FFxfGklU+b4aoyBP3p8ZeF1/KQFFtVfzazbpddyMU5yBnbteiBlHidvbL8lJtKCbPQjsSDEzKptkU60OflJVhi0S2yEyK1rNvYWaqyaP3Pslv/5cTtFotar7ll354hddf10fneymW00IRJJmiP/AQPT/f6/wCilOcz9zivxbc0oxJEllJ6khV2b9RZS/J3Eql6FrK1x4OeP/Hm7QHHviq1N3Fbsq+tCV7lwVVY/bnBWpPRJHBvIBOWR+NVQKwsdnpjLN24ZFVm5FH6fsc2HlK2xbgLn6XSYywjr0zixEGIzSZsYjM0ApjfvbtPR5/3ueuhxTU02Lpca6I9YhMMenAiWBhyUdPFNLiAu7KeSC/AJMXv78QyKunq7KKpRkMY8vaQNCLBHHmAoQiDsosdBPLG27o8XfujAh98FSbme2vI5y8GZO20RP1kHoQsmWqzg27W0y1AjwtWV4KWW13mJ4Y4nsxtSAlzQyDSJCkGqVC0myC7sBzd1ZVUHI+c4sKI5a1JdUAswpyUQC6+P06iZLXdo/tmy6zMrlTHFqmSC9h/zHNf/pYi0PLvrN+8iZihHKBpSx2Tr4we1+wiAwurMOrQeZLxZXrH3b85flZzHXB5vp2NjkqxjLG5NaaY3ApTJkAShPDRdMpf+sdXY6d0xw8LbBeLlPyb2CkJjL5OIgCgDk4RQFa6wA9um9zkBdsvY7JBY6RXZHJeoLPC75EFTejkvReDMuRpZ9mxBn0IldcVvOd27WxadhYm+apfTovyOpzXXOObZMNktSiZyYUtbrkoi2K19/g0WpqmnXDphnDRCNhstnBMuTovOHFU5qvPlojTuHyHRGXbTV0+oo4EWMfrlpnXGTJxhI6xRYYL+GWlIAe23y0kCHmgpp79HPePCxT/CDlXEfw638wwafuaWC9PB0vC/2tEHm14Bh7v4T+vhDQS4J+iYBzvNBqHeILDX5BUDPmqIzqwqsNEZWOH5GzeP6zFDbX5AohXEpfCI0Whh967YD2UPDL/04xvyYgrIBc5M5KkfwZixsqaXxpc0nqtjkpv5nE7bYn8y9l3A2iCpDjdoQwxb3CKIwdnVuRJxAlmUi48eXLXLGrQ2YMX3s04NCJgAPnGnTjOp5UPLoPjp81NGsSgWZym2Zyg6LbVWgpFUrWzoWh+Mqei/w7tFykFmQ0a0NW+z2++Ljh5HKNT35jkk4/YGUpwNeCPRtTbrsqYNsGSS0Q5XDLsgZlPcMVR+HdVq3HUg7YkQxRVRZfp7XLxE5WuimycEoq2coYw+e+Wedrj9byWpPCFvRy9hZ4AnxhxybFjrKXoyKqcRBXKyhFJaIfIXy9VSjK9VeMQWX9gl9UFpYJxYoOrwafMpcntpQsFRYXTp4IITEytw2lRRiDSDVKG954Y8RbX9nnT76kiFPhljAry6Azs4rIjILOUTwxSulnRWmtdNu1F9IkG2NwV7VYEngRpxWFWaIo3BO51C/2N5VMTyhu2Cx41XUee7b4eF7M9103pD3o8ukH2hxfDnnw+SlWU4+kK/B6hl2bJkmN/Uq9Hp7rDwboHTv38J/+6EPHgiD4jwcOz9zx9POnEUpijWQQT/DNfQ0yG9LwNM0A9m4xTIQwWfcZDhXdfjURIVCVcQTVDObY3opVhqzIkjEmFxUdvo655YXsQFVtRUtJRcZn7wt5z/tbnFryXeam4poUtmCQs/f6ZobzWHz9jTu2QjFyBS6gQF5KqYxV5pFbhbnHdn7XfRXoopw0ZoRA5BtLFVo8EzJ3c6xrbxMWYRQZBiksSWzYPpPwy+9u0x5KPn1/kyQbDy0tgkRKp8GtQORs7KpYK753NZWTa/SqnhbWuR+iqFUpblBbdAaNU7iUxU54imZNEXqK0+fm6PWbNOsxE/WITZMRf/vOIYguD+/vM0gUcVqj35fs2LaDrVtW/uOxg58+dt2NP+326DGxwgiJjUICM8WL85IXT0OgBZuagoZvafgZNQ9CDxo1aNUl9TA36ouLMb6IjQ5R3dN8PMgc09ljRVaVfdFV9XfjVmBVdxfs7fsZRxcl7/9kgwOHQ2hUEjpClezt5+w9pr0rpQRjYyEYlydlYRXV17lN+O2QXQV5xRobsfeo7mMEiGoBFq4cNQe6zFP2QjjbUFakSyYtIlP5zBJFllmE0CSR5bKLEn76h7o8+qzPscVKltMUINfEeRgoSvmRM7ksP3BZcptB6bYgqZTi5oZNZdkaNSmP9HZx0soOINyck4VV7QA89Oj0AsIgoea7fZNuuHiIr2NePBny7IsNbBwSDTVp6t5YA3zfa65E6To37E3Y//xT/OFXPDq9OrN1Q8O3BJ7F9wSBhsB3WaN6IAkDhdajUWvrQVAAe6xysJLYGR3mPCZfL02qzF0NLMeDSydNVjrwOx9uce+TNahVwT1yTnSFuWXVObkQe4/JLTH6nlSclPFr9JfFd+X/YQSYEagrO5DhmFCWHT8O7MIIJ0nyuYEFiwvhpIosrcNci/P/tPfmcXYd5bXoqqo9nvn0PEit1ixLsiXjUbbxADYGYogBExIgubk3F0LIYBJeCAkvwOUmAee+MIQEkjDlQsgvPIwDGPAEtvE840HWrNYstaaezryHqvdHVe1d+3TLA9jYcN/+/Y7O6Vb36XP2WfXtVev7vvUJmcwhHKTJccnGDv7wHTX81ZcpZlr6DRGJPi7dqgJln5zSk/Q1JzxdARpCLgItdmpgy79JMouWaGsKkVIXfSUTQjpZtTpEcnFO0A4oPIfBc2w4dgzX9jBbz6FSbOLAiQjfuo/idZctw/ia01FrtFKADw0NIl8a/OFf3fiD6+59tPBnx07EGO/hKOcgi6tU4ZVjSX9wx2HyD7kUrhqqqo14urviM4VW5qW+K5KzbiWFGjJghqbEXZtLVUjFIjAWokMF/vk7BXzphgLqsZVmK6mO3jKF69EFdO+ujnmzxDe7j8iCPeXdRj04SWHwbFAXyOB74bpw5X+mwU3VxlLbp+kcBSHEiOLSdhnqKsoVdeGcIlZDrvNOgHe9uY5j0xSf/XoZLUNR0d0IHAwdSpKp1kRdtnWETsxUlYoSa1AbN71AofMlqjyWq84irumMmsUaRtIajqj3F0UEnYDAtanyBbdgqSG+9aaNoeoc3vvmFpz8xHUrV73lh3v3H0kBXigP4R8++6fNQR97l/Va8EKKvooFiyGpgtSls7aa9+7aBI6jJwWnUxU00LNTcPWl3hj9bHDybjlQNikYoCd6E3nqyE1pCGLF2LrbwX/8MI9aaKsOHbPeJN1YympB7fNtNGtkupK6+wZTG+Bs5WAW6CAatiaPOTU9ybSvGZSlO8uZUpNswk5R5QAAQq1JREFUZ3sSzQVNJjDExlWEUsnPJTdniJWyRYhAFFoouCF+/dVN3PaAhyd2EnBbRXCR0pUYDB2q+LhK51NFVYiK2hxKZDB4ewJyTU3MK5KaUaujuXyNyewLALFM6MQUQUjQDoiqZqWwmK4zF5hkDnpKDjqwMXmguffxHR9p/l9/9LEU4ABw1et/DZ7nobf6EHZufwLVssztz9aJ6pjW5bN6oCoS5UTPxDEtHtLxcgKZVjVqUJWuzWeif7N0E5lEcpaCnJn3ShK0nBibJ2y89xMVbN7tQjgsjdw6emuPE4LE40TbIGeUkwWi97PKg92qCek2/zk1yJMIrhM76lKdDOIWegOqN5qpLs6VT3cSvQlJriBURfNY8XOigE+IkPIhF4gJBwKB9csjfO7PpvGuj/dg827F33QUV1eUSNBEWaFJCh9d1EWdCy7PAVWbYaLlQ6Z6QYnegOrVm3XN4grw0nRTAlyPZLdUdaaAwFydY6YRw7M4Np2/Dldefj6CTgdAF8D9Qj8cJ4++fguNuWkM9UTYsbeKZqekZrvrmZMpoC2Wlrl291zqasFuPp78TKbcs1s61Hxct5txFcUlNaFMZSlpBEpknUlDAP/0nTye2OYhZmYqPgU3U59bppHYWIhZG+SuQisDxBnAoxvYzxi0T8lRROax9irUG0sV4YzIqEeGEFWMJcGU0hSiEkBy2oLk40RtgrmO5EivqlbEsXFNgPe8sY4PfsZCPVInixO1zCIAFiJK0VERmxAdsXW01q/NADTkr1NT4zejuKI5nKgFS2QdCo3TYMj0zCXl0cMs2a/g2BTNIMTEiSZyToSzOTAy2INGs5mc2gTgs02GimXtfminN/HdWyvLepwOxvodjPQLlPKKhnRZNXQndXRBVvJBowv0NAt0XdeslRJmbCxTDi5k5GaGJEjTJgbbidDiwFe+W8D1t+fRoTqZY1YKdqkmJJuS169v3jBXZEFsNjcAC/Bvo4Y6OQ/JP10roVsAh1FdmNAUknAWDQbazc/VptKM4kRHcwVuGbmFEcWZirpSQoSiBQ4RuOayJrbtt/CV7xTRCBXIk140QHClrFCd4JHRPNHLSUpNqKJPenFSzb2ZugrpKJ6cGvlFeg7S5uSkdp4RMBrDsSmKOQurxixcdjbB6CDB+HIxUS6x3XkvPae6aRqf/cyn8LorL5lYMlTod+PGxSTqYGzIxUhfjGoxQsGP4XscvitvnsvhOTEcmxtgTz/JhL+aDcS6v5F1dcZrvs244RRreJpQo86bpr6CthWhEQl85ft5/M2Xyjg24wCWDTBtu6ZvsktHbiyVxyBLxwCaE9rS/s+Uj6fzOY36FCpnuevRhuboFT2NORmDaNynRv/dG9Yuvb2LHunnzdTBZGRM82qputg1VdK5CSPgQAcm44ojBEG5GOMVawPUmhRbJixV/2FsLtQL01RIvrZ0Okd3Yg9dX6ev3ShES/6+8gKP5fTiIAQ6UTrNWH6PoxUItDqyToXHFGFgIybLQd01/7h//4Evrlp99vwIDgCrlxLkfOumE4esN6waJhsWDZ5ApdRCHFNMz+URhkzVcctIS6BN8mVVYSeUmTUzUpnRL43oWVMfUxLUtGRh9STl3IyGYF6MG2/O4eNfKuHojNpUUkMONCRBCWyRjLxOrCC6dO+F3GPNyJ3h3V2Rurv++zlRFZE+g1lUBVWVldSiwEz0iPTyrgui9L3SqbVUSDgHJXIaAyFCVuMRgBCWvObYyJ0GHRtD5RAf+p05TNUo/v0mKlP5XZ+oVlYoV3xcBzWuy2JFEpnNtHymLKHr/GiAB6FAJ4KqIFSyrAqOBEAQE5xsROAxRylnYWzAxemcPOH0ejcFnexzZgA+uux1uO07f3JfKU8efXDf7IbNh9oYKIUo5yysGIngqBnulq2LmQQsi6DRcnFsykMnVBa/Qq/Q7JCqrCrBMxSF0bRbJ1VU4gUUExW9vRi7D1n4tx/kMXnCkYY9GVoiqQlTUdshIpmOls1aGm6xCyknC91gDOYyAC/ZM30+Avi8D1jMe7yQjQTp+lpd8rmeviDAhQS3nFCmxEt9BeFUUhOgi6pI/hsGHEO9Ed7xujoeeNLGxBECuFC7v0i+WUEQcYa2Ai8VkMb3SCssqRCqBiu7eDXpSgaSkbT4ChAIImBylmGuQ8As+ZnZFPCYgMPk69y4KkKl0EKpwOFYNo5Mu48eufPG+7786U+cGuAAMHFiGRgleHjLbpycbmGkx8bqMYahahuDPQ0Uci3k/TY8r4NmW+CBLQ4gPPTkLbQ6PiI1m5FRkWwuiAGcBRUUlcXslgHny4JS67adCBNHLHz482Xc+ZieX9mVzKEMhEjFxCXyBCUWEIYVxDyX267InVzmF9hs6vS8DmxpXQp5btG7K6Lpb5zKTjkDbC5So3ljw5lE86RTXrJkqWx0mYVC8vFsB70Cfgu49MwAH/u9Wfzl5wn2TEKezKTORD6OBEPbjOKaN+sCsKSkIKm7St4jYFBAomyeKXC8DowurmERDfDwFgedpgvqWvBchj5XYKTCsWY4h1VLfPRXW3A9Hx02BkDgy59+hggOABddeBUsxoIDh/4TU8f3YMmQhaWjIQZ6migVZiDQwM2PENy7xcNc28NDTxQwWCH41fNteI4F15EzxWHry5KOFEZ0zKgl6YaSEkVREllQqSZU05IIjh1h3wmKj/xzCdf/KI+A2LJ4gWQjOCFERW4km0rtUmVGb5OaLOiXNy+Cp85VmQWQ4nzBx6cCd3cEz4Ae5mU9dZ5NN29IKvoET71JuJbnBOmiLjQNNtq1PlFXZL2KlvyiWHrivPXVLcSC4C//sYL9J0gqHyY1KxQhCNrqbzKVhIqRBop5bl36/Bh8XMrOBK5tYWRY4OpLGxjumcM9TxK0AoF7tnj44eNlnOjkQWYtPLlbYK5uYbS/hFdsXIaLL7wqiON43jmeB/BFI70oFQsfeO0lS047dnD/JX3lY7CsBu7fFmLrQeCGewZQb/potD3kXYYeF2BcYMc+G4sHgXKBAp5MLlhG/UHyZowkENGR29C/mUlNtN2D2lQ6VoT9Jyg++A9l3HB7AQG1kykMSSEVsQAVDVwiJUFd753q3phnB0EMsJu8m1KC7EfaJQ+SLKCN1byQULIwwrsTPSIL6qy8ZiooMAqYUsDLpIvSeojmxEqX1z5pyUtVXTrzaLYAIsAG8LbLm7Ao8Of/UMH+E5AnkyBJBnFhIeAEFlSxHSRoqSotoEpFMW0wkj9F1IbfIvBdhlLBwtgQgLAPPPJx5dlN5LwW3nRRE7X2HG64J4+n9xfw9K489p10cNqiApavXfzjXGnRBzqtxrMDvFwqon3yP2pnnoYdn3qwdtGjdwjWDvJ4bKuLWNgIBYNFCEaKAmWPo5IT6C3KDvwwljcn1hujtKIQgLqMmVWCaUqe0u6qQe1lou6tEJMzwIc+V8INP8ojYKbVmo7cyvKYQrnCGpIg7ZrOkFEnsvfd0bvbucrcUGY3nCSLkXnI74rWxNhsmdE7+Q/9symoYYDZHB6bdvxoqY6CCJ3BlGAknKbBBlp5oUYDsC4mYUlkjyIBJgTe8uoWIk7wZ5+tYnJGv+G0CicGQwdyMggVRNrKkdR/kApp5smN96lPDYXqjmcUFqMII+DYtI+YU1SKNgo5D54ToODG+M3LCAQ6eGBrhFqbYLoWxftOYscnv/i92vvf9YZnBzggOeqeg+337ju8+JzJQ0c3ujbBOUsJai2Bo7MyAZN3gKIvUMwRFHIUri39p7NhK6UnMrGTlQyT5I1ZJWjczLnxwhb44veLuP7WAgLLTsGto7f2FFTgdhTvtkzenQD6uZn56OidScmbG81M1CZdYNe/eOrA3f29RPfu5uHEiN5m+5pOm6vzrvk3Nx4TNecn43fC9aU13RB3X9xJ5nsCFonw1iua2LGX4bqvVBCZ+p46QSFnkqqQNHJTrmbZq5pxZhoadZ8LIsCFQDugmGswMOqAK5Uu59kgRODYlI+5hoOKF2OoHCMeHnhqx8nGextBfiEoLwxwu/ob+Jd//Wa8cf0KkafT8F2CalFgz/EOdt0vMJgnEtw+QcGnyHkMrsNkCpXpjZvpo6Izg2mNSXozI7a5wYxkNzwLQO0YNz/g4xu35dFhRrTOUBOWRG6XiIwsmO3UEfMid3ekXqj3sjtNn+jHBrAz6DAenoqHnxLoQHbzmYnQAGEm0LsieMLLFQfniqAQooqh9H6BZuhW9xF3fzMGbBLhbVc08cg2G7c+kJdXGqWogEs7ioDThKpYBIgJQSwkjdUbTc6R2ksYCzmO5RWjEwCNlvQh1OeEUoGe8hye3G1h3+EcKgUb5SLBRResFOf0kvicC9/43AEOAK+/4gJEYfsbY+Vdq4LW8fxgbwPTDzcRRiXkXAtFn6CYZ8h7DL7H4DkUjoMkUUMXupG09SxpPzNsjTNaN5Pd8MyJ8f37fXzgsxVs3eun0xcWALdngDuRA+lCNSfzo3fW5tng3gZ4E2zPoyb6+6mnyEK05VSHybvTr2VYTqI2jHvl2ZdW48Go60Ba4QeoVDpV7WJcAVvdE3QpKM/2QoF14yE+ee0s/pQS/OC+vHx/liIaRPLxtir6Ypwkpcix+iy42ayhFmGsJhXHsUAYcrQDqsx9aHJOHEtKl1OtOdy7xcVQmWLpkoHGNWPnfSNvpi67Dnaq//jkJz+Ja9992WM91fzv0GhLefP+Oq7/cQ555mG4SlApSAesvC8B7ruAp2rHXQeqpFHWq9i2kKOyLQE7GcAqM5W2npdjpZOGLTUUynZi3Hivjz//xwq27PUAx14Q3NYC4E6biEUW5BmrtOzEtLTMl8zj5YmtmpK0EuuIhOooSY6a/5dmLtMsZpfkiPlXjgW79095RemmUQvsFzVV1As1kTPTBZhll907Z5LcCw4M9kbYuDrAgUmKHXvtVPwGAFBwtdtiyfs2Asg8G7psNtR88enYRLmALEaxeLiBfSdjTBy0cdGmV0wePDL7m5dceE54KhyfMoIDAMtvAAmncbx+J/7luz5EmMeqYYZqSQLbdSgcR46RcGwFbluOz7ZVMZZlNA6nFsdiHue21IbSYiFsOwSzI9x4r4e/+FwVT+9xnxHc7nMCd7b2hHXxbnoqgGGBiD3v6xQwC0ftZ4/iXYFS3mf0bzGPhhBDOtQ+3LLhV9Z/iCSqExXZqczGcEAY5g0QVMp6p3ilZsUjAKBDsG48wN+8dxYCwPfvLcgf0pEcBCFhaHGSnHfGpY9jpMaLy4gta8fDWO3RIoCoFiDO9ehuglaHotWx0QnLWL6I4HevOoF/jHvwyvPWYLC3/Izn8hkBXigu7uw7MPueHUdWfrPi7M+vGHfQV7WQ91XXs9qwWUyWzjq2cvm01DBWiyeROjM7h8YZD8F00rA0x2R2hJse8PDBf6yqyG1BmmOmG0qiNpROF+dmBripAW6zCWOhzvlunXueigJD8+7i3Cbwn1X87kYy6Wp4MHxRzBoNE+hIeLfWldUC4ERJ2/LSn3Yumy8r7Qgm2pWE6jb47ALTj62uRSpAgLbAuvEI1/3+LDgHbrq/kEpLUJ1AkJtORuQw2uRziOVVkhGRAD7UReMC4CJGzAWCiIO25VXvJANOzlBMzZaxdJTiN64cbfSVxXuWLBrtSs4/D4DP1Y/xkZGlD19x6evmSPvf8tVChJ5yG7YlUG9aqLcsOWqCQtEPedOgttSceD1lWEft7KRhTUtC2HYAakW4+UEPf/r3VWzdpzg3swHipEkcKutLdFeOQ1LObRlZShPczAR3pj8USVtaSj26o/f8IqcEzwuAOYPz5wj2JEISI4Jr4BIVtdWzZ9LegiTmlVo+5LqYXL0+XbeSFodkjUvkOuAQgsqp3vNeFwETcfINlrxIgtOWRPhffzgLIQhue0huKlNlxkVLNXczDWylsrAYCInaL3ABxOp9KfeqKOKgVG5IG22OehuwLIpqnmDvkSLe+57XzY2PL364Vj/6jLuIZwT44pEhUEZPoBNc84bXjN954sgddjPkyLsRuBhCEBUTtcScNmyzbOTOjtWeD269oaRWhDt+4uJPPlPF9v2+tDbuoiW67NWlgEuFUUCV6t3UBDdN607mGWqaaXqajdbziqxMvgsY6Xiy4P+DZO7mA9qQ/0xgd9OThByT+UkfXYraXYzFudwbCLWZg3aYopDaH5sPcvliU3Vat8Ex3dmTvC4CIdRJhXy8ZizAp943gz/4O+DOx4iSFwlAKCLioKUSb5KqCElVuGyWjmJlKKQbOLgsCAtj+XOEEDQDjql2A5bHMLGP4FeXXxDun4yuWbGyciJXKD1j4HhmDm4x8GArBkZHDnGydOKL33ls9a33Mpw26mL9MgdLhgHfNbrfSXbqcPctAbYVZTaUjh2A2iF++LCL932qih0HfMW5lW+3YZDpqg2lTYVM5KhzbWn7ZR2tSXYDmaEp3UoKhSoxXWhDlyHXhjyYRkgN9CyinzsPF+YDo9JOLPQ4+V46blC3gukITiFS7q3MdjIgT+5TkAuh+LmynzKzjcnfZADTzlrQRVQAOsCKRQH+4f0zuPZTwI8eLkjfQnWiAthoKqoio7iQRp9EhwddHSmvwlGc+qR7DrB+qYfTVzIsG53BI7ttLFq1fKJnaOmhex/fi4vOXPrTAxwACKX4xOce39fXU3hXzr/orkvXPoK1yxiG+9twHQHBaTKHhRj3yQQGbfnAYqWYRLBZJEFuhXC9DigL8aNHHbzv01XsOOhDuBrYMnITtZmUkVtvJlO7NRPM3bPkn60ENjtvPktP6Cm+zkbtFL6m8JDB/DPRlAWid/b7XWM90A18vdFM28NASdLAq7vdBdez5bXDlA7M0lNFDpWiiqoAgkolhAqpIEFVqQjBwXQKSE9CVvcrRkJ8+n2z+KNPAbc/DPAYgCv5eDu2wKA2nVw+Z8yFcU4lNTFxJADUWgKzrRAnZm3sOdiDN772dKxcGb0r6tyxb1v7bDzb8ewAt1aj3WrC9fwjW56y777/vqdfmXMn4XkdeI4PHucAAlAiCZ7+EMweSysZqZ2C22YBcn4Hh6Zj3L/Zw0e/UMGO/XkIV0Vu5iR821ElyWldiZhPSYiuc1kI3PPbz7JVhGTe90zKYTZzZFSVVG1OUP2ceLeY/zPCBLoRtROgq6idmOgIbb5paOXGhlNakyjTfIndpCCLmisRANXeDpruUK6eT5cH8ISuJN4slIAz5XirKQ0IVi4K8Jn3zeCjX+R48MkC9k8RwJO1MS1iwYopLN1Urj8ntckw1RqqWFMEgdhuYarVQLFZQUOsvbvQv+lIs9XGpsX+zw5wAPD8HO66795d+Vzu72f56lfe+MMTGOrJ4axVDlYs4ijkAjh2BM4JOoGFKJZSkc5gSpBHCT2xrQC5XBsTkxzX/WsRN95fwPE5D8JzAOomfNuiRHXimFE7rSuxFNAyTQu0a1grPUURVbIIyILc2+y0AeZH9xTtxoYUaYIFXY/Nh90qhflYdIE/kQQ1FzejOAwJEYqiQHNZIBkQr36PQspvCV3Rf0dlFdMrCZXPSeXGUwgCqkBODaALQSA0F6cSxEJQrBwN8Nk/mcONDwb4268I7DwMwJc+8i3C4HACSwk3id83CEIOtEK5aDzGUfQEVi1i2LjaQcGvY+3aFRgdtf9+Ysddu5avvuS5QPe5ARwA+vqWIpcrPnzmus63XV6/evbkAWlXazVQKTRQKdXQCS0cPNqHTsikFg6R+nZbMSwrhGMFyOfa2HOU4398oYhv/aiENjw1K0eCm1AmC9yJkEVTib5tZCeJMRtIAz2JwqcGdXeSYWHdO6Ug3QVWaZF+V803Wfj+meiJsuhL7tNondISguzXqWpiqCeKllBFVSBEkq9MR5FA7/sScAtNgVQBnCACVEduqvxXiAATPJElKZegpgnIKYSg4IyqhUEBQdBXCvDO1zThWgL/458Jdk8SwCfoEA9NQuFSAWXZAkYEbAsIIoLJuRDNiKA3b8NzODptgj37baxbswEDQ2d+e/H4modFUHuusH3uAF+7agSNuSP7llx83rVl9hSbO8nfkHNrqBRbmG3P4W+/5WO45GOs10dvmaFUCOA5ROnkMWwrhGMHyPkt7D3K8dEvlPCtO8poMxdwXElLiC2jNpVR29XAnkdHxPxInTyen3pfKFOo+xvn6eDdFYVIwazpRwr2hSVBsiDyT4VyDWokiolJT5I8TfeG07hHF2XhnAB0AZAb70GocwSePo+kBQSC8ATcejElxVNERXJKwWmcmn6qjn6LS1/LmFN4LsU1l7YBfhIf/QLHxDF5dWgRFz4j8JQls20BRZ9gbNjClRe00N93Ep//XhUHZ4todThONFyUB0o3Ll56/rU7dh3ev3rl6HMGOH3OPwkgXxrGsYP37x9ffubmBu/DvskIzOrgpkcc3PZAPx7fUsGBoy4aLYY4pqrWl8O2Irh2gEK+hQNTMT7yhRKuv72CNs0BTg6gPgiz4VkEeUugwARyTMDVNyrgMCQ6u81U47CiLWmXjsik4udFbaNheKEyWL2rz0Z1s3t+ocKqFDVJ1E9//FmPedJg1/+l3zeLqkhyb9ZYa5piZjxTH/F0xqYeSSMf65E00j8ljuU9V19HnMpRNRGTt5ghjOX05CiyEGZuNsLIRhA5CEMHrbYHEnm45lUdfPTdU1jSWwNaTcRRiGYkx48IyM8r71Es6rNw1ooCXvcKD68/exYBj9HfG+OcDf24cNPZm2/78cPPC9zA84jg+vALIyhWFl1XiyaWdaLa2/7pu3tx430lLO1lGKjKIbFAnERuxw7huR3YVgsPbhX4p+9U8c07KggsH7BdybUJhccAX20i7a6onc7KVAkZavJlw60WyHBl8+s0ep+ClqArUmv8Ghg2C6i6k0HzdpcLP0zBK4wFYGYtYfJrJDQlu9k0/i8pO1VGnEgXA1TjrxnJKZUOVHp2paBpil43UBBFf3SHk6BE+RzKpmIpC5PEK1HWjBBwJucEWZyqDSgD53KA8FsuCYB4Cp/7Toyf7CZoRUU0IoZCrGvEZRXh0ZMuSvle/JfLj6LiH8N0bRUu37T8GyvWbryuNnvw+cL11MVWpzo+ft2nsW7jhZ3B3rEf3P3E9kt+9CAfK9o2xgYoBnts9FcoqqUY5WKAUr6NcqEB163j67cRvOfv+vHozipCKw9ie2DMgs8oCpaAr5pKXQY4OkozkZlTyTI3kfnaTMWnqooxr5OQU4LbjOrd/59kN/WG1NiYJlWH+uf04+S5dAGWsXi6sqLzNrJA9ufUCsmoNpmFSZKv521xM4uMqAWUbhLMjKn5ve5JElJIMdQS4wa1CRVdakrCzQWTzlqCYf3SGG+5tIGpOY6tuxy04MBlBL4lZ6+6NgWzGChhyHkMa8cjFIu5e05fd/lbZ44/UV9/+iueN8CfdwQHgF9705V49MmfNN/+5jcFVvQtTOydw1Cvg94KQ7kQo5gLUcy1US034Hp1fO1Whr/8Si9mWiVQx4VNGVxGVA2JSLqmTZ9As1DKLG3tVjMWvM8ANP2wF6r9lleCLOjSYqpsg4NZUEU0IvVjDZGucP2sm0zzCRaK5GaUJkbdipYGifyP1HJZEnmd3yFCzduhaoEIqaIQqL5M9RrFQudVvW9tOaGbKygVoGqKREwFGNPzOlU5BqdgNEYcUzDGEFKGMLJhWw5ybhv/87/VwAjwtVsIjjcKyFkEOZdjrhHBnSWwqAVKfUS0D+ddeHXQjILmGWe95qeB6k8HcAB4xemLwTl/aProhk332Y/6RR8o5DkqxQjVchu95RpO1mu4+U4bf/NvA6iHReRzluy2oYCtejbN5IymJdnpv/OHsJobPf0BLbgBJGRepO5eBHShiIo0Ws5TUoyIaQLdpCnmzz3boYGs34vmz/p5tQSo1ZZkDSScW+ce5ZH4GQLKUlmuEq7BSQyrN6IaKIyFTTPnUS6WdIEbzgiGcSrnZAGgU/kzUdq1FTCOTuAg53XwoXe2YLNJ3PRQPw43SnAsCs+W+7Ug4OhEDs489+yWXVj5ECHPa6v4wgCckD7M1dof2njmFeLo5ME/PnF0j+daHnrKHQz3zmDHoTo+/h9lPLC9B5R4GCwQ+KoZIuW8hrxHspTDrAbsjrjdIkV6gTUv6fN58vx+S7IAsLOgTiFrfN/4e8jUp/z0h8m3zY4eXSylQS8ISWbCQ0dkpJFbglwPkNJ2bumIEAFts6ZkP2IsWH2FMNemmeACYHpL6mRerD7XBOiUyKG0lIMomzj5nHJBNNs+cp6Pv3hnA6857wj+6t8j7NpXhWcTFHMCjHXQNzjavuyiSz7t++7/bTvPntA51fG8Obh5fPzjfyXG1511d8Qt5rFgk8ta7LSlJ7HraA0f+7cKHtnajx7fxXBBoMfnyDscni0VEQ1kcwa8bakaEyadIJIZ8UymdpnJqelC2UjTLm3h9Hyqgy8AboOadNejJPZsNLs4unm5yb+TxofM3zKifTcl6l6wZP6CI90LLLP4ulZ+wneMx1mSBSQbUpI8FkInbTSXTgdgcW5Md1MmT1qpEebvJ1PfKKKYIQgttAMb7cBBuyNvgIMVIwKrRut4ah/BgeMuhisUa1YNBxedO3QdFfv+Z9/gmdHPgtGfOoLr4/SxOCBs6BMImsHM9LGPffnWiN7z1CD2H8pj5QBByYvh2wKWJaNQGAOdQCCISVITkbiIdm0kZc2wSS30RgnpfZe0lnxU87ikujdb0TSgMtSm20Azu7HTz68VmiwgDQP8eRDsOoTxYpFGbZJo2/q9SZqSRHaVsu92DUuKozSXSf5DvkABqXiAGm1u6mpA9XkV2VebPb/p93Uk15tz3cDChZC6eGLmJH+Yc4IgpGgHUl4UgsC2OGbqHmZqOSwbbOIj72zh9sdD7Nw/wqk79LEOX/LJB5+aCX5WfP4sV9Xk2L3tm+gpu+vufuTwEx/97GPMZR5KnoDnCPgOgedSWEwW09SbHLMNjmagLp9AaspJpUeGfEy6FBAk2T45dbnLzsx8UwZ455W7mkDtjpZmBhMwIrB6rNvRaLbNiiYqSXekJ+p5ulQXIHv1SJ5/fiFYUnxkbraNbK1ctGKBxSyM92Weg25La32uUtcrE9hSM0faQKHOK0kcXyU9sZhRYGdY8REF8GbbwkzNwVyDIeZyKp/vcPheBM/lyHshgDoOBZfEDb50AyOtp3/n1676mbH5M0dwACDOUlSG8jt7+/rf+/7fzn/+qSceoYePCzi2hUKOIefLiRCMAsenAxyfk/PHCckCW3tAWwaFYSyV9/QhhEDM5WaJG9Vx6txnPlgTpN0gMCWM7PeMq31CI0gmYic/a24szZ8zqUPXsUCtVRq9jd9Jebnq5CHzubnccMoNoDCvCpkabvkXsptqZWCvPdx1k3PyO/IKG3MjUaQSM4TIukPK0gQb5wIW56pWPFXfqSqdtq0Yh44JHJ3ioJTAtQnyPkMxR+FYAodOujjjjAv5WetWvLfjjexEZ/qFgOYLA/Bly87GkYMTwQXnn/8l3t6d27w9/6nZxhTWLvXQU6IoFQSKuRj91TaOzDRwy5M52Jwh74pE3bAoYCtwyxtR0ZwkTcAaCTGXdcURARBrqcwA+QLgzmrfaejOAK0L5DqcaQkthXIW6CZ3TtWU7ifNgjtTA25+j3RtOLsedy8Ykf1LCaATrCerIN1Y6isJhUiVFrUoTCokO95lkZTMcKbsh1ICGitpl3E1dpwmS4QQLqkU4ch5EXyvhvt3FnDiuIfBMlDwCQp5Cz0lCysW17B0vIrjc9b7rz7tvC89vXVvvH7thhcCmi8MwAFgeNEyTOw7Eq8+4w27906N1MLgR8VF/U0M9AAD1TaqpSY8dxZbjghMNfPoddIIJwuniOrtlOC29agKNa5CA1xa7AqEoYAI5WSADGIUGLo3hQnY52Nu3pFhm91ARnaRzEvgKChlKE8GfQs/NgFv1n6b8qAJ/nlXge4obvyJZBHpPQaFKlMkicyn6UQ3r485QRgSBCFBxNNFRogMShEDbIuCC6EqAzm0VzpTnxmjHPlcG+VSgAe292Jy1kZfARgocdQaAYYGynjD5RfX+obP292sH47Xr136QsHyhQM4ANhODj7r3HjVq8///fNPa336tjtu7SnmZ8BpC4dmmvjqD13c+3QPmLDgWnFa3ppEbQlux5bDriyLwGYS6JTqiVsCYSwAxAhjAREpIxmBeWAy0/PdGngCJuPDND9Y+TNmrrzr6KIqJj3J/A2S/Z154Ms8UGtVG+MAmWTQQtQm+dqctAGo5E/2fSbUJHHGlBsaZmhpeqqzIJAeh1xW+TUDgjBKzw2jqdIlebpqZFbgjikF59I6Logo8sLFn7y5hk1rD+Krt1XQ7uRwoiGwZpWDyqLLpqoDF73v0JHWjUvHfnpJcKHjBdlkdh+t5hQsy/6vW5/+8XU7t93Y/4Xvhth9zMOxaYZen6DicTiWTMW7NuTENlsOnnVsOSrOtuUMFjnVTYGcyZcbRQKz9QgnZ0I02hzaVJQoqkMzm1RipPINiS7THZO2fqUftAKw3lCa90naXqo8hKbSZNIYYUR0ZO4Nzk+yCyS98mTLDlJvFmPyRFepcHaUjFGIhXTx6gVuqlbU3CAmdT9yVUUxQa1p4cQ0w0xd2jgQAJQBFqOynMKWlc6uI+DaHK7NpYWIw+E5EVw7hm1LDl7MdVAqNHF0mmDisI0fPDKEqy5/zfErLrv4z4Iw/EpvpfKCY/EFjeD68HM9EGLyK6dvPJdu3nHy4+eufLDfoRw5ztBf4mAMaLTlGU/0cK19WwS2TeA6ynfFpnDU8AbHFsquQiCIYxzdF4HHMmNmUcACSTyoNS3JgNxQNgDZ4cKh5qxr9mgUNWmvxe5JBJqeaEUlVV9OAe6FNpoKdJmoTIzMpEjH7GUalNMfzagh3VclneUUPAV6AnAus44yl58OvCLQzSnSGYFSgbzfwoFJG5MnLLUY5Bg/xxLyc+JUlfoSUEJVcOFJVSJIjDCkmKm5mJ7z0FtxMHE4xpM783jTqzYeX3X6BX9+6HjwlTXj1RcDii8OwOWHPIT77rrlS2OD/XGjNvh3m/fu6ynnLCwbseD5wEPbA8QBQckn0hmCEsXDZeR2HQrfpfAcGR08R8B3BXw3RrUUoL9/Bo/utXDwYAn9BZlAkqpMGiF1tNVqDNNJGKUicwIgBrgaB8Z1AYcghkohv9b12mYkzm5gCU5VINVNLRKtYt4Mj6wGnlDl7nOLBaQ+qp5Zmd8LXQYbA7FI/5Y+R6oAQNZ8q5VMqHRHsG0ZfXvKbUxM1vHQriLqc3lU8wS+C7iONFt1Y20JJ41XLQpYltyYBhEBYxSuEyMIW9iypwLf9WFbAp1gFpXe/qkw6vnA1p/c+69XX/36FwuGLx7AAeCCi6/EX//9//vVKFoRDAxY/2Tx/cUlQy4GBxp4Yl+AVphDKaf854T8RDXAPYfC94CcK5LBV3kvRiEXYrivjuX+FIYfLOLRrWUUXSILtpgGABJ1hlGSma2oU9NCEMSxkNwx1n55IgE1IZAFSiTr821GQh21F9rMAlmun/y+MLmySJ9TpItDd5ulFApdm0cFSKR0Q1OVZJpwLBdsGANxTPSeUtaiUNmbKa2spa2x+b4tJgHeW2rini0dPLyrgqJFIXiMQgT4ERA50kuQK1MhRuWVVih/5DBkCEOG/gpBO2rhyQkfQ1UfBZ9g+bLltbP7Rv+QsZP/sWrjb7+YEHxxAQ4ARS/kjSD/jfM39EXehs7/Pn50yqOsCUZsLOqzsGacYa7Vwfa9UFxbRu+cDxR8jpzL4XsK3H6IYqGNUqGBw1Mh9hyh4AQIuIxSiRyecFipwkhVhhpRXII2irjS0jmiSCBS13JCkLkS6JnqJmiJiprzezvne+wBXZvY7u8JMyqTxPAm6YjXAV/roQlPV43dij8TopqKI8mfYw509OYQKWWzFD2Ro0ZUn6ZK58vnk/6RAMey4Q56qy0cPJaDb8uNY8x5IhvqZiHGAM+lYAwo5EI8tZei2bDh2DkUik3EJMSJmTYO1ha1h3jff19VLXzr6Mng+Vh/vjwB/kfvfgf2bf1sPDocf2vL9tH4ZC/7t1vuP+EhLGPtKgtnr21h99EZPLK9jGqBwXEI8h5B0eco5DhyXgzfjZHzQhT8AKVcG3mvia37gIe2+SjmAO0lAiNKUYPy6PHjltqw6gKuMNaTdGO0ApFU1lHVDGuBKApAEp6pqUlaX64lMZI2KqtF1l1GYAI63fyl0p6OwnoUCaTyB2qqKjC4tPKhkcPAVCEbAbglLYtn5izUmwJRLKU7fTXjSnPUiTaukmaZzSgE2iHBuWsirB+vY8uBMqbaNiiVbWwxFxLoXMqDjBJ4rgwc+Vwbe493sP9ACTZzccGGIsaHplELVraJPfzOB/flv/3Qjlb84Wt/68WG3/NrWftpjyWn/SH27u+PTz/3ohuenlz0W7VgQ/OMZRbOWBmipzKF7z1oQXCKnEeRzzGUCxzVYoRKMUQpH6Dgh8j7IXJ+B4VcC0HcwqO7HISxCztTcJVKWDpSaXA7NoXvEuRcoJgDqkWBRf0Cw/0xZlscx2aBelugHcq5jFEM9eGl7yPh1hRJEwNTVwnKjBY6lvU/7JYOJbhF4jzFuaRHUSwv+/rSn9yE5NRZrV8kEqut/CA9h6OQC9FfbaNcaOLIVBtHTnQwWw9Rb0ZodSK0O1zWAoVAGMkkTqRa1nRBlVBdOnHMwKiNc1Y0UHYamOoAtQ5Fo03QaBPMNQVmGwKzDVnL3WgJNNsEjFC8YVMNx+stPLErwGPbXLz6vLXNa66o/taH/vi3bvCCOP7wtb/584Dez1ZN+HyOv//8DZixL8aH/2hqS31q8Z7Tl4eXj/Tt9b73cIDHtpYxWrEw2m9jsJdisCfEQE8HfdU2fC+EbXG4ToScF6BUqGP7wRB/8/V+tIIiKh5B3uHwbSi1RUuNDLZNYdsUrs3gugSeIzl93hco5WMsHuygWJzBbU9GOHDchWOl0VFvSPWVIKmPYZJGJSM3LJJkYpNhsgrcSCKySTOMTCHXnoKmJZuZbyfZYbA6Z6A2gxZTnpAK3J4bIe+FGO6toxnP4Dv32zgxxWBRrq5wOsuY1tSkJRHp8+nUumVxuHaMscEW7n6CYM/xHCzLksOPBdAMCGotIIq0AgPYljRnHe0L0OF1PLTDw0D/otnRobHfvfJXqt84sec+vOa1L37k/rkDHAAevP16bDrnt/Crbzqxefni4uFdxwYv/qdv05wdRli1yMGSYQtLRzpYOjKHUnEGnbihmiIYHDtGIdcCaB2fvr6A238ygGLeRtkR8G0BT+nprg0lLWo1RsqNvgP4nkDOEyjkYpQLIfqrLQz2TGH7kQ5+sqcAR9lV6HF2ukzAVGFMkOvNq80Ay1JlvSwt6TX3mN0A18kpbfweK+VD6/IaiMk0YbMQjclBAzYDbEvrzjF8N0IxH6BcmMM9T0e48YEieMRgM5FRdqSGT9P3k0m2SYnQVnZ7hHAM94SIeQf3Pe6jzT3k1QS9iHAIO8BUg2CuSUGEKnW2bPSWYrzyTAs9i848ua+29H33TLhf/9B7Grjg0t/+eULuxefg3cdrr3o7AGD7/rmvLl5lWb/9pns+8dgDd/aP9newbmkDlfIsTjRquOM+hke3l3Hpeg/nnwb0VxuwrQDfvcfCjQ/0wvMdFCw5GNTKVCOS5KZT/lpDd22pyOT9CIWctLEYH+5g01rgm3fHqAcW8kpzt9XGVXbUdEuP6Y0pcNssTcDoCroQqcxnVhNo2HMhEMdcZmSV+qCfF4KrqwkF5QRM0RVhKCgkcRJQoLRieG4IQQI8tsXG3kmK5QME9bYwGreFmqKRLlKbS6VFbkyJekzVBGsHtWYOrz9vDvdvn8YNdxVACENPHjhrLcdFZ9bwyK4IP348j4OzObQCmcAbHRrA+lecf/wPzr/wg0D0VUL6cePPG2wvBcD1sXqshLla48vvvPoismYR+3jt2M39JxrHcesTHHc+VcbRYwUs77MwNe1gai7EYE8Dh09G+H++WcWJmRJ6SwQFmyuAZ6c3aHDrTaWjsm2eI+C5ctPquyE8J4BlRRBgsr6FQ/FRgzYgRSYxImCSqrbkgtD20XoDG6thqTGHLCcQOs2dDksVnCOMBIKQI+Za2pTTo6VZIFeLimbsIExNXqspekKdxeSsI0Ji8JijERI0A8CxhLrCcBmpw1gGgIggighiS75mnaCJubSK6AQ25ho59FVivP+tdTy6tYGgXUK1APQV8ii5Fv7bFSdx5VnTuOOJBh56KoejjRGMLn3V8erwpj+PAnzZdl/Y9PsvBMABoFTMIwpbX7rognOj/Xvbn/pfX7i7evvDc4hDhtWDwPggRX+FyHEodoD/vMvGoakqRqoUZSfOmv+Y9IHKJIPFdAGXgGNzlT6O4ToRPCdCzg9xfJrjJ9tchBGBsPVGK513Y/ZwyVS6Sh7p52by6iDN/zksS0bJmBNQwqRMl+jF6ndV5rMDgnaHo9nh4DzdGHMu5IBKQlWUBmKWLhJ9SICLNG1P5Q+4tsArTuug76EA9Y6PlkPgh+rKpM6HxQTsiMtNZkzkpjpSi1vVgMecyMkKgYUwYhgsC1y5aRbX/6iAICI4PgPsPJBDzAnGBl1cc0GAM1cOouNfPr3qtLP+tNni/7tczj9vXLyQx0sKcACwbB9B0P5apf+CqaGhueVveV34t3fffa9tMYpqyUOlKFAtBphrtvCtu6vo9Vws7+VwbIIjswTNUE7kTQqAjMSOpCgwKEosb470a/G9AHsmOR7f7kKEDCSnmynMDZ8Gd5rQ0bzVnGzhORyeIxeRa8ewLY6jUxTb9rkQQv6ObVNYhMC25dcFX+DQCY5j03IyhmsTeS+0Ts1lf6PyG+GcZBcfUpAnHiaQ2cQzV4dYXGnjqYMlNH2CXCj/hmMBTiT9tyM11SyKiZRMFT3RBVWeG6ETMBw6UYDr+FgCgmsumsLND7YwXc9hth5jatbCSC/HgaMU4ysuDdf35D6waNU5u5ntf99mzksNr5ce4ADgOB6/89GdN77tN65ytm7Z0qQ0/tzE9qfJogHQnlKMcqGFr91u4fhUAav7gfEhCyvHgOPNOr73gI12xFCl2TJbyyKSG1upjOZYHI4dw7UiuE4ImwWotwWaoQVQKm0p0MWVDSqgpUFqlPZKYHJ4LkfOjZH3QxRyHfRV6th7XODJiUEs6qUo5JiUEymB7wClPMeiwRY2H6ph67YyRkoUJU8g7wK6slrXdVhMptxNuVAYry+5F1qdYfBtwPM7iHiEZmijbRN4ERBEQsqDEVcyIUUUSSUkCAlCR/Jw1+bgaOEHj/iYnbKwekyCddloB7922Qz+4+Ycpuci7J9kWLPM5ivWrBXFnpV/0D+8/l+bc/sDzzv9pYYVgJ+TDv5cjkvPWomD+/cFQwN9XxsZXbL2kgtXfVi4ZUzXOvC9JvYe9TFcZBjtZxgbcnDm6hAbV9ZhsQgQkmc7jiqzZVRGcqpVAaFoDofjxHCcEL4bIIwD3P6Qi637crBckrZvoSs9nim7JRklw7LTCJ7zQhRzHQxU63h8oobPfNvHVE2g3uQIApk1pVTW1pTyEXpKAf7gzTM4ffU0Ds5RzLUJmh2BTqiBKLOrUhcXSebQVGXUy0sQzwVFs21hxWLg8nPryNkt1EPp2tqJgDABuVRwInULY1kW2wkoglDCIoxjPL5b4PFdEfYeFjh41Mfx6QqW9hO0gg5yXoS1q3Kw88s/vHhsbG1PT+/XOo2JIF95eYAbeBkBHACu2LQeF2xY3lrSO7XjnW9d+gknv+Jjixcvi+/f5uLoUReLexlG+20sGhToqzTQCgMQUBQ86W2X9xhcVw6kJUmhlZr6pqO3HcFVdnLb9nN8/fYCOHNhMzn3Z6EjzRwiVU4URXESfh/B90Lk/Q4qpRp+/CTDxGQBBJIO6IyfVjIsS1q8Lh0kuGLDNBqNEDNtWXfdCYUEoaYRXP5+kvQRC79OoaoHw5gBsYO3X9bG+iU1tMIIzZigE2mQ64SSrB0RXEbwdgeotyhqTYZ60wEEQ87t4GQtwqHjEQ4cBfZP5jFc8fDKMzmWrzotPvfM1R+rxT2f+NG9Mzss/4yWVzzvpYZR5nhZUJTu46rXXoOvfP078Xt/59c/EoUHre/fOvD+5aPb3aFyByN9wKKBNjpxA7c85CHuOBgcJKiWbFRLFhgD6k0Z8UBIkulzVNLCsSN4boiId/D9B13sOloCc114VICpmuruJuakc0fVfCeJETVNLqE+ToRivo3DJzt4ak8vHCZpT2KEqZ5OJ4Nkt7mD9cta6O+vYarWg6JD4IeSK8uNH8BtoWpm1CQ1nlqqmWWzgIzgUWSh0XIxPhDg9efPYeuBImpBCQWLwLcJQrV4ZLFZar8xW+fy3MUUnuOgv5rDlefOYsueAIdPUni2AGMuNq4Zab3tdcsOrFr35m+tXT7wkUfu/zbO3nT1Sw2bBY+XJcAB4L++41chxFE88XTlQ+ee/Ua6eGTPpj1bb6JB0N7k2setJydibJvowdJ+gr6yhcFeC2NDIWrNFiYOuuiv2gCYVAssRU1U9M550nz/23dXwGgeRYcib3EwktZhpxTFSLYQlZZPEkFqCJbF1QKKkPc72HlYYNeeHFxlqdB9aJ4fC4KYM6wdFxjrbeLoiQqaEUFeqxqxrvkQiIUAV6WvJv/WG0xpsiMBG4YWWsSD58S4+qImbri7hs0Hc2g4FvIRECiqEivt3XWAgWqEh7a1UK8xBKEDy7Kw90gJ68daWLusie07KLxcf1QPcg8uXn3Z5mPHd/6+7/ti98FpLF/04tRyvxDHyxbgAEDIoH7459/7/vfACmcXB/3Zf6GC/toDWw/QHt/G2KCF3qqN4b4YyxdN48s3Bzh8sgeVIlMlnMqewI3guRE8N0DMO/jGHT62H6iiWrZQdSSiGyGVc9Wp7PrnGf07bX5OKEoycEvAtmLYVgxKQxyaoujATqzpupmPylNCcIIoZrAJw0hvgFhEaEcOwhiKe6sx1zHAFQ9PLI+VkkIpktS6a0ewLYFWYKMT2ohjihUjEd522Rwm/r2EWlhEISRwmdwHBJHsZLItYNFAB22cxFe/1wPbInAdCkJc2FYZV57dRm95nF989urrVywuvnt2erp25Wt+fun2n+V4WQPcPK76lasQNnfWLN/7w6eeXryrVHli/dt/ZfbqQwcnwCjFaH8HOw7VcddTFazqkyqK5wB5P0YxH6CQ68BzAzh2iJO1GNffU0Eu72Iox9GbFxCEYLIZYHKKAmDIOdxImactZIl3i2rzokxnEyXIoijGDXf5ONFkWFzUvZrz34++QkQRRU+J4OpLWrjhoQhh7Khkk0CsU/lqg6l5eKyTRpAR3GIcOS9AMV/D5JSLqZkiKGGolBhcO8IbL5jG57/fwuRcAbWAyipCxuE5Ap2Aq40nxcWnx7hncx2HJysY7g2wfzKCm1+JV29yvn3muedubsRLPxOiWbv0vPGXGg7P+fiFATgA2LmVAHDi+LHDf/mX156xhAT346HHylfv37MXw70HcMsTHBYcVIsUpRxDKR+jWuxgsGcOhXwdYWSBc9kdPtfyUPGA/gLHUA/D0lEL42MzuOHeEA9v60Ml0o5SemNIjaIrkfRHMkUPqHJzAokxXZe+2LpGu9stKzWoJ2qSAkU1H4MiRqQTTWY1IU+pShQL8NhoQyOAbcfw3BYe2Bbhhjv7sGIgh2WjDFwQ5NwQBa8Om0kK1ooF6rUIrVCaMeW9GLUGx9SsjSXDeawem8OXH/excXUVZ2xYhWLPim8PLzvzfSen5/ZtGB94qSHwvI9fKIDro39gBEJM7AOW/+nK1fmvLR1ff+2xYw9dTOhW9Oc5hnotDPYK9FUC9JRr+PHmNp7cWcR5a3ycc1oTgjeQcxjKTKCcp+iv2FgyRHHxeoZmMIuHt4UIY0c1Thi1LVbq25KZyIa0hpoSkboA4JQN+cmhffyiKJ2OZkqBsqRWdh9FyU1mH3ksMzsW46A0wM0P53DvkwXY64C8z5DzHFSLLjgcCDD0+sCmVQJnr6vhyT0xfrKlCt/h8OwAxZyD/oqL3nIPrv3tjThn3Rl3FQruZ8p9i588ODW377Slz2+ywsvl+IUEOAAQsgwAdnVCsYtSbN41WR++9KKz/nn56O4VPn+KDfXOoOBTnKy18c0785id7sFoxcLKxQK5HINjMRRsaUBTylN4jkAUUzhUOrZqWVDXlDuqpkU2PouMj0iaWCSZYtekL7ML6RK8ykC++30ZN20VoWvFw5AjZLLfMYyAUNVxy1AeI4gpbAoEYYy5hkCtYaHZtsEsG1RQ9PnAeK+NC1fnsXrxcUwcamGmnkMzChETC+eduyl+ywVLds022r+7ft0FRwDsyM4b+sU7fmEBrg/XJgCwY/vEzA4ex1cuGSyMet7G6394552lFWxP/o6nCHYeyOHcZbLhAQKYmLQBQZF3BXKuBd+j8NwQjhVJrxAqS2Adi6ibboKWjc+OLTOe2s4smXmTuLHq+ZLp6zQxvpCOrRuUTTdcppQbASAMpakOpXLBBQ6VmcdIurfymAFCIIgF2gHQanM02jLpU8jbWDYc4tgxgUZLYM/hHM5eZ+HSjXPYvqcPb7liqHH6hlfNEfBrRhaPHlrM2L5fdGDr4xce4PpYvawCIfg+oOfA4WO1dRdfhPMX9Z33hYPRtmh828Ge3vJcsVKM4bltfP0/c+Adiny/NAb1XcB3YnhuANsWcG0K3xJwHakmeK5sgC74AqVcDMoE6k2GdkBgWTwZ4KTtggVXzcxg3TWyCx6UCBBGQCiTM92pbh4AXEc2XjRaHDSUdSIWI3AdglaHoNVhaAcWOqGDIBRohkA7ANoBRytgqLdsjNkO3nrZHK77qjQ+rTUdON6S2msvXTZ1ySVnW0sG2LvWrht/ACjPxlzwn8Vw/uV2/PK8E8jaaUII7y3UpleMj9zi58qrvv69Ly7/uw+9469fe/m5T48tqj7u54rtSqkX/QXAtSWQZKtXhJgH2HnYgccYij6Q9whyHoPvUeQ9gXIhwnBfA0en5zBxmGOmRhEEVJWXEoQxBWBh3dIQnsOlXcOzfQBEtslt3uNACAu2lSo1jk1QLjCMj1AM9LdwZFqg1uRotWMZoVsEjRZDrWkjCDysGAkBK0K9DbTbHGHIUW8SHD2ZAyF96KkU2oXywONDY+c8Pbjs3X996+2fWV4ulVblS6O37JxoThNCuMV+qSDxyxPBzcPLjwKyMLC5fdd+UGb9rWWxv122fAVz3DM+99qLg1UjlSMXbZ2YZIJEqJQilPM1nJyLcMsDVeQYQaUAlAs2SgWGvA/4LkcxF2Kobxp/958O0ArxitUMPSWSNFx0OjYIHLz5lXV8554YIsazGv9QCsw2gG/fnYfFLRQsDh7LrnhGCYp5CxtXddDBHG56xEHeZch7HM02B1PFZTnPwWCPh9efN4d/vz3AkWlgsMqQ8wn6+xjaZH28atXwPe/69eKOubnGewlBTC0fH7j2ZlHtW9J8qT+vF/P4pQS4eaxeMQakRCFqNebeffWvuNUNpx//m099+SYnx4/Gy8bDV1DbPavR5LCogOME6C37GOqjKOU52oGcZOA5HKV8A3nfw2xD6tKuwwHSxokZwHd9lAsB2p126uLa1XAsD+W5requGQUs20Leo+gvxvA8jjCUxU+65mWqZqHWDtAOczLhxDhOzsRodygYpegtMcTUQn81h6VDQ/Bt8mhPJXrs9LUFlh/41SAmo3+xbl1rur+v+FJ/JD/X45ce4N2Hny8BwDSA3wOA4we+AcZw8d5D/mt6y6dd8/Y3iNVRM4Id78WqsQaOnuzg8Z0Ca8ZsAJHk2sqkx7UJqqUO9p9o4I5HK3jVBh+95QBRbANEzftketJb9uBCUpooZiAWgc0oqp7A+KCFS86u44dPcBybzCGIlFuV2nCGUQyLciweCPD4TguTtTzyhRyKfevg5WO8443l7SuGC9cfr/NbKcFdi9f+CoA/ealP+0t2/B8H8O6jf/HbAOCuTuvYXSC4++2DYvn09Cx/4uHjfM2q6tLy3OAH900fwfhSC7snDyGIZjBdiyGCADnPQjFfx96tEXYfdLBhXOrZji1NjApM8niu2uB0cxBjcpBqs2Wj2baRozaCQEbrcoFgfNDC4oEZbJtwMFePEQQdMNrBWF8OF2zMYbB/DKvHGxgYH8ePfzL7CU6m9yxafiGtVMp0eKm1GxC3DA/0vdSn9mVx/B8PcH24/gAA3KK/FsERwHYr7oEj96866mJsFKFfWfPHw/3RFb/55hgkovDCx/Hg9hnc+lgfRno85HwLYcxxy8MEJ+cEhgYiLBshIKSFfUdyqBYpOh3AsQJs3h/D4hZyHkFPOcQlZ0zjpvurcJwC2hHDWy+tgYsQcTCC1WdcBma38cG+ApYMkdt27u98qre/Yy/vPx0XXbT4Lh63Z8aW9L/Up/Blefz/AD/FQZxhAJgB8F0AOHJkEosEtnlONJjv4VzEMfZs2YE9T1vYd6yIZb02PIeHW6c2ffRk2Lzq/LNIuGHUwqZ1AGMNPLWrhEUDFoIQGB0KMRnHcISF6kCAvqF+/N7bLPtVFw587xs3HPoooba9eszCaeMcuw/kMTR6OjwPKFYdWvDto8tXYE9f/y9e2vylOH451PyXyXHdF38EQsjgxMGT5Yh3xLphC+euAQhrYOueEkZ6GepNgZH+GE8ciOAIC+etDbFs9ATcnEtYaWAWQhwl9C0v9Vv5pTn+P4yEx/EozJ1tAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQ5OjQ0KzAwOjAwQsNpkwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0OTo0NCswMDowMDOe0S8AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21222283
    {'hecke_orbit_code': 4503737166987362, 'n': 1, 'trace_an': 2}
  • id: 21222284
    {'hecke_orbit_code': 4503737166987362, 'n': 2, 'trace_an': -4}
  • id: 21222285
    {'hecke_orbit_code': 4503737166987362, 'n': 3, 'trace_an': 8}
  • id: 21222286
    {'hecke_orbit_code': 4503737166987362, 'n': 4, 'trace_an': -16}
  • id: 21222287
    {'hecke_orbit_code': 4503737166987362, 'n': 5, 'trace_an': 10}
  • id: 21222288
    {'hecke_orbit_code': 4503737166987362, 'n': 6, 'trace_an': -64}
  • id: 21222289
    {'hecke_orbit_code': 4503737166987362, 'n': 7, 'trace_an': 0}
  • id: 21222290
    {'hecke_orbit_code': 4503737166987362, 'n': 8, 'trace_an': 128}
  • id: 21222291
    {'hecke_orbit_code': 4503737166987362, 'n': 9, 'trace_an': 179}
  • id: 21222292
    {'hecke_orbit_code': 4503737166987362, 'n': 10, 'trace_an': 40}
  • id: 21222293
    {'hecke_orbit_code': 4503737166987362, 'n': 11, 'trace_an': 340}
  • id: 21222294
    {'hecke_orbit_code': 4503737166987362, 'n': 12, 'trace_an': 128}
  • id: 21222295
    {'hecke_orbit_code': 4503737166987362, 'n': 13, 'trace_an': 588}
  • id: 21222296
    {'hecke_orbit_code': 4503737166987362, 'n': 14, 'trace_an': 0}
  • id: 21222297
    {'hecke_orbit_code': 4503737166987362, 'n': 15, 'trace_an': 160}
  • id: 21222298
    {'hecke_orbit_code': 4503737166987362, 'n': 16, 'trace_an': -256}
  • id: 21222299
    {'hecke_orbit_code': 4503737166987362, 'n': 17, 'trace_an': 1226}
  • id: 21222300
    {'hecke_orbit_code': 4503737166987362, 'n': 18, 'trace_an': 716}
  • id: 21222301
    {'hecke_orbit_code': 4503737166987362, 'n': 19, 'trace_an': 2432}
  • id: 21222302
    {'hecke_orbit_code': 4503737166987362, 'n': 20, 'trace_an': -320}
  • id: 21222303
    {'hecke_orbit_code': 4503737166987362, 'n': 21, 'trace_an': 0}
  • id: 21222304
    {'hecke_orbit_code': 4503737166987362, 'n': 22, 'trace_an': -2720}
  • id: 21222305
    {'hecke_orbit_code': 4503737166987362, 'n': 23, 'trace_an': -2000}
  • id: 21222306
    {'hecke_orbit_code': 4503737166987362, 'n': 24, 'trace_an': 512}
  • id: 21222307
    {'hecke_orbit_code': 4503737166987362, 'n': 25, 'trace_an': 3025}
  • id: 21222308
    {'hecke_orbit_code': 4503737166987362, 'n': 26, 'trace_an': -1176}
  • id: 21222309
    {'hecke_orbit_code': 4503737166987362, 'n': 27, 'trace_an': 6752}
  • id: 21222310
    {'hecke_orbit_code': 4503737166987362, 'n': 28, 'trace_an': 0}
  • id: 21222311
    {'hecke_orbit_code': 4503737166987362, 'n': 29, 'trace_an': -13492}
  • id: 21222312
    {'hecke_orbit_code': 4503737166987362, 'n': 30, 'trace_an': -320}
  • id: 21222313
    {'hecke_orbit_code': 4503737166987362, 'n': 31, 'trace_an': 8856}
  • id: 21222314
    {'hecke_orbit_code': 4503737166987362, 'n': 32, 'trace_an': -1024}
  • id: 21222315
    {'hecke_orbit_code': 4503737166987362, 'n': 33, 'trace_an': -2720}
  • id: 21222316
    {'hecke_orbit_code': 4503737166987362, 'n': 34, 'trace_an': -9808}
  • id: 21222317
    {'hecke_orbit_code': 4503737166987362, 'n': 35, 'trace_an': 0}
  • id: 21222318
    {'hecke_orbit_code': 4503737166987362, 'n': 36, 'trace_an': -5728}
  • id: 21222319
    {'hecke_orbit_code': 4503737166987362, 'n': 37, 'trace_an': -9182}
  • id: 21222320
    {'hecke_orbit_code': 4503737166987362, 'n': 38, 'trace_an': 9728}
  • id: 21222321
    {'hecke_orbit_code': 4503737166987362, 'n': 39, 'trace_an': 2352}
  • id: 21222322
    {'hecke_orbit_code': 4503737166987362, 'n': 40, 'trace_an': 640}
  • id: 21222323
    {'hecke_orbit_code': 4503737166987362, 'n': 41, 'trace_an': 29148}
  • id: 21222324
    {'hecke_orbit_code': 4503737166987362, 'n': 42, 'trace_an': 0}
  • id: 21222325
    {'hecke_orbit_code': 4503737166987362, 'n': 43, 'trace_an': 16216}
  • id: 21222326
    {'hecke_orbit_code': 4503737166987362, 'n': 44, 'trace_an': 5440}
  • id: 21222327
    {'hecke_orbit_code': 4503737166987362, 'n': 45, 'trace_an': -1790}
  • id: 21222328
    {'hecke_orbit_code': 4503737166987362, 'n': 46, 'trace_an': -8000}
  • id: 21222329
    {'hecke_orbit_code': 4503737166987362, 'n': 47, 'trace_an': -312}
  • id: 21222330
    {'hecke_orbit_code': 4503737166987362, 'n': 48, 'trace_an': -4096}
  • id: 21222331
    {'hecke_orbit_code': 4503737166987362, 'n': 49, 'trace_an': 0}
  • id: 21222332
    {'hecke_orbit_code': 4503737166987362, 'n': 50, 'trace_an': -24200}
  • id: 21222333
    {'hecke_orbit_code': 4503737166987362, 'n': 51, 'trace_an': -9808}
  • id: 21222334
    {'hecke_orbit_code': 4503737166987362, 'n': 52, 'trace_an': -4704}
  • id: 21222335
    {'hecke_orbit_code': 4503737166987362, 'n': 53, 'trace_an': 14634}
  • id: 21222336
    {'hecke_orbit_code': 4503737166987362, 'n': 54, 'trace_an': -13504}
  • id: 21222337
    {'hecke_orbit_code': 4503737166987362, 'n': 55, 'trace_an': 6800}
  • id: 21222338
    {'hecke_orbit_code': 4503737166987362, 'n': 56, 'trace_an': 0}
  • id: 21222339
    {'hecke_orbit_code': 4503737166987362, 'n': 57, 'trace_an': 38912}
  • id: 21222340
    {'hecke_orbit_code': 4503737166987362, 'n': 58, 'trace_an': 26984}
  • id: 21222341
    {'hecke_orbit_code': 4503737166987362, 'n': 59, 'trace_an': -27656}
  • id: 21222342
    {'hecke_orbit_code': 4503737166987362, 'n': 60, 'trace_an': -1280}
  • id: 21222343
    {'hecke_orbit_code': 4503737166987362, 'n': 61, 'trace_an': 34338}
  • id: 21222344
    {'hecke_orbit_code': 4503737166987362, 'n': 62, 'trace_an': -70848}
  • id: 21222345
    {'hecke_orbit_code': 4503737166987362, 'n': 63, 'trace_an': 0}
  • id: 21222346
    {'hecke_orbit_code': 4503737166987362, 'n': 64, 'trace_an': 8192}
  • id: 21222347
    {'hecke_orbit_code': 4503737166987362, 'n': 65, 'trace_an': 2940}
  • id: 21222348
    {'hecke_orbit_code': 4503737166987362, 'n': 66, 'trace_an': -10880}
  • id: 21222349
    {'hecke_orbit_code': 4503737166987362, 'n': 67, 'trace_an': -12316}
  • id: 21222350
    {'hecke_orbit_code': 4503737166987362, 'n': 68, 'trace_an': 19616}
  • id: 21222351
    {'hecke_orbit_code': 4503737166987362, 'n': 69, 'trace_an': -32000}
  • id: 21222352
    {'hecke_orbit_code': 4503737166987362, 'n': 70, 'trace_an': 0}
  • id: 21222353
    {'hecke_orbit_code': 4503737166987362, 'n': 71, 'trace_an': 73840}
  • id: 21222354
    {'hecke_orbit_code': 4503737166987362, 'n': 72, 'trace_an': 11456}
  • id: 21222355
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