Newform data - 196.6.a.c

Formats: - HTML - YAML - JSON - 2025-11-08T05:47:38.334560

• 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': 7056, 'analytic_conductor': 31.435228683344203, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [196, 1, [99, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [16, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404484, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '196.6.a.c', 'level': 196, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '196.6.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{4}q^{3}+2^{4}q^{5}+13q^{9}-76q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '196.6.a', 'trace_display': [0, -16, 16, 0], 'trace_hash': 1249636712973341605, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.927', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.192', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.768', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, -16, 0, 16, 0, 0, 0, 13, 0, -76, 0, 880, 0, -256, 0, -1056, 0, 1936, 0, 0, 0, 936, 0, -2869, 0, 3680, 0, -3982, 0, 1568, 0, 1216, 0, 0, 0, 4938, 0, -14080, 0, -15840, 0, -16412, 0, 208, 0, -20768, 0, 0, 0, 16896, 0, -37402, 0, -1216, 0, -30976, 0, 21136, 0, -2992, 0, 0, 0, 14080, 0, -45836, 0, -14976, 0, -49840, 0, -56320, 0, 45904, 0, 0, 0, 40744, 0, -62039, 0, 112464, 0, -16896, 0, 63712, 0, 64256, 0, 0, 0, -25088, 0, 30976, 0, -2272, 0, -988, 0, -110000, 0, -84128, 0, 0, 0, 13948, 0, 22594, 0, -79008, 0, 94786, 0, 14976, 0, 11440, 0, 0, 0, -155275, 0, 253440, 0, -95904, 0, 140624, 0, 262592, 0, -242352, 0, 0, 0, 58880, 0, 172886, 0, -167376, 0, 332288, 0, -66880, 0, -63712, 0, 0, 0, -404602, 0, 445192, 0, -13728, 0, 25088, 0, -172496, 0, 598432, 0, 0, 0, 167484, 0, 19456, 0, 206624, 0, 403107, 0, 25168, 0, -339856, 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0, -170747720, 0, 59634432, 0, -148550580, 0, -55627296, 0, -5067712, 0, 0, 0, 241579812, 0, -3638272, 0, 22077440, 0, -101504866, 0, -203454944, 0, 340844416, 0, 0, 0, 177989891, 0, 37813940, 0, -149833712, 0, -189936384, 0, 27003328, 0, -6004608, 0, 0, 0, -257650776, 0, -151796480, 0, -1027312, 0, -26949120, 0, 60143616, 0, -223964608, 0, 0, 0, 12264406, 0, -44258816, 0, 163970400, 0, 198462880, 0, -16377296, 0, 367177536, 0, 0, 0, 526620160, 0, -368276262, 0, 43741984, 0, 156805888, 0, -322659216, 0, -71870848, 0, 0, 0, -187717794, 0, -68870836, 0, 42848256, 0, -324268208, 0, -248686592, 0, -267632640, 0, 0, 0, -70476032, 0, -10044034, 0, -70157456, 0, -22922208, 0, 28877024, 0, 49056096, 0, 0, 0, -152959488, 0, 382069688, 0, 55903232, 0, -4319744, 0, 224266240, 0, 147385920, 0, 0, 0, 36819112, 0, 101274624, 0, 103584608, 0, -106433426, 0, 33224752, 0, 149937920, 0, 0, 0, -107510842, 0, -23482368, 0, 398653200, 0, -125878424, 0, 17121280, 0, 183505696, 0, 0, 0, -18525936, 0, -168245638, 0, 21125632, 0, 374502912, 0, -148498944, 0, 378389280, 0, 0, 0, 46641664, 0, 13909368, 0, 14931488, 0, 181829120, 0, 592447680, 0, -182789728, 0, 0, 0, 384974316, 0, 7870976, 0, 104369568, 0, 28993536, 0, -239928640, 0, 68725888, 0, 0, 0, -277297152, 0, 113000448, 0, 27996320, 0, -125827328, 0, -78149120, 0, -126894576, 0, 0, 0, -146046912, 0, 201964817, 0, -55736576, 0, -298994806, 0, -123809856, 0, -110807488, 0, 0, 0, -16416994, 0, 22147840, 0, -184350464, 0, 255923712, 0, -254888832, 0, -2126592, 0, 0, 0, 103578112, 0, 196299666, 0, -115083936, 0, 413867520, 0, 298710896, 0, -89993184, 0, 0, 0, -299073280, 0, 176374748, 0, -160243968, 0, 19261440, 0, -14774496, 0, -3615248, 0, 0, 0, -88309760, 0, -113969152, 0, -239917936, 0, 479799154, 0, -60738976, 0, -397701568, 0, 0, 0, -924768, 0, 613841624, 0, -108893120, 0, 165575168, 0, 94642592, 0, 403069920, 0, 0, 0, -162242608, 0, -215829274, 0, -62177280, 0, -416425098, 0, -300612400, 0, -297594880, 0, 0, 0, 115391232, 0, 241809920, 0, -112468048, 0, -96352224, 0, 4649216, 0, 83534720, 0, 0, 0, 90587904, 0, 37576528, 0, -102960000, 0, 71977472, 0, 457195200, 0, -182567616, 0, 0, 0, -323890126, 0, 93046016, 0, 490659840, 0, 281870028, 0, 490365936, 0, -60605440, 0, 0, 0, 90967636, 0, 247039298, 0, -138735168, 0, 730400000, 0, 44158976, 0, -243259824, 0, 0, 0, 27757312, 0, 176749056, 0, 19956992, 0, -1102816, 0, -78743808, 0, -33915024, 0, 0, 0, -185670144, 0, 225506282, 0, 42127360, 0, -227559682, 0, -179633696, 0, -7779616, 0, 0, 0, -343925626, 0, -79473408, 0, 16396864, 0, -120620544, 0, -350896128, 0, -483412704, 0, 0, 0, 236462080, 0, 69527040, 0, -447831648, 0, -68485120, 0, -180166448, 0, 272248064, 0, 0, 0, -78816782, 0, -334794240, 0, -28570256, 0, -142242376, 0, 6518368, 0, 265980000, 0, 0, 0, 70625280, 0, 268311296, 0, -105545600, 0, 209482262, 0, -6186752, 0, 446886528, 0, 0, 0, -42875904, 0, 290492784, 0, 63886592, 0, 508378112, 0, 29626624, 0, -159466560, 0, 0, 0, 127774636, 0, 13055328, 0, 133463968, 0, 67279872, 0, -79316848, 0, 331183616, 0, 0, 0, 219122694, 0, 2834572, 0, 30834672, 0, -226338168, 0, 520838208, 0, 265415040, 0, 0, 0, -263431424, 0, -469193472, 0, 776764736, 0, -20722130, 0, -47083200, 0, 6005824, 0, 0, 0, 47393280, 0, 274860344, 0, -52895744, 0, 21147984, 0, -426326560, 0, -97277152, 0, 0, 0, 69622784, 0, -346314240, 0, 95744192, 0, -341415382, 0, 74477200, 0, 315590000, 0, 0, 0, -17102514, 0, -54870540, 0, 427259712, 0, -103195392, 0, -346884032, 0, 148168240, 0, 0, 0, -462228184, 0, 82959104, 0, 13112528, 0, -451732666, 0, 209601920, 0, -73951488, 0, 0, 0, 373733614, 0, -324146944, 0, -161055840, 0, 58718968, 0, 113991680, 0, -470122752, 0, 0, 0, 311612928, 0, 176343552, 0, 241363232, 0, 138592512, 0, 291947920, 0, -255867392, 0, 0, 0, 25253888, 0, -795773440, 0, -249528960, 0, -428922032, 0, -263462144, 0, 87003136, 0, 0, 0, 88719696, 0, -3961373, 0, 334707296, 0, 118668800, 0, 49544704, 0, 428159776, 0, 0, 0, 645370880, 0, -103575296, 0, -512519392, 0, -8360960, 0, -506504592, 0, 49104704, 0, 0, 0, -246109920, 0, 108305472, 0, -151135776, 0, -310442406, 0, -26492928, 0, 26749008, 0, 0, 0, -324039936, 0, -412585984, 0, -88963952, 0, -77771232, 0, 533276096, 0, -87291776, 0, 0, 0, 4396288, 0, -171188446, 0, -539161040, 0, -148465152, 0, -225221376, 0, -223027200, 0, 0, 0, 182155776, 0, -158125944, 0, -7477184, 0, -40016812, 0, -350035824, 0, 643309568, 0, 0, 0, 239200940, 0, -133002240, 0, 698752224, 0, -305367250, 0, 10707840, 0, -726558640, 0, 0, 0, 99900416, 0, 162008540, 0, -278108160, 0, -631944192, 0, 145757920, 0, -687086032, 0, 0, 0, 117145720, 0, -646935674, 0, -212480000, 0, -129479680, 0, 528271392, 0, -323836096, 0, 0, 0, -64822186, 0, -404800000, 0, 179662560, 0, 473417228, 0, -203166976, 0, -90204224, 0, 0, 0, 136756224, 0, -363440550, 0, -435096640, 0, -622336, 0, 726042240, 0, -147027056, 0, 0, 0, 671951554, 0, -123346432, 0, -242229504, 0, 100753408, 0, 21135296, 0, 26922896, 0, 0, 0, -542435080, 0, 701747200, 0, -176863104, 0, -438952448, 0, 226673952, 0, 544012832, 0, 0, 0, -309591040, 0, -145337400, 0, 59371488, 0, -130555392, 0, 159147120, 0, -58586528, 0, 0, 0, -231080960, 0, 464148478, 0, 12391808, 0, -470536638, 0, -260936720, 0, -20545536, 0, 0, 0, 980714111, 0, -425035776, 0, 9047104, 0, 84178688, 0, 37159200, 0, -410613648, 0, 0, 0, -624856320, 0, -271941034, 0, -27180032, 0, 237219840, 0, -783309472, 0, 753968512, 0, 0, 0, 45008634, 0, -218194944, 0, -614353856, 0, 495591956, 0, -44948640, 0, 792985600, 0, 0, 0, 220085140, 0, -25838826, 0, -131153088, 0, 18268470, 0, 44557920, 0, -231971856, 0, 0, 0, -77211648, 0, 62137856, 0, 861891712, 0, 3934216, 0, -425680992, 0, -89766144, 0, 0, 0, -318937608, 0, 752260432, 0, 418728432, 0, -59155456, 0, -37640608, 0, 51328640, 0, 0, 0, 6447232, 0, 124022272, 0, 79250336, 0, -343045120, 0, 123491456, 0, -266688576, 0, 0, 0, -26577408, 0, 272056082, 0, 789465600, 0, 351571712, 0, 45480832, 0, -234418096, 0, 0, 0, 131624064, 0, 201193872, 0, -32821360, 0, 738898488, 0, 438020000, 0, 173019424, 0, 0, 0, -132045056, 0, 78135296, 0, 218335920, 0, 358887936, 0, 83145920, 0, 48570368, 0, 0, 0, 593818112, 0, -69541120, 0, -190942048, 0, 46852608, 0, 152618384, 0, 167026112, 0, 0, 0, -381508500, 0, -101004288, 0, 245786112, 0, -80507130, 0, -610340560, 0, 190457728, 0, 0, 0, -1108616960, 0, 5129540, 0, 36168704, 0, -333952256, 0, 231497728, 0, 334997696, 0, 0, 0, 2638592, 0, 892108800, 0, -110876160, 0, -306348582, 0, -201271136, 0], '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], [-16], [0], [16], [0], [0], [0], [13], [0], [-76], [0], [880], [0], [-256], [0], [-1056], [0], [1936], [0], [0], [0], [936], [0], [-2869], [0], [3680], [0], [-3982], [0], [1568], [0], [1216], [0], [0], [0], [4938], [0], [-14080], [0], [-15840], [0], [-16412], [0], [208], [0], [-20768], [0], [0], [0], [16896], [0], [-37402], [0], [-1216], [0], [-30976], [0], [21136], [0], [-2992], [0], [0], [0], [14080], [0], [-45836], [0], [-14976], [0], [-49840], [0], [-56320], [0], [45904], [0], [0], [0], [40744], [0], [-62039], [0], [112464], [0], [-16896], [0], [63712], [0], [64256], [0], [0], [0], [-25088], [0], [30976], [0], [-2272], [0], [-988], [0]], 'ap': [[0], [-16], [16], [0], [-76], [880], [-1056], [1936], [936], [-3982], [1568], [4938], [-15840], [-16412], [-20768], [-37402], [21136], [-2992], [-45836], [-49840], [-56320], [40744], [112464], [64256], [-2272], [-110000], [-84128], [13948], [22594], [94786], [140624], [-242352], [172886], [-167376], [-404602], [445192], [-172496], [167484], [206624], [-339856], [519540], [830000], [301608], [-484462], [-183018], [-904288], [-494428], [-389824], [-79024], [-1259792], [-772618], [-1425072], [1148576], [-278096], [357632], [-84832], [-2197712], [-475904], [-1594010], [-1315578], [1008656], [2057616], [2070992], [953216], [2858400], [-1987602], [394580], [2196062], [4027188], [-1964688], [3345216], [-2295128], [2938688], [-414458], [2571108], [-2567328], [3378090], [-2197712], [-3476706], [-1684320], [-4404752], [3066006], [1320352], [2915104], [7062528], [-7738116], [-5624574], [5915162], [7211952], [5220920], [5815376], [-7538784], [-6596600], [-9966660], [-2942700], [4351424], [5184944], [7416800], [-6473456], [9109870], [-5637764], [3710718], [5261168], [-2809290], [-8197068], [-3697216], [-8252816], [-6312768], [-6929760], [11009152], [-333696], [1759274], [-14614202], [-2315440], [14715216], [10755502], [18109680], [3876768], [-5825566], [-6469892], [-4180016], [12715934], [11871024], [13997788], [-9800368], [-1804814], [-6474038], [-23406432], [-491936], [7864208], [6925468], [15930552], [10015248], [3796186], [-10348448], [-15113120], [-5661744], [-1734832], [4967088], [-16623750], [-16769456], [-8341498], [-20698976], [-32552388], [16464464], [21644640], [20259184], [-19475808], [-8662032], [15595560], [9445986], [25786624], [-33329756], [9279072], [20239756], [12697936], [15139344], [8159712], [26564736], [39053520], [38397116], [-2784870], [-7718216], [-21973232], [-10813714], [-37113632], [-11903608], [-164912], [11326018], [-37476048], [-1335972], [-42329232], [43821888], [-6229674], [58901024], [28193600], [-37956292], [-26505942], [-23528384], [-7401328], [71108160], [57738032], [28835082], [50521152], [24292256], [31675952], [71283278], [-22213488], [-80189450], [-6997408], [84181696], [58918156], [-39094252], [27261168], [77384692], [-23078336], [52237438], [-70923854], [-40304000], [58071552], [-37922434], [-4371488], [-52350320], [66064768], [-59120496], [-92253552], [-99767200], [-12234948], [29337946], [-6064784], [78138654], [-47680176], [-25148696], [-36051312], [93769984], [67987552], [7909000], [18728160], [106092864], [42172274], [22452298], [125832960], [-160830], [-24280048], [59373072], [-61548454], [44585728], [-135461984], [129590208], [-36815196], [11012418], [-97620688], [19000168], [-97033750], [-31375536], [-38065280], [-51622048], [87710854], [116752780], [79505728], [16910620], [-102973552], [-114623168], [-75764578], [-56462208], [74195616], [-142903552], [-89396208], [-124634444], [150964792], [-7903698], [23298880], [112484208], [-66863104], [4978512], [-139744924], [171923930], [59091824], [6137808], [-202086368], [-770704], [177252988], [-9124016], [49328400], [-115639392], [216844144], [-14495106], [-6308736], [6710924], [-138647894], [40501488], [143898316], [-64767296], [-200279024], [-10710656], [-125079488], [89189924], [93990094], [-41576678], [-217210224], [86668736], [-175588192], [13336928], [-111131504], [143494736], [16133184], [-37834414], [-247627578], [45690464], [-293612352], [-199628802], [63843472], [44423478], [-143698544], [91020798], [89097008], [-172579072], [-93239504], [109413744], [65636912], [-214169824], [-115157790], [-170747720], [-148550580], [241579812], [-101504866], [37813940], [-149833712], [-257650776], [12264406], [367177536], [-368276262], [-187717794], [-68870836], [-324268208], [-248686592], [-70157456], [382069688], [55903232], [-106433426], [33224752], [-107510842], [398653200], [-125878424], [-168245638], [378389280], [384974316], [-126894576], [-146046912], [-298994806], [-16416994], [196299666], [-115083936], [298710896], [176374748], [-239917936], [479799154], [-397701568], [-108893120], [403069920], [-215829274], [-416425098], [-112468048], [-96352224], [-323890126], [281870028], [490365936], [90967636], [-138735168], [-243259824], [-33915024], [225506282], [-227559682], [-179633696], [-343925626], [16396864], [-483412704], [-180166448], [-78816782], [-142242376], [209482262], [446886528], [290492784], [127774636], [-79316848], [219122694], [30834672], [274860344], [-341415382], [-54870540], [148168240], [-462228184], [-451732666], [209601920], [373733614], [291947920], [-428922032], [-263462144], [428159776], [-512519392], [-506504592], [-310442406], [-77771232], [-171188446], [-539161040], [-225221376], [-158125944], [-350035824], [239200940], [698752224], [-305367250], [-726558640], [162008540], [-687086032], [117145720], [-646935674], [528271392], [179662560], [473417228], [-363440550], [-147027056], [671951554], [-542435080], [544012832], [159147120], [-58586528], [464148478], [-470536638], [-260936720], [-410613648], [753968512], [45008634], [495591956], [220085140], [18268470], [-231971856], [-318937608], [-37640608], [79250336], [-266688576], [272056082], [-234418096], [738898488], [218335920], [-190942048], [152618384], [-381508500], [-80507130], [-610340560], [-201271136]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199355404484, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '196.6.a.c', 'level': 196, 'maxp': 2999, '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

  
  {'ALdims': [0, 0, 9, 8], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [8, 8, 4, 4], 'ALdims_old': [30, 32, 25, 24], 'Nk2': 7056, 'analytic_conductor': 31.435228683344203, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [196, 1, [99, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 128, 'dim': 17, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663492, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 4], 'label': '196.6.a', 'level': 196, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 152, 'mf_new_dim': 17, 'num_forms': 11, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 168, 'trace_bound': 3, 'trace_display': [0, -12, 26, 0], 'traces': [17, 0, -12, 0, 26, 0, 0, 0, 1635, 0, -18, 0, -838, 0, -754, 0, 370, 0, 1956, 0, 0, 0, 4222, 0, 10825, 0, -10008, 0, 7514, 0, -2800, 0, 4832, 0, 0, 0, 11496, 0, -24236, 0, -42582, 0, 23228, 0, -24526, 0, 25920, 0, 0, 0, 106534, 0, -20940, 0, -98408, 0, 127194, 0, -28276, 0, 28178, 0, 0, 0, 27092, 0, 33110, 0, -136000, 0, 3304, 0, -35198, 0, 84268, 0, 0, 0, 179870, 0, 118201, 0, -131420, 0, -124818, 0, 68728, 0, -4350, 0, 0, 0, 31598, 0, -49214, 0, -1886, 0, 269504, 0, -104326, 0, 41064, 0, 0, 0, 68682, 0, 182288, 0, 273048, 0, -121726, 0, 177328, 0, -200846, 0, 0, 0, -233285, 0, -692852, 0, 560676, 0, -577112, 0, -139392, 0, -293932, 0, 0, 0, -1577910, 0, -176036, 0, 562876, 0, -112846, 0, 632088, 0, -335764, 0, 0, 0, -719676, 0, 615290, 0, 1318906, 0, -568442, 0, -530934, 0, -104904, 0, 0, 0, -471822, 0, 900594, 0, 45320, 0, 390195, 0, 1228532, 0, -358870, 0, 0, 0, 294038, 0, -982002, 0, 445442, 0, -2019594, 0, -836996, 0, 599864, 0, 0, 0, 2475190, 0, -483536, 0, -665232, 0, 1499902, 0, 1077384, 0, 81200, 0, 0, 0, 976212, 0, 1227764, 0, -497536, 0, -2369540, 0, -2268448, 0, -211112, 0, 0, 0, -1474002, 0, 1157052, 0, -1968672, 0, 7346413, 0, 1795284, 0, 810658, 0, 0, 0, -435428, 0, -4464790, 0, -1206848, 0, -2723568, 0, -2937678, 0, 1638204, 0, 0, 0, -1304068, 0, 3554840, 0, -3595956, 0, 2574930, 0, 1066832, 0, -1883142, 0, 0, 0, 4006062, 0, 495274, 0, -1165092, 0, 665374, 0, -2164534, 0, 3797936, 0, 0, 0, 5694692, 0, -6053524, 0, -3144176, 0, -314098, 0, 661516, 0, 1682144, 0, 0, 0, 3954029, 0, -1430804, 0, -2269590, 0, 6840782, 0, -1561600, 0, -4057680, 0, 0, 0, 5489062, 0, 13125710, 0, -87836, 0, -8105638, 0, 3253448, 0, 1861882, 0, 0, 0, -317572, 0, -2045572, 0, 3007152, 0, 2099018, 0, -1609018, 0, 4564472, 0, 0, 0, -9176246, 0, -5605574, 0, 2609096, 0, -4884170, 0, 2070472, 0, -6832224, 0, 0, 0, -17446090, 0, 7910502, 0, 5013370, 0, -4453892, 0, 2915514, 0, -2085104, 0, 0, 0, -4585226, 0, -386445, 0, 6466948, 0, 2222414, 0, 439344, 0, -1205742, 0, 0, 0, 3196796, 0, -16281374, 0, 4479372, 0, -6145836, 0, -3606272, 0, -6866768, 0, 0, 0, 5847028, 0, 3804856, 0, 9734384, 0, 6266850, 0, 4570656, 0, 2784746, 0, 0, 0, 3027396, 0, 7218820, 0, 6379082, 0, -6942346, 0, 1129962, 0, 1618120, 0, 0, 0, -17918616, 0, -12941032, 0, 653172, 0, 1396686, 0, -6827904, 0, -13877410, 0, 0, 0, -20948356, 0, -8449342, 0, 5056482, 0, -13709876, 0, 12462080, 0, 7731944, 0, 0, 0, 12493786, 0, 12768886, 0, 1469688, 0, 2034258, 0, -764520, 0, 9984224, 0, 0, 0, 1304320, 0, 16918658, 0, -6403270, 0, 3917824, 0, 1964928, 0, -19918780, 0, 0, 0, 470622, 0, 12569720, 0, -6993284, 0, -8482114, 0, -7948688, 0, 13897372, 0, 0, 0, 18051828, 0, -368734, 0, -9310752, 0, 23557116, 0, -1379540, 0, 19351096, 0, 0, 0, 5381466, 0, -30480200, 0, -3525816, 0, -4845874, 0, -4957684, 0, -10907430, 0, 0, 0, 24844670, 0, 29324514, 0, -17911776, 0, 11909654, 0, 10423722, 0, -4576548, 0, 0, 0, 4946382, 0, -19625137, 0, -15488260, 0, -1213176, 0, -17946216, 0, 21344400, 0, 0, 0, 14466956, 0, -18692356, 0, -24225652, 0, 9817244, 0, -1177718, 0, -8693864, 0, 0, 0, 18401242, 0, 1479084, 0, 816472, 0, 7125658, 0, -9840092, 0, 19270484, 0, 0, 0, 2023172, 0, 13908558, 0, -4570176, 0, 30769992, 0, 11572762, 0, -8186232, 0, 0, 0, -33767842, 0, -19237192, 0, -11728964, 0, -2896670, 0, -30116680, 0, -13814598, 0, 0, 0, -6492514, 0, 18239626, 0, -145278, 0, 40709312, 0, 29831650, 0, 31625600, 0, 0, 0, 16000076, 0, -7825016, 0, 3303696, 0, -47676338, 0, -20390180, 0, 230912, 0, 0, 0, 894133, 0, 15196150, 0, -11722756, 0, 4551576, 0, 9115056, 0, -46550016, 0, 0, 0, -8348984, 0, 33609036, 0, 17515476, 0, -56331192, 0, 14905128, 0, 4757344, 0, 0, 0, 19997872, 0, -74003190, 0, 11671914, 0, -27088060, 0, 9513946, 0, 37899984, 0, 0, 0, -11491668, 0, 45604208, 0, 24233016, 0, 24706486, 0, 9158872, 0, -16247886, 0, 0, 0, -55904626, 0, 41633942, 0, 19145924, 0, 5888062, 0, -1398756, 0, -18636348, 0, 0, 0, 43642808, 0, -73720308, 0, 40407752, 0, 41874674, 0, -31711944, 0, 3616512, 0, 0, 0, -18748504, 0, 54303076, 0, 2054976, 0, -58125380, 0, 38210400, 0, -22143744, 0, 0, 0, -10309234, 0, 11447474, 0, 22173400, 0, -20730027, 0, 16615736, 0, -1930798, 0, 0, 0, 10417582, 0, -7589962, 0, 43680320, 0, -43765600, 0, 19807260, 0, -37850636, 0, 0, 0, -8301474, 0, -76708800, 0, 18020144, 0, -16341886, 0, -27427712, 0, -20934902, 0, 0, 0, -152349196, 0, 1176500, 0, 25808434, 0, 45856022, 0, -23400310, 0, 52658480, 0, 0, 0, -90546556, 0, 4669280, 0, 22729072, 0, -82999250, 0, 41636708, 0, -19130592, 0, 0, 0, -22007156, 0, -43142766, 0, -1156806, 0, 78380130, 0, -16379094, 0, -46007432, 0, 0, 0, -2091858, 0, 89841400, 0, -26423204, 0, 37302858, 0, 11051848, 0, 6750816, 0, 0, 0, 51719404, 0, -38545750, 0, -9528608, 0, 2626068, 0, -34001774, 0, 59426616, 0, 0, 0, 122665384, 0, 39759818, 0, 9433288, 0, -56682689, 0, 15462920, 0, 4835254, 0, 0, 0, 129357870, 0, -53496566, 0, -9156078, 0, -73426692, 0, 16515018, 0, -33341748, 0, 0, 0, -96572690, 0, 82731046, 0, -103490276, 0, 179551874, 0, -21323960, 0, 6120810, 0, 0, 0, -14775336, 0, -5289556, 0, -52099302, 0, 55256732, 0, -19643360, 0, 84068952, 0, 0, 0, 147375822, 0, -82233986, 0, -46805976, 0, 69325428, 0, -9203040, 0, 16226988, 0, 0, 0, 138214948, 0, 65486366, 0, -7493614, 0, -130675464, 0, -55461184, 0, -23538576, 0, 0, 0, -48680994, 0, -25526760, 0, -40967472, 0, -119975406, 0, 85401608, 0, 48081858, 0, 0, 0, 129090022, 0, -18375134, 0, -51150654, 0, -754146, 0, -42093214, 0, 24900528, 0, 0, 0, 64624258, 0, 28178068, 0, -44094696, 0, 116803682, 0, 72284928, 0, 3126272, 0, 0, 0, -131179497, 0, 212809312, 0, -64226444, 0, 25721984, 0, -149865008, 0, -32852868, 0, 0, 0, -168264448, 0, -123921356, 0, -48715656, 0, 198106530, 0, -18167496, 0, -33296516, 0, 0, 0, 62562440, 0, -87439886, 0, 37334592, 0, 107564422, 0, 34245546, 0, 68294064, 0], '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: 162851
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '196.6.a.c', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '196.6.a.c', 'target_level': 196, 'twist_class_label': '196.6.a.c', 'twist_class_level': 196, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 162852
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '196.6.a.c', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '196.6.a.f', 'target_level': 196, 'twist_class_label': '196.6.a.c', 'twist_class_level': 196, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 162853
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '196.6.a.c', 'source_level': 196, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '196.6.e.c', 'target_level': 196, 'twist_class_label': '196.6.a.c', 'twist_class_level': 196, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 162854
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '196.6.a.c', 'source_level': 196, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '196.6.e.h', 'target_level': 196, 'twist_class_label': '196.6.a.c', 'twist_class_level': 196, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 162855
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '196.6.a.c', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '784.6.a.b', 'target_level': 784, 'twist_class_label': '196.6.a.c', 'twist_class_level': 196, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 162856
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '196.6.a.c', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '784.6.a.j', 'target_level': 784, 'twist_class_label': '196.6.a.c', 'twist_class_level': 196, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 491550
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 2}
  • id: 491551
    {'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 3}
  • id: 491552
    {'charpoly_factorization': [[[-16, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 5}
  • id: 491553
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 7}
  • id: 491554
    {'charpoly_factorization': [[[76, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 11}
  • id: 491555
    {'charpoly_factorization': [[[-880, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 13}
  • id: 491556
    {'charpoly_factorization': [[[1056, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 17}
  • id: 491557
    {'charpoly_factorization': [[[-1936, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 19}
  • id: 491558
    {'charpoly_factorization': [[[-936, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 23}
  • id: 491559
    {'charpoly_factorization': [[[3982, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 29}
  • id: 491560
    {'charpoly_factorization': [[[-1568, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 31}
  • id: 491561
    {'charpoly_factorization': [[[-4938, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 37}
  • id: 491562
    {'charpoly_factorization': [[[15840, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 41}
  • id: 491563
    {'charpoly_factorization': [[[16412, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 43}
  • id: 491564
    {'charpoly_factorization': [[[20768, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 47}
  • id: 491565
    {'charpoly_factorization': [[[37402, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 53}
  • id: 491566
    {'charpoly_factorization': [[[-21136, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 59}
  • id: 491567
    {'charpoly_factorization': [[[2992, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 61}
  • id: 491568
    {'charpoly_factorization': [[[45836, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 67}
  • id: 491569
    {'charpoly_factorization': [[[49840, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 71}
  • id: 491570
    {'charpoly_factorization': [[[56320, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 73}
  • id: 491571
    {'charpoly_factorization': [[[-40744, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 79}
  • id: 491572
    {'charpoly_factorization': [[[-112464, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 83}
  • id: 491573
    {'charpoly_factorization': [[[-64256, 1], 1]], 'hecke_orbit_code': 9007199355404484, 'p': 89}
  • id: 491574
    {'charpoly_factorization': [[[2272, 1], 1]], 'hecke_orbit_code': 9007199355404484, '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': 1, 'hecke_orbit': 3, 'label': '196.6.a.c', 'level': 196, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEjYxbGYczQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vGTZWd6Lf1fYodLJnXNPd0/OUWFGOSNLIIQkMhiBAzaX6+tr8HXA/pmLkDEYY2RAgEBEgVBAmpFGGmmkyakn9KTOOZ58Ku+01u+PtXfVrtMtsLG4Auz6aKuqTnfPqdr72c963vd93ncJ/vfjm/b45OceREqx7vmDJ8dtZu3GaQ/fk+w91uau66bEHVfVFx54OmPj9OL0zVeesc8d3EToS9ZNd6nXMmHk7hWwF6Y33gmwAVgGekKIb/VX+1v70N/qD/C35XH4+HmAHcZk6yzCdHsxf/apT7N741m2b1gkVD5HT38qWbI3/Uyvs/RtWtjkzHmfdVOCpNunvZL6Z87M/9apMwKR9f/+qbFOfO7CPBum4WQ/Zqyeef30+Of/y+/u/5mXTn9G/Od/9yM/f+HMsT8N0+f2dlYOKEsAQkglvQvAsUp947f6lPytePxvavgGj5cPz2FFOOHZY3d1l/ahhEzOLI3/ZLsv3ySFJU5Snn76WeqVZXZtbLLcVpyarYCJSJOUyYblwCmfq3dknJuTTI6lNGoBR85pMpMwUxecXUi4Zqfh0CnJ1JjB933CUHNsTrLcgT1rU3ZvneTyK6/D4qEVdGP95f3H+r+U2cx73auvYdf2TQ9go2Uh136rT9nfyMf/Bnj+mF+cB3jLWD267MSJtvl3/+VPzHe/ZWxHJ1r7U53WEWqhz/FT52m1FogTzVJXklmf0LM0AstsK+XQuT4bp0LGKwolEmbGfHZvUXT7IGTEmTlNP4azCwKFTy9KuGyLZd1kB4mkVo1Zv6bNgRNTLC5XqIUZgU7o9g3NjiJOUyYmZ6jVN6J0xNW7d/DcgfkP3b77wrHNe75fJmJcbl4rj1jLvfXGmm/1Kf0b8fhfHuD7nnkYIcVdzVb85n1H5r/zmp1zl8cdn9/61EHuuGaZ+TmPk/NdNk0rqgHMjBvOLAUoaZHCsGEi4+RsSK1q2XskohsJQh8WVmDHjKZaCVg3k3LXNS1eOjbG3v2Cl0+mvOLqjI3ThlpNsGXdMvPLijCAXmR55sA09Yrk6KzP+sk+UoCvMs4vKsZqKZKMjWsT5hfq9KzhtdfXOLl0FZV6yl03NA6cX9zwydTKLwl44A2vv+tbfYq/pY//5QC+vLxMGAaT8/ML/+9v/dFX/OcPP5v9+LdXblpYmrr5j794gfVrTvD662t85alxemaFN92keei5kJ2be3R6HueWFFEiCHTKlZsz1k5GLLYlzx0dI0kFuzf2mW0rrt3Z49Bxj1ZfE0dw65UdDp6u0qjE7D+juX2PJE4iWn3NcyckN2zLaLY9LtsUEyeS548JFtoh6yfg8i1tfC2JEzi/5NGOUnZt8Pj6c5bX39wh6o3zhce7vObmZW64bAtPHtrEYr+193vfdO7peu02tX7H2+Pxicl/mSTxUqM+9q2+BP+fPv7OA3z2/AkCX4vf+MQjXLktVtPjjY9M1eM9Dz859+rH951VL5+Z4/vessz6+jhfebLGs8d7/OP3LNFqruPeJw1bNnVZV68wu5SyYQ3sO6JILAgUmyYzbtrTZqkt6PRDXj6muXpnC8/3aXclUggu32zYd9gw36rQTdpcvzOm0xtjqSV47pBkz9YUIwQrXUMlsFy3TfLiMU0vTlhuKW7abVk3laBESpp5PHPUZ/May9yCYnqyxba1Nb78hEczXuYfv1vy9EsTfOHxPlu2tPiRtwsuLGynFW/IbLjxoR1bg4NZsvKPts8k2cSmb6Nab1hrDeM171t9mf7aHn8nsygrS7NoreTSciv80P/7k9FP//R//L+Myb7voWf3JRVx/op33RGEcbtORUHaUzx7SPJ9b+xwzWV1zi2G3Lc34DtevcL1O6f46rM+l23usm68zolzKbdeHnPgtM94LQEkL56osmHSsLiseeSljEcOw7VbLVduliy1BQ+9LHnd1QnjNcVyu87p85qVlkV5Md//1mVOXmiw0hbcuKfPtZfN4zHBhYUZTs/DldsMvVhy/ELARFWz/4xkz2ZotyV7ti6wfUPIV5/yObHY4z13GWYXJth/AppxxvWXJdh0nKMnuxw48bLaP3voNd/11ubt6ycmbt08ca2Nk9TXcfSLT3z1c7975sycNSYzW7as/1Zfum/64+8Ug/f6ljBAnr3QHE86R+7Ayo8ePHQgPXf24NQjzyw1Hj0Yo8N5fv6HIky6mX2HKjx3KOHQhR5vfkWTV11RY9/BcR54PmZ8qsO3v1LywoE6D73Y44qdKZsmK2B7CC3wpObIec2aRkYzstTDiJNzGS+dzqirCd50S4fllTpPvGy5ertg15aMLBWcmvfIMsOuTYKrdiQ88ZJgqdPljTdLKrVzHDxR58T5CaqBoN31mB5LOXrex9cRSiqs0Wxet8RVWxUPPjvB3mMJ77qrydraOA8+E/Ls8S63X7/M22/xOXJyhucOGvYdTejKNh/64DlCtZ5nD6xhob+JK6/Yubxpw5a2p+2P3nDtrsekbqwA5u9S3v3vDIMfOr7IibPz2+LO0U1aVT758KNfGLts7ena/v1VZpcVGsuGOuw7O8XDL5/n3Xcss7mpaXY0rV7AJ79aY6re4trdmn5c4+EXLZ95pMt7Xt0kDOs8c9hjw1SHqYbP6VlNq5fR7faorfVIjGayptgwIbnz6h7PHk7RUhD4KUE1Ze8xRa3usWk6Jkph4xTcsGeeZlcTpRMkRvPCCcm+Q1sJVEjgZ+jxiF4EY40e24FWx+f0XMbUeJeZsTpfesLnhVMx735Nh03jDR7ZF/L88T5X7lzmA6/NOHRigqNnBGfmUs43De94TYutM2O8fLRBry/orZzhi184PjHbzibe+9aNf1oNdTM1ne+88oqtZ6y9cEKIdd/qS/pNefytB7i1FmDP008+vOHkvPz1Yyee3TUhn1UP71tkz9sMe7ZtRipNZjRrJwzbe/C7X5pi/dQid+zWdPvTRIlHL67yxMsxcbLMtbsh8Ks8eUDxqQebXL1thVdfW+Pw6QbzK30qfsrMhGH3RsX5RcVSU9JqZ9QrEYHvsWkm5vgFDy17vPuVmqcPelyxdYXx8Rb3PFOl1QuYHqvxzCGfK3e0mRrzODEn2DjjEYYJE2GGpyVSCvbun2Ss1qXiR1y2WeHLCg8/b6lWV3jPa6DujXP/Uz4HzvS49vIlbtgJp8+tY/8xjxPnEl46Y7n5miV+8I0pZ2bXc2ExZKUNc4sJR89ZWlmT5vLp2od+5WTtR75rzwML4/HhA8flj1lrzwEH/7az+d9agJ87v0Doe7s++YW9122cbv5Ee/7kXffcc4CHXpjl1us7SNlnw3RGO+zQ7GiixCOKPHqRpXOuwj1P1HjFVYvcsEcBE1jr8dyRCX7nYIf3vK7FHVckTI/X2Lt/gi8/0Wf9dJ/LtwrWjGmOnvPo9hM6XWh2BFpbNk5noCRSxvS6kvPLIZgKa8ZiLtvY5ZHnAyJSvv1VCVlc5cgZycyEZuOUwJiU+WVNqx/RS3zaHZ/N0xFTjT5KSbQWJInm6BmYmehy+7UpGyY0h06O8fABOLfU5uZr27z/NRmnz63j2YMBB0+mPHssIxFt3nFrn35vmjOzVWaXJAsrCfMrKeebkpVU4/kdXnHtGfx4Xn31vtnLV9I9X5uY6D9w7a7aL0fdzj6IDwfVyW/1Jf8rPdS3+gP8VR7nzp9jrFHZ9vL+/b/42N4X/+0TT351W9o5TattiSLNEwdq7D8TsGGmwyuuSkgSnzTTGKuwVqAxnLrgc2LBsG19i3UTUA1CQk+j0Dx3VHFhpU+jEXPVdsOeTQHtTsiZeYGvExKrOLfscW7e0IoFWmvWjqfMLhtOnPeZqEsEmjWTCUttyzXb+khZ5fxild0bAw6dDDi9YLlyW8TskiRJPXqxYs/mBCEs7a5k7XjKzGTEmskYT0KzqwgC2L1JsLxc56tPVzh8rs/kZJPX3tTj9j0BR0+t4bmDPi8dSzk2H1Mfb/LDb+lw1dYxTp4f59QFj3PzGRcWE07NCw7PG779rjl+6M0pO9aNcWZuLQePSZ57+TjKHNgWav99c0tyq1+Zeuwn/uk/WfnFX/zFb/Wl/x9+/K1afx5/5jiJqc1MBId+YsZ/6JonntPv/tIDx0mNYO2kT6trODcXc2bBcmxZMDO9wk+/b5Hbdtc4fm6KUxeqnJlTnJvLOHUh4di8QVc7vOfVHd5xq8+pC1PsPx5w5Ixh/6mETPbZvCbmFdcYtq6RnLpQ4/SsZKll6KcGKWGiDjNjKUstTaujmGjEaKGZaGSEQcIT+wN2rDPMTKScX6jgKcPZRcOaCcuO9TGP7w/wfcVUHZRKmK7Bckew2BGsaRgmGwlSQhQrllqak7OaU/MpW9f1ueOalE0zGrIqB45XOXrG8vLJjJOLEW955TLf8eqIiprgxPkJTpzTnJvLOLeQcGrecmjecstV8/yL72qyfmyCM3MTnJmrcOqCR7trmBxL6fUSYrWdU63aZ/6P77/pheuv2fTLptebV9Vd32oo/Hc//tYw+J9/7m5EutI4evTQf7v7q0/+A9Lnr1xTW8L36gReQGYkxkBmLAKDsnBiNmTvEcGuTU2u3GoAD1BIqdFKEijL3ILHgTOKvulx+dYWOzcaZiY06yZ8fBGw2Aw4fUFw/Lzg+RNw4nzM/HJEs53RTzxC32embtm4JkGIjF6k2bYuwVOWxAiSzGexJelFHr4WCGuYGTdMj2UstQJaPUE/9VjuCtaNGRabhlOzitDzWTcJm2Zi1k71WTMVsW4qYtNay5Z1iis2e1RUjeOnGjz+os8zh1KeP5mQqTZvf1WTd7/CUlFTHDo5zvFzmrNzGRdycB9ZsNx81Tz/+nuW2Tw9xtm5CWaXKiw2Ne2eII4ti004PWt54Ll5Juqnrrh+y9yrL5xPth0+EX3p7//Q++OP/c4ffKsh8d/1+BvN4LMLLZI4Qyrxc1nv8CteevaL8qkXsld8+utn9Q3XLPFT74NDJ9cyuxiw3FYst2G5mbHUTFhcybiwAkcXHZP/u+9b5JbdVU7PTnJursa5Bc3souXCQsqZ+Yy5dsr4ZJ9XXtPhtsvBlxUCFTC7FHJ+QXNhSdCNIE0NoW+ohRkTYykGOHkhpdWBrWs9apUIawUIn07PsGVdxOKKBuukyEoHohQslqVmzMY1Hu2eQiiLMBGN0GPL+j4rXcHJcy44nmpI6qEg8CBNBd1IcmFJcn7RMrucEgR98FJuv7LDK64SzDQqLC43OD0bcG4BZhdSZpdSzi7B0UXLTVcu8O+/b5l14w1OXZjkwmKF+WWfhRXJUiuj2U5otjPmVuClC4Z/9v5z3LB1nGcOb0+PnJWPfu8Hvs284qbtjyLsT1srUd7Etxoq3/DxNzbI/A8f+VPWTjc4fW7hZ3/lDx78yRs33hvsXtPlmh0VnjkckyQRjapherxLlgmE8BBosAqs+28IkSGE5djiBP/uDwQ/+8Oz3LA9pl6ZpFap06gG1Kse4w3F7KLiwrLmq4+FfOGRlF2bu1y+I2VpuccVmyPe/2ZDkioEls8/HjLXDKlkESfOKzqdOtdeljHXStl/0GP3Zsnhc3D7Hmi2ITaaQMdM1+DQ2QrVSkKgUsbqgpU23HpFm6NnAnZvNRw/F/HSUfff8zb3OTprGatHLLVi7v5qFSsUWZZx1/Vd7rjBcmHF44adfXZu8EiTBt1ehf3HQi4sCOaXM+aWU2aXDKeWBLOdmOt3L/JvvrvDTGOCk+fHmV2sML/isdiULOfgXmlnLLcsc23Bcs9SrUScX46497F5fXbF3mm9j3HNppvvCKbeZsLq2v/nzOHfZtOuH/5WQ+aSj7+RDP7Uo3/OzXfsUv/5N5/5N+fPzf0/j+49qVrpMq+9YYXXXR9zYTli3WTEa68LuLA4zfxSg8VmyFLTY6mlB0y+3EpZaqcsNOH0skBX+txx1RLfdWfM9jU1VjoN5pYqzC/5LDQFS00nEZbbhlbP0Ios3X7KVCNhy1oDCALPcmbOQ8iArWsU2zdYNqzpMrscse9wnRt3WaqVZV48Mkm9FhPHHlMThl4frtjS5w+/Ns6ezSlRZJkekyRZj3oY8NKJPhWvxvW7U54/FjO76LNxKmD7etiyLkaphDML4HsWISxb16ZM1CXtXkCn69Hqeiy1FEsrsNg0LDUzFpoZF5qw2M/YsrHDd921wB2Xa0KvwfmFBgvLIQsrmsWWYKVpWGknLLczVjqWxTacbknmmn3efNMZ1kzA6YVxXnN9l1dfKdFiA4nakY1PNH72n/7SW/79j75rb/YD3/uebzV0Lnr8jQL4c/texFCrVMWLW5Lu8fceOtb6D088e56jZwxHL1hONQ3dOCaKY667rMkv/Ogy1+6oMrc0wcJyjeV2yFLLY7mlWW5Bs21Yaacst1OWWpbZpuBcx4Lo8O5XNXnrLYYd60PiuMpyM2Sl49NsK5Y7gnZX0I8scWrJMlDSEnhQCSzjDcuayQTt9Tl6PuaFIwEmrfHmW2O0t8LT+8fYth6++GTKq64OmGv2CLUizRImJyBNPLSXsrhY5ZU3tPjiY3W2r4e9hyM8qrzpFkMqerxwNOP4mRAtfdZOaCZqgkog8H2BEpAaiBNLP4Z217LSMbS7hpWuYbFj6WUZWzd1eettTd79ihhMncWVMeaWKiwWZNCElXZGs5OykoN7qQPn24q5VsrNuy/woR+d5bodgm5Uod1tMLswxeHTdV4+ZojtNF59zb9642uv+NM7b9x6aqnZ663feNW3GkqDx98YgD+z7yBbNmzwH33mhR/st/Z+ZNfUI2JhcVw+c3CMo6cTzs7HzK7AbEey0BMsdyNu3T3Hh39kmRsuC5lfGWdxpcZyK2Cl7bPc1qy0Bc22pdnJWGmnNDuG5Y5bes83DRPjXd5wU5vbL0/ZulbRqHi02iGBJwFFnEqMERgL3T4gDBP1PofPWoyNuW9vjahb4bKNPndc0yUxKzz4zDjX7/I4fKFDc7nBbdd0+erTAWsnLftPWv7xu1rsPxGwdlLylWcUd1yhWOq2OHZ6kut3xzz4Qo80qnL7lT47N/fppR2+/LSCTHD0jKZR1WgB3Z7EWEFmLEkKSIP2Dc2OpVZP2Lw+4hVXdHnDjSlTtZDZpTEWVyost9y5WW4Jmh1otlOanZRmJ6PZtSx1JRfagvl2ym175vjZD85z/Q6f5VadZqfGUrPC7GKVU7M+R0+nPHO4T6QwP/3Ba+yrb7rmH9XHb/qdTud0PLPu8m81pIC/IRq8001kr9d9x2f+/O7Lzi92P/yFBx9Vb7ilz227K9QrlmooGa9JMmNQwlBRgkAFPHVoPT/9McXP/cg8N+7M8HWKVnV8z+B7PoGvCX1FGGqqoaJeTWlUM6bqhg1jgvlOnXservPZByKu3dVj3WRGp9vnLbdFbFtnSDOJlpY4hYdeCjk1F7J+wvDi0RDMJJdvUtxwvSEI2zzycpf5hTGu2lYlFcucn/O4eRecuJAwXQuZmYTggqbbD5hd0njaY9uGJi8fn+SGKwKOn2tx6tw4b78tY665yJMvj/PSiRo37anwgbv6IDvsO25YM9lhdj7hwX0e/UShJWhj2bY+5g23xbQ7ig0Thht2QRzXWGpWefF8wErHo9VVNDuSVgda3YxWJ6PdzWh1DStdy1JPcrYlaPYi7tg9z7//4WWu3xEytzRGs1Ol2QlZbgUstzWdPnT6lrCScdsV89Lvn+XcGf+/rhw4W73tlW85Ym10txCB+VZj61sO8H4vIkni73v0yWd/6eyZI5MvHLiAjaa456GUuCdZMwZKScJAUU8t1rr8s5YGT2meOrSWn/4tzbvuWOJ9r11i+8aYC4sNAr9CJfCpBh61iqZdkdR7HmM1Tbef0ellrI0MvcjS7gcszYecOW2JU8PZCylBYAGBryxaCro9hcAj7Wqu2ybYucGyZWOXKGtz71OKA0cmeOONATdcsczH77X4osq2jV2ef0yxcVwx3egSqgpx4jHXhlqo2bRW8NyBmBt2V7jz+gV+954evlfn9bdavKDL/U/GfPGJGi8fr7BjQ5Vt6zNmJmK2TydcvS1DKYNWFrBUg4CZ8YA48Wh3fV487NHpa7o9Racv6fQcIDtd993bvYxOz9LqWVZ6MN9VzC5bqmNNfvzN8/y9OyKu2V7l/EKDZqdCqxPQ6ng0O5puX5JlEPqKV18jeONtdeK4yvPPveS1k6lfmp6eWtq68/af7Ha6v1utVf/XBbg1bSD9+ysXvvpzZw4/Pqltj+0bfKbHDP1Y02kpNBIpDIEvqWYSa3F5bmHRyuJLyfOHZ3j2UI3D5+Z41ys6vOLKPuP1BkvNKrVWSKPn0+lq2vnF7vU13UjTjyz92BAnliSxpJk74tTHGpBK4GlB6AvG64KJOqybNmxa22V6osmXnoaHnvWQZow33uhx3eVtHnk5Ie43uOM6QbPXY26xxu27XbanogP6qWK+laCM4Lrdmmo94pmDIa++YYzbrm3zzEEFdowbr/T54bcv8dXnYr7yVI39p0K2zCjWTVaYqFcZq0MlAE9blARjYf9xQZYJklQQpxAluO8YZfQiQz8ydPuGbmTo9KAVwXxHMteGyPR53fVLvOMVTT7wekOaNriwUKPVDWl3fTo9twJ0epJ+7GTb5JiiFozxwuEG/Viw3DLMLp7n8MkvT+65PvuP3/mOu/TiSue3psZr/+sB/PDJZQ6fFj8su/f9XND/5JqrtwWcCsdZrClWOoo4zv+iAJCEvsVahQCUBKUcwD1lqHiChW6FT3xtE/c/2+JVV6/wPa9b4ertHabGqyyuVGn3Aro9Lwe2ckcsiBJJkgrS1BWJbJ5iVNKiNYQ+VCuGyXrCxjVdUjocPpvwJw+GHDtdYzyocPOVmtuvafHkoSb3Pd7g1l0hW9Z3+cOvCZQIaNQTVjoRxoISMNPo0mr7mLTCO141xye+WGXnbMhbb+0SJ4s8+MIUSRZyy5VreOvNLXZtbnL/M12eP11l33GfTZOSyYagGgh8z92EUoAQFmPBGEuS5jdrYokSdyP3Y+jF0O4LliPBUhuE7nP9nhW+5w0rvOrKjKlGheVWlWa7Qrsb0Ol7dHqaTk4O3Z6kH0OaWrLMsrDi2vPi1EmepZbg6MttPv/0l9ZUg+znvvvbX2Wtnf9tIWb+1wD4n3/69/jqfskn/vzu7ye1H15ZfnL6B950js3rpkkzH98LqASaXuRatNIMkhSkUAgBUoCSAikNWhk8bQm0paIFy33FYnOCTz5Q44kXO9xx7Qrf8/oVrt/ZZCqrkKYB3X5Ip+fRizRxokhSSZpJMiMwViCwSGEJfEM1TAn8GN+LOLsYcc9eyZEzPsfPTKBMwM71PldsV9x4eQsVzPPC0Tobx6tctQPWzSyz1Gpw9UZJaixfeiog6krGaylvuqXP3Q8mnLpQZ89lHudX+rx0zGPz2gmu3T7PI8+3eewlQRT7XL59kss3B1y+qc3R80scOQtPHahy+FiNqhYEWlILLKEHUjo+sNbdrGkGcQpxJuhEglZf0EogNinG9rlpV4vveUOLV12dsX4yoN8fY7EZ0u4EdPo+3Z6m01d0+4peJOj2Jb0I+rElijOS1JKlhiR1N1CzY1loW840JZ53ntbs3WtefvrMh9dMmdT2fvnjf/yZdXzgA+//uwvw//SR3+edty2CmPrA48+e+i+PP3t6/NQSnLgwzb98X4t10z5SWjwd0Okp+pEkSgRRItBKoJRCKYFSBqUyPC3wtcH3LIFnqfoZ46GgHXkstyb41EMNvravz9qJLu+9q8nlm/v0ex2u2m7ZvE4RJR5ZpsiMxBbglgZPZ5yctRy/IFjpGT73SJWzCxPY2GMiVGyY0mxdp9mxEa7a2cLIBT56d42lpTFuvVxz1c4m9+8TiNRjzYSkVk3pJj7SSrASpX2afcHskuBKW+WuG9s8+kyFDdM+t141yQ+9fYHf+WKbpw7W6PQ9FlfqbN9QYc/6LrfsbvPtr25zbmmJzz0SsNgNOHne4+xZH08JpJQIBMZaMgOJcSCcmEq45souUZRw+eaI99wVsWZMMVkPSJKQ8/Mh3Z5PN3KrXG8AbEkvEvQiQT+CfmyI4owol3ZxaohiS6dvWenC2RVJtdHmX3+gyQ07JCePPDO9/9DW/xKzPflnPxf/0YtPf5yrb/r+v3sAP/L877Pzml3iY7+3/zuPnzr9m+3m+eq6CUWrZ7nvsUnuuqbFu1/ZGlQLPe3R9Zyc8BKJVqCVQCvpnrXA0xm+FvieIfQslcRSjS1jYcZERdCNJe24xvEzNX7+jybBpIg05cZrumxfF5OmYKzBWlfEkUIglUB7PgdP+ew/ElILNXVfMl0VzExJ1kxqNswotq7P2LN1hUws8iufaXDy1Di37va4fFtGL23z+AsB4xWPqTHLeD2mWnFSyBhJs69Y6lgWmxnNToVXXrXC3v1dDpxSjDdCbrlynB95xyK/+ll45kiNTs+y0tbMLjVYN11lzUSfrVN9/q/v7NKoNnn+OBw8LfE8i1IWIQxg3f8spClsW5dxx9UpWeKRpAHWVunHHhcWfHqRW9H6sRrIt14s6EeCfuxYO4ot/QLYsaGfGOLY0o8tvdjS6QsWuoLZvuF9ty/xtlsFh0/VOTdf5dz86fE9u9Pf/N0Pb06vvumWT37ol//A/tRPfM/fHYB/+lN/xOcfWatuW3j+3Zsn5j5+ZP9cWA0CpsZSplsJJ5Y9fu3zdd522zJjNR9jBEJalHQa24sVnpb4WuLlmtP3FJEniWJDEGdEiaWSGKL8xDdSiBJDlEKcCvqJJMoCkizkwJEa+w5AZi0O2k4bexJ85Twf9QCuWg+NCozVJBN1xdS4Zs0kbFkXsX5mhcQu8SufGePosTFu2KHYsUmyc9MyX38pZXZxjBu3SyYahtDvEcgAqwRpJhHWkmYxy52Q2UWPGy6vcN3uNo88E7J2QlAN69yw2/Dj717kv3zW8NLZOisdw0pbMb+smR6vMdGoMNEYo1FNmKklbL0hJvBSPJ2iVIYULpiwuJsqSRRz85okVSSpIk4UUZI/x5IokUSxpB9Loli4ADUWRLEliovz6p6j2On6KDb0EuhFgmZfMNeTBEGLH3tHk05/DUvNgMWmJkoqPPXsXDXR3sd/+df2mu//tp2fuW7XJ7O3v+M7//YD/MT+/0qjvqROn51/z6lTy79romPhjZdPsLACS03NbNOQ2pTZZYmSEYHXJ03VEHTa4nkWL1LudSzxPeEugieIfEWcOKAniSVOM5cVSUtHBmlmyTJDZnB62zAAtxAucNUSPA8CLQgDQTWQ1KqKsapkYkywZjJl67ou9doKn3k05sEXJllZaHDNFsXW9R67NvfJxApfeqpKzdPMTCjq1T4vHMV13G+2dCPFtbsSrtlpuXA+Y37Zp9ev8uab2zz8fI/DZxW1iiTwG1y9w/Dvv3+RB17qcfcD0yy2LFvXZCw3NeMNxVjNo171qFUsYWAIfEOgM7RyUktKdw2sxRWsjCA1kjQTpKkgSSVxKkgSJwXjFOJEOOkRQ5RkxIkhLhFHlNoc4C5L04sFnViwFEmasWFcRaydSLBZxlLLcno2Y6WVsti0tKNjoefJ3//Ip+0PpCr8s3//Xz+e/Zsf/+uVK3/tAM+SSXn6TPy+vS8e/bW1tUPhlnUV4rTNRMMjjhXr17WZXNfk1LkutTBBqz5pRYHABZLaw9MaT2uCWNH3HNNEniT2BXGu0V3ACHEiXQYhHab90syQZS67kNk8UzIwZAmkdIGr1gJfCwJfEgaSWkXQqFrG64a1kxEzE21Su8InH5b8zhenWBOGXLNFsGW9x7YNhq3rl/nM45alpZDL1ykmGlCvJsyekMwtB/jbIUoEM2OS8XE4fNyy3DJcWAjZtS3ktTe2ueehkKk6BL6PkuNcvVPwwbfO4ck5Pv/IBC+fDVnbSlgznjJWU9QrimpFUgk0gQ+BB1q7DJPMg/IByBG5pRiyTJBm5ECHJHMFrSRxwWOSGOLiOTF52rHIykA/gSgVdGPBSixZSiBJY+J+wnNHBIdP93nixZjFRUhSw0pXEGUBjzy7P3zn6/q/qe0unWa1P8bxzN9OgH/8jz7PQy9k3x/3nvlPn/v6mcZEzfAT7z3P+hmPjWs8fA31aosrd3S453Gf1Bomql2UAolFSYPWGZ728HRG7Gn82EmTOHGldMc4wjFRzkppCkkGWeYyCca4gMsYW/Rw5uB2AFfKBbGedgAJA6iGhnolZbyeMjPeY3pihUcPxPz+fRUOHh9n25jHznWwaZ3PprWwZ0uLbtriyf0NKspjZkIxXofxesTEWIrva4RwN1cv8llqJax0Lc1Oytyyz5Z1dW67fI77nupy8GyDapDgKR8hxti5UfG9r1/gpj1z/P59dZ58cZzFjmZNI2W8mlINJZVQEXiCwHMyTivpzmP+HcnvaWutW71yoKeZyVe3PLWYGtLMgTtNIE7t8EhcVqafCvqJoJsIWomgmULUiyHpEoQxTx+UfP5RwXOHDY3AojwwMmHNRJfve/sSFdVpnF02v/K2V9/kv/Opu3/nulve8bcP4FncQSr593/9Y5/+uXvuPzd1dlnzwPMzHJvXXLWpy6tvaLNtXcKD+zT3PT7J4bMeB49V+LY7O9x1fZe1UyntdgUvCvKyu0cUawLfpfcKgCeJJE7dspukeU47I0/9kTO3xFiG4HZFypy5QSsnhXzPEvqGSphSD1MmGhHrp1vMNrt85HMeX9o7ydJyjctmBFvWCDau8dm0RrB9Qx/tr/CJBzXHTtfYvVYyUZeM1TKkjDg7bwm0RAqwVhAnmq1rWjxFRqurWG5ZZpcq7N4U8u13Nfmz+31OzAZ4OkEID2NrJKnkxu3LbH1/iy890+UPvzTJ0ydqbJwQTNcyamFG6AsCT+B7Ek8LtMIFzlIMTEcWd5MZi8u0ZA7wBcjTzEk6B3aIM+d1iYviUSropdBOJe0EerEh60Zsmmly5w0r/L07O7zy6phX35hx72MpDz1bZ/P6jDuv73P5RsN1OzWHTlkCfWqq27n8w1fc8G41N9/5rTUzfz3FoL8WgJ88u8zcCj/04KNf/bkLZ19ao4yPl1nWNSQvHplh78GUz++NGPNTTi1KWm0JwnD6/owH9lW54You7399l7fd2mJ6LKLbD+nFPoHnEacecaIHgVKaKpJMkqaSJBOkqSTLBJkRQ61tBANVYhnm05XLOnjK4HuGwM+oBCn1SsT0eIde0uP+Fyx/8vUxnnxxnAnf4+qNlvWTkrVTPhtmJJvWxuzYuMzzJ3p87uEZxpRmZkzQqAka1YRmN+OLj4fUfYsQDli9SPOOOyK+8ISh2bU0O4a5Zc2mNXXe9YoOTx5os/+wTy1IUdJ53Y2p0o+d1v/e1zbZvX6OTzzQ4rGXxzm1XGFdQzAWWqq+IdQG33NZJyXdjeyYHAp/ncmlmjHDFS7Nge4IApJMkGQ5sDNBPxV0U0E7gyg2pHFMLezwrjct8/7Xt7hhT8r6KYHJQtZPCK7b2ud735AS+pKphkcc15hbrCEJydKQvc+9uGbN2uDn9lz9FmPt0seE+OY3Nn9TAX7uQov1a5cAvu+pxx/9hYcffGiq320zM66QIqPWyRgLBM1I0+x5nGuBFRDWLZmF1BjOtCqce6LOEy90+bOr27zndV3edMcKk2M+cRwQJR5x4pGkmiQHepop0iwv2GRDgBubM7cZmiaFsHlQ6XwcWht8LyPwEypBTL3SI6PHV5+R/NHXxnnx+BgiCdg2YVk/bpkeV8xM+qyblmyYSdiyrsXp+Ta/fneNNKqwaZNgvK5p1KBRTRBeTKtXY7xuEUJgLSSpZDJQpCalnfi0uxnLLcXZ+QpX7qjzo9+2wof/OODkfA2tkvzG0KRpSD+WrJsKuPGyFtfs6PDSybP8ydcr3Pf0OOeaFWqBou5DzbP42uIp0NKV84UYtY8awBp302VGuGuQCZc/zwRx5opEvUzQy6CXWtI0xSQRU2GPN79uhfe+rsWrrk4Zr2jSrMpK0x/UFkCydlzRjz3Oz/u0ez6trs9yy2eh6ZFEHR5++Mk1J86P/8JV19ySPvb06d+77boxpP7mzU/8pgI8SXrMzk2/89DBh351/tTnGldukZw8X6XdTckyF/RoZQm8jLrvGCFK3cmMjKBvFH2tiFKfuX7I55+s8eBLXW75Sod/8h1trtjSYs24olHVxIlPnHqk6RDkWQFwIzHW+VasFYPyu2Nuk5f5DVqnBH6Kp2JavYT5VsIvfybk+NwEz+wfxxqfqYpgzbRlekww1VBMjXusnZKsm0rZONNlanyZLz1rePrlca7ZJJioS+pVSaNqqFVihBcRBBqt3O+3FrJM0os0vX5CagTtnqHdsSy1PC4sNrh9T4fbrlzhE18JqSwptEwcIK0mzXzixPV4To+H3LSzw02XdXjqznOcnJf8/n3jzK1UObMY4CtJzRP4hQyT7hoMiLyQKjgmT60gNZAYQZRBP4XYWMhSSBOkitgw0eOare563HxFRqOiSdMarY5PlHqkqSLNdP7sUpJR7NGPNJ2+G7S00tZ0eoJWx+PZg230c3dP/Vjd/uqtN92+3G53P/fNxOQ3DeA23QtqjXrx6T+47OUXjjVWllO2rg+JU5hb0nlAl+YldvC1JUyKUrJ1BiGTM4aW9LyAfuazGFe47+kxHn25Ry2I+IG3NNk0lbJtQ4/br2qjhaJe1Qjh5IqrSjqvtLUl5sa63LpwOXNLCjLlpeOSvQc09zxZ56VTdeK0Sl0rZiqWyZplompdHryhmRzTTI0L1k2mbJjpsX5mmQdfjPjoPWtYP66ZaUCjpmjUBPVqSiWIePSQoh9rvJoDlbWCOJWEWnH97h5PvDDujE+9jJWWx8JKwOzCBD/61lnOLCzyxHMzeBIQCQZIU02ceESxpNPTTNRDxhs1btvd5c5rurz/NfMcOG34wpMhTx6ocOhYjVRookjRTRRKSIQQqwLPvCZgDamxWGPwRMaYHxOScNsNHbav77NpOuF73hRR8SW1ikccV2m1vYuIJkkL6ehkZD92ldF2T9HuKlbakuW2YWE5odu3rK22+fKXH248+MTsZf/8n3xA3fPw/uztr7ribw7An3p6P8/v3+63u4/8oIgW/9PV2w7TXVuj17eMVTKi2DXPFmYmIQxKgqeKKB1SBYmBOINKZokzQT+DvufRzzy6WUi7nfELn5jApglrZ/pcuaXP1FjKe17bY8uamCQRud6WUGJucv0ppUFIwaceqPD80RpCa06eq3J2tkpYUYwFgvGapREaGiHUK4KxqqJRV0zUNVPjMD2esnaqz8Y1LTK7wqcebtDr1Ni1ydKoKupVSb1iqIcpnhfzpSdCoq7EWwMyB1OSSmoVxZtv6fHQs4ZOJOn0Mlpdx24XFqtcsb3Oe17V4pmXqpxcqqOkAZJcL3skmSJKXGHGMaNPvVKlVom4YlOfW/f0OT3X5MT5FbSXse+Y5s++XkUo5cAt5CqGMoABa0nijK1rU9772h7TjYw9Wy1rpyBLPaK4Tpq6rqk00SSZHgF1msn8tSROXY2iHysH8L6k3ZW0upZ2J6XTS+lH8NIxnycOXeAD7974n156+fHu21557e+cP30gXr/5f75p4psC8Lh7klDM7j56+PRHPvml5+X3vLXJ7bv6nDg3SZJK+okkTiRpqjF51tOB3OIp4UYsaBfcBEWAYyzVTJAYB/Yok0RGEhuPxMB8p8HXnzdYMv78STeyAWvyo6ji5SkyIRBCIYREKkWaaKTReFpSD2D7jKXmGaqBoRpANRDUKpJ6xcmhsbpkogFTYykzExEbZtpkLPPLnw555IU17JyCiWrO3lVJvZJSrcTUqj0qlSqBkiiZa3CcHEgSj35P0Isy2pGi0ze0e8a1zNV8zsyO8corI378O2f5pT/TnFoJEMJgbYLJLEnqOfBEHp2eot7T1EKfaiWkGlQJg4R6JebGXTG+l3DzrpTveV0XrdK8CGQQwo6K8lzSGSMRQhJ4CvDpR5rFZe20dVbEPLksTKUL8jMH6jTL3+fZraJC2oucE7HTZ+DHb/dce9zRecENl7eYFg/JE0dqHzl7LnvYZL0XvxnY/J8G+P/vv/4Jn3tKVNbX9r17jfeSuGmXod2LqYQd1kx6xGluuO8LerEgSKXLRwNSuHK8UuBlDAozLj8rSI0dRvbG6UN3CGIjSa0kM5rEBGR52qv8GFQpBWghXKVSQVixhNoSqozAg0BD6FsqgaDiS6oVSTXUDuA1wXjdMNlImRqPWDPZYcOaRT56j+EP71vL5nHFdN3QqCnqVUWtCtVKRr2ScH7RcPR8QOg7+y0UTj9BP9ZsX2dYN92n1ffp9W3O4pKVtqZeCalXx/me181x7PwFfvNzG9FSYzFkJiM1liTVRLGiFztTVDeUVPuaSuBRCTKabRdj+F6GpzM8L0NL1yghpSvni/xw1hUBiBzkgqbJXZbGxTVZJjFGkpphvJNmYhDcF69dVkvkRbfCzyLox87TEkUZ3b5hpQNnW5J22mGq3uX5oxN87bknxAfecfbdb33TpqNnD320t3H3B7+1AL9555g/t7j8Uw8/M/9T5xfaUquUfUcDjpyA737TIpvWSJZbvmutkq4A4Xuu4CKLEnnKIDXl0lUuJ5sVVbd8oM+gzJ475VwuVwwCpbLmBvJKXh7cSuM+g3KZBU8JZ7X1XPUyDCShL6kEikqoqFck9aplrJYxXk+ZbERMT3TZsnaRJw9FfOKBDUyEAWvrhkZVOHBXJLXQUAtT6tWIJw/CvgNVLpuxue4dls17keLmPZZdW3o89eI43cjS62d0ejoHuUc1rFAJx/muVy+x79AcT+xfB1ZhTObssKklTezAT9KLNNW+pRIqQt8Q+B6BnxHoomDmLMZKudVTSmcNRlgEQz03DM6dhdgUGSlTpF9Lqdg8a5Ua4TIwWVGTcHaAOC0qza4+UVzXXgwnFgVWt/k/v+sCV2+NMFmMMU0p08q/uf9rW30rt/0sEP+PYvKbBnBrF2Uc9X7mK1/4k5+kM+cfOTbGbMvSiyVffz7iwIU233ZLjDKGOHEXV0qXnzWeRAh3kpW0A/9yluUpq0H1EcfOOchNXokrihXWWkqV95EVtyhVFwUdJfOKpQJPF6YtV/0LfEUYKCqBoFoR1CuWRjVjrJYyXo+YGuuxYWaZJw72+JnfXcupM+PsmDaMV6FRUdQqiloItTCjEib4Xp9m36KkwlMWKYefLDM506U+jUpCNzV0I7c/T7ef0e5KmhVFtR0QBnW2rUv49z/Y5N9+XPL4/rVYFMYassyQZilxavJgTtELJJVIEfqSwLcEviLQxvl58hY3ZzfOz30uU4Swox3oeWnf5iRicy9LlgM+M8Nnd80K0Ofl/8wBPskgSdxzZtyK6mmJHwhuuqrF229f4k03C6pBg35fM7c0xv17O/5KduH//sD7X+udON/8V9vWj/2Vy/l/ZYDPLbSZWzA/+8JzX/2JwydeCjPhsWlCMFV3qb9+EvDCSwFJM+GKLYrAc4CUeWncQzp2LQFcZ3ZQdCjA7XK0YI11XeS5BbR8sArguezOA0snUZQUKMXAdusALgl8ie8pwsCNZKgEllpoqFczGtWEsXrMZKPHhpkVnjjQ5d/+zjQHT02yddJlWOoVSa0qHXtXLNUwoxomJFnMH3yljlQKT1qUGKYJjRV53t7je9+4zJefjmnHAd0c4J2eot1RNANN6AcEXoM9m1P+ww8v8q9/R/DYi2sx1jVhp5khSZ3RLIoNUejsrkEgCD1B4LvKpq/toGKrlUEqlxt316AE8GHJE8hJBFdLcNmWPJA3jBTTsjLYMycnB36XnLisBaUE9ZrmmknJlTtjLt8ywexCXpmONb3YoxKmHDm7P3zyibvfGYaVf/3go09z5ytu+v8W4J3lwxhrbnv4kcOVZw949CNJrQI18tYvQAlBRQe0uwKqFqVc2Vjj2Nvp70KOOHCXfSNF+5UDunA+igLUxYlf9bkKgBcejKKSV7C31oXvROJ50vk3fEEYuJkn1SCjVnHgbtRixhs9ZsabPHmgy898bJKXTk67G7lWkiahphY6/0olTKkEMZ4XcXZxAk8JlDR5Wm4YZGaZJE0V6ycsaZrQSkJ6kaUfGXr9jHZfUukqQt/D90I8Pcblm1L+ww/N8y9/G554eQ2ZkQ7gmSVJs5zJDVFgCGNJ31cDCeZ54Gkn0ZxPxaIluUwBkT9fAuNOrpAXhRCD4pBj8NLrLL8BCqmZDYmquKZCCAIN9Yqi369z6FQFJR1eMuMsBRtmFLVqxtzpo5dfe8s7fjWK03/wV8XpXwngv/eJL/Kp+3X1ndf/N//yrYJet8ZSMyPNTG5ocn9PSYHvO5aUQpQkg0DmoFXGYhQlcJdliB389wZypGDub/DZpBiaqKR0v6sAt5Iyb5Qo5AmEHgS+oRJaKoHTz9VKQqMaM17rMT3R5OnDff71b03wwskZNowrZmqGsYqgHkqqoaJaEVRCd3O4Un/ME/sFnb5PqMhvMqfBiyaEzAiSVFMLFbdf1ebJlxp0EydTelFGt6doB4rAV/ien+vnca7YbPjQj8zxL34DHtu/hsRIEmPyZulhD2bkSwLfOPbOvSlefnO7g1ymDGWczKu8lwJ5URSyJYA7RieXL2UpyYihq7iGNr/FjXAB5/yyJvAlSpLXCNyNkmYwv5zx4vEV70vP3X31Fz7+HdXDL97b3XX1W/76AR53D+NVNox/8s/u+fVf+dPKq33dZ+OkxNOSfuzYuNDFhRzRWuRMli/TOSsUZXQH6Nw3koO6DGgzAPbw5iH/HYOLIdzdL2QO7txkpAYAd8ujpx2T+R6uE8jPDVZBRiWXF/VKxFi9x0S9xXNHIv71b02w78Qa1o1rZqqGsQrUQkGtoqhWFNUBe2eEQUq92ufBfT4rzZCJiWGZvACMYztBkinWTCled12HB/ca10UTmxLIJaEnCT2Np320riCl4YrNlp/7kTn+xW9YHju4hsRoktwB6GyvjsmDRA7chb6WaJ2bsKRA6eLcMPh8xU1YSBVRuNIYFoRWH6b0bEqycrjyDq+du0xikBxIMtCRHLH0pplri2u2Dddd1uOybf6rv3rf0d9ev+edP7b3heMrN1+z/a8X4HOzcyi99C8mg+PvW1NNyGwVAYzVBZU8Ui6+dAG4IltS6OLiywxOjim+dJGHLYP7GzB36YQVIC/qF7Lk8VZq6BgsKqhFE0Xgu0mxoZ9RCVOqYUItjKhX+0yONXnmUMRP/cY0zx1by5pxjzXVjLGqzcGds3coqQSO/cMgpRrEpCaiHQcIJfEKBh9ocJHHFblBLPGo+X1nF4hDJgqQ9zO6vmPwwJe5J77YgNZy9TbLh39sln/+a4bHDqwlMZooE8SZyVlcECaGwLP4nutd1Xnc4fpb3Yrmzk/elV88l4xZ5es1YPRV4B6QUImYHHmNEhUMV9dksMK631PYeFNjSRODtZYoGuOJ52K8I8ff9/bwpaNJnPzLv1YGf+alU7T1pq0HnvzoNX52mhv2WFY6GVkmXddMKgZmHTOIe8WQEURxlsSAEYo7fzUbFB6S1X6SYarbDlm7HFQWy23eoaPyYEpri6ccsH1tB+7B0Mty3ZxQCSMmGl3Gam2e2J/y0x+d5tlja5kZ08xUMsZCSz0HdyV06cQC3JUgI/RTGrWY/ScsDzxTw5cST5k8iBvmKIrAOckUqdHcdWPCZTs6HD1VYabqutb7sZtn0u3nLKwVWnsubpEud33VVvjQBxf4l79hePilGfpJhSiTxKmlmnu4Aw8Hcl2sXmbQ2ypVNljhlBQlgIsRMlqtV4YgLxHPyGprR0hqyP55xqa4ccRwCkDhakzz9Gdm3EiKpbbBD89y+YHHr/nRv//9W21y9KTwdn7zAX7u3CwzU2Pb7nvwqf/89Wfm3nnVxvPctLtCo12h0/Py/j6X2C9SfUXGoDgpYvBl7UDLWUaZvMzUI1mSi7IlosQIJXALi1RFWtCBQauctbXF1wbPMwSeIfBTQj8lDGKqYcTkWJfldpeHXoQP/dE6nj8yzXQO7vGKpV4R1EIxyJW7zItx7O07gFeCiDjL6PdCQuVuMilKSz/FKpXnjFPttLyOiGJLLxElgBt8P8P3NJ4n0UqhpDcAOAKu3S740I8t8wt/nPLYgSnONRv0a5LxzFJPLWE+cSDw8qqxLjIpdsDehVQpAD74vPmHLuN8oBDzi2LL17TM5quAP7oCFJVmO0JyRYNKkro4oh0JlnqCq3bOctn62jvPHH8uq03d+H/Mzc2eWLNm7TcX4CuLp0n6lVu7S4ffffDAOcZ8yWtuWCHwDCt+SD9yVbU4lXnJVgyyH8auBq5YdfeLS0qR8okpTnFZFRYXwY17KNjb5vLEloYDOVusp00+ZiIbgDvwc3BPdphf7vFzf1Dlc4/PsNCZYGZMMhPm4A6d7q7mgWUlkFQDmzO4095hEAMxX3vOZznxmQoY8WMXgVRx42eZa35oBJrX3tDliYMx7SRgLG/s7ccGP3JedV87gGtlUdJDSDtgjMs3S37pn7T4whM9fvZjazmzMEFvXDPuC+qpoZpCkLjRy75yA428ItCUYhAEF8/lQL18Yxbx0wDopetE3sBtL2L2IZBXE1bRdGFMUehzzRVRCr1EsNgVtLOMbRsE506fZaF95N279tT/IIr6J76pDJ7GLZRX37V47iv/dNP4Q3zw76VsWZ8xPR7R7kqEMPR9j37kmLww26QDX3ahq8UgyBqVH8P0ny0qaSW6HpEl+YkumKUoNxdZAFUAXFm0dMB2A4LcvBPfy/C9lNBPCPyEeqWH1l0e3Jfx219scM8ja4hNgzUNwXToZIlLARZ5cpUfImfuMnsnaB3x6MvjdGPN+mrxeVYzeJFic8ak0FPcdkWP1DiA9xJBPxl2rvcj44JDLXIWdzeyyIvrFsH0uOB9r+lQD87xsS/2eOjlKS4kFbqhpJFaato6kOs8DlE2j0tsDvLiHA6TAUKCZMjiq3cULIO8CPpHyKmUPSnr9eLI8op0NmiwyDuGEkE7Fiz0Bb3IcvejDZ4eUxj1NP/oBzf/0/e+465nW+324Ua9/j8P8KR7kt/7k/uZmhzfcOzEkTu//kSTW66KmJxe4dj5lO3rErRK6UYhvucTxV7eAFxqQsirXgWws7zDhgFz51JmVSA5KL0PaTvX83aVNCmqcs4x6Ea7mdzznYNbOS9G4CX4fkLoxVSrfXy/yx/dp/n531vD0flJvCBkXV0wGWQ0AkstgFreYV8JXLUzzAtCzr+S5SuBkycLrYxO7OMrhS/tIMCk9FUKe0GWezfi1KPi9Vk33mOlW6eXiHzcmosVPC/L03wqT3cqB/CRwNU5H9/5qg43XznPh36/zx9+aYaltEY38Kh5koZ2HpxAg68YNEPoouiTr3xSDlO6RQGoTCqjYuUbBKCsAjTDdGG5gJfmviMHbugmgmYiacYWkfXYvblFzbPccGXG1VsNa8P9d544LDbE/ZXD+146zXVXbf6fA3iaZfzg97xi2/HDhz66b+9JWssT/OGXMn7r82N4Xpt/90PzvOWWFQI/pqOr9LWfd93oEsgLw05e8h0AW4ws2UM2EKXTN3wI7JBN8uqbLANcukZlOcLcWQ7yFF87SRL4EYHX48Rsym9+ocZnH57i2OwEjarHZAgTQUY9sHnpvQC3zMEtB0WhMNfege9unEYt4jOPag6frBAq4SqGRQaFIcqHmSOnw5NUc/lWePvNbX773ik6VU0jsfQTSxDncYMyaC3zyV6UQO6VKNWtClumJT/93V2u2X6G37hnkmMXxlhKK3Q9TU0JqjnQfWndjZNnmQarX3Fei/QhTp8PK512ddw5eDOix0sgH2bJhv6iNM95Jxn0M0EnETQTQS9KCWnxltsW+bc/2MFXVdqdCc7OjfPYEyeJxHUfveyyV77Fdtp/qVT5CwGeJClaKx7b++Sm82ee23n51vN0e2M8vE9yrO1xernKP/7VkDuvWODnPthk80xKW1fRkY/WPklSeIXlYEkuLqw1JZAzmikZskJB23ZEBxbAds+5aSgHt8uaFOyd4enUde7olCCI8HVEO4v5yCd9PvaFdZxdHMeoCpNjiknfMuYbqjlzVwfle5n7VHJpkufOB+D2XfUySmIOnwnoxAETQZ7FKYpORVaiqMLakicl0TRqmu2bYlTQpx3X6fmCSuJmkPi5vPJyiaKLrEc+r/Hi4FUxM9blR9/Z5d13XeBjX2jxm5+aYqFXo6dDQq2oakFFWYLUOjaXTqpoObQ3FFXOi5icS8iVVddutVwZxmNDgCd5g0s/FbRTNzcxifrsWLfIhz+4wC17oB7WWWqO0WxP8MyBkEdenGfD1qd37tpqN1131StOxLGbWPBXAvjx07NMjNVnelH4yV/42Ave+hnIogSBYKZqEVIy2xvnnsc9olTxS/94kW1rMpqyilKGWLneSa0kWW6xHLrTRl1rwxNzqU0nbCkdaAfAHpEn0gxmFhbjJrTK8L2E0I/xvZhmP+bR5yV/dF+DTz08RT+r4/s+U75g3DfUfEs1sFT9IbjDQBIEkiCXJq4wlGcmcoD7nqt8Hj9veejpKnHiEdTsRQFm8RiWud3KFicKz9O87uY2n/hqh4NnavRC58KLPIufgpcYvNiglMyHjwqkkMPhPgXAixy7kVQDzdrxHv/8u7pcsSXiD++rs3f/GPO9Gn3l43maUAsqEgKZp1GL9Kq0o9VnUTr/JbIps/fgcxTr7Sr2Lo7M5CYs4/o92yl0U0PW63HZ+iX+8z+a53U3aNrdBgsrVVqdELBcsb3J1i1dto0/4U007vhk1Fu5Lkna839lBq9Vx+QzLxy59e4vPzgmMsG5MxWsdamnWiCwuJMwJ6rct3ct/+wj8Av/cIEd6ywtUTBpRqI0WZaVGFwOWHwgU/KTMrLmFYwnLLJg8kFJ2Qzsnk53W7TKHMBVNpAjWic0OwmPvCj43Xsb3PfMGEvNOrISUq8oxj1LwzdUPUvVt1R8ctZ2zF0JpNslwheEPrlDz+TgNgSe099KRxw6A2eboSus5Pp2tHAyBIDrg3QgT40kjjVrG4Jdm3u8cCqlm3hE+YxvP8aBT2W5RCkKNSBXdeYUN0+Rhkwy5w9/7+t6vOmWZe5/ts3Hv9Rg7/4Gi+0qTenT8TW+EvhSEEhcD6e0aFHENXmxTuS230sBfDXWy+xtR9nb+fmhZ1yXfpSl2H6XPRuX+I//YInXXu+x0m7Q6lRpd0M6fZ/MCjbOKKwdo9szHD3w9bHdV4pbx9fsuZe/YHjQXwjw5sr5YKphfm1CXajdtNPt+9jtZ/nAxeESZhFcsBXufWIGJVJ+/h+ssGN9l3bXIIWPkobUSEzebV30S1pTkiermGD1CRyydpE1MQPmdgDPUDLDL7IZMmG+nfLg05ovPlLncw+NMdeqIcIQr+7R0DDmuU6eikcuO6Dii/yQueU0192+ICjYuwC4TvH9lNCPsTbha88EnDxfYXpS4Ekz9N2s6mZn4N8oHHiKXuSxda3gdTd0+ezjMZ3Eo5cIQs/ip47Fo8SWVik1yFcj5IhMcYccNioYl2+vBBHvfU2PN9y8yJ8/3OYLj1R58Pk6c80qPeHT8zXaU2gh8KTAkxJP2FxqWRSiJA1L36ksk0rgHtxw+UqdWkgtxEa4MRTGkmYJ9PpcvnmZn/8Hi7zxZkWz7fYDandCWj2fbt+jF0n6fTeAv9m1iGNLtfH14td66fkrgN5fCeDtxWdIky437DpHqzvOsbM+c0sp7W6G3zf5eDCDRZIawYWsyt2PTnHF9oif+YEOoe9OhsoydKbIlMqH8IjShRiCfHi+irpukZ6ypcPk6UCDkGYgR3ydEIYJ/Sjj4Fk4cU7xJ18Z4969DeaWa+CF6IZHVUnqnqWuDRXPUvEg9By4Q8/NJHQ2U1k6RP7nNge5GYDc91x72tFzhheOB+B5+TJvSyV6MXK3lpkty0SeTXHjnK/eHnHlpg4HzlbphYJqKggSS6TIU3smZ+8im1KkIIdaZZBnH8Q9Km8K9ujHHpVKxPe/OeIdt6/w5ac7/OlXq5w4F3LgbJV4JSANNH2tkUq6cj757xNua+xBEFpcH+xFcmWwUuUWZ0M+jsK6I80s1iSQ9vF1lx986wpvvT2j3a7T6lZod0OanYBW16PTV3R6ilZHMLdkOH4+Y7G7wPjGFxlv/MUDg74hwOfnzopur/dPf/k3fnNayR7XbMtYPz1Jp+chyKNuZVACrDX0UslKImn3Qh56psqBN3e4dnuE7QhSaVBSkRk16Pkr8t1Fi9QIexeRuiCXJ66o4VYM40Y/yIwgcJNU0yzjwiJ85euao2cqPPBkhbPLFY6eq0EQoKqaUCtq2lLTxmURPDc4P/TcuDYH4uKQ+aFygJNr7hzcXkbgOfZ2N1bM8XnYf6KKJ0fTgwOJwtAPPrAjFJkUU/Q0ely5tceuNV1ePJbSTT3qiSDS4KduJqAqAVxKgZByhMnLrFkMPSqC2aKPMsk8Is+nUYn53jdGvOqaFmeXW3ztKZ9jpwO+/EyVc4shWc/DSE3iK5AqL/y4rnxJXvFk1A80chMXNzKFE9HmufEMTAY2hn7ElTs6vPrGCPDoxz69KJ+f0vZpdd2c8m5f0OnBucUUq5rcfl2X6eDZ6Zuv/4f/9PTpsx/evHnjpRJv3xjgX3/wEdI0e9/pU1Ht/Mo4c7Mp29a6tJKouIZdt5tZhiFjuecKawjL8XOa/Sc012+P8L0ImWUY6ZjEjXSQJdZepbthkDUps/ZAiqgML8hIMsux04IXjim+8mSVF4/7vHy8QisKiOIAPB/V8AiUoKqgqg2VUh440IVPo7DNOl94kMsS31f4vsxvADvU3l42+N6+dgUja2JmlySRDdBa4kuLLqXZVhF4qdAx2u8Yp2635pnJGKn6dBKPrhYu05EMDWNamZEKpBSlKLYYdoTAGjlk8tJgJC9Tg/ET3chn3UTMlrUJN+6I6MU9fuB4kxdP+HzliZAXjoccOxWQpBobKKxUICSZLFWDysX8cop8pOSZRx4mA5sfJgURc/n2iJ0bMqz1AFfdXWkFLKx4dHpuTnmUujnnG2c02zf5bFuvWG6mtf0vPf4+IdWH/4cY/Fd/7wucXe6oZOWouGKrZkO7Smbc5NZKCOCCxVoqqVcVvpcy241hpY9Iu5w7I3hqb8DbXtVnLIgRceZAbSQWmcsSkee7i7u/FH9L5xtBGIS0JLGl23eMfuKM5I/vC+gmiudeDjlyOmCh4xNlPmgflIdqKHwpqCioKkuocOPMVG48Uo61fc+Z7/0yuD2Ze9iFY26fPGviSuaeNvhemldEEyphzNxyxlceq9NsB0yMCXQeHxSmr0sFY67SVwoIjSSKFNNTijfd3ufLe3ucatboedLJFA1eavGSImed59hl5tKFlGedyMHvMFaXfocDup8pMq1IPUWSaZLEc6lUL6HmJ7zq6pTbroh41519Dp2W7Nvv0YsVf/iVKscveCAk3Z4mi9WgbcpqhtWgclVu0J1SArnNJyAkhvEg5bZbYtZvTrBdkKpDuzfOmTnNYlPko7DNwLxXCSWtdoPn9sNKx7C5e0S84a4dauH0p9Lpzd/x3wdwTwGq9pEgXr52/baYZscnisWgE37oSXAn9Yrtgve/bZFT8/N86usSYcH48OizAbddH1PxM6zJ8jWrAPToVR/4SyQ0u4J9z3ssttwN9eR+j7sfDuknin6iOH/BxwhNYj2M8EBrRKDRUuIrQSgtYQ7sQFkCZZ0HXOc5Xz1kbr/oyxyAW+U9mmLA3r5n8P3CoJUN2Nv3E5SK+fqzis8+Xkf52qXbRvT3N2bwIheeZUXGQ9Hve7zjjh6fe7TFH35tjE4aUst1uFfo8KQoythBt5AQcgAw96tkSeuXAG4ck6faMbmnFanW6DRzQFcZSrlB+hNhyh17Um7fk2BFxHte06WfuNz15x8OeGq/TyUQLLQU+170aXVlrpJW5UVHPBc2N2k5F+ZtN0SQCD57XxWs4I+/GnLqrMdlMzHVQA5rB7lk7XQFc4uuO3+5k5Iprh0bq30kSfnR/y4Gn19sMzVZa3zlK5/ekwVdNV7pstyu0mx7xGm+jV+ef1bKMdtEI2LLGrhxj+Xb37jMQgv+n18Z5/v+3SSvuj6hUbH5HXhJmZQjPL8sUrDSUex9wafVlEitiIwkstoxk9C4ucAapEZKiSeFA7O0BNLgSwcEX4GvhjP6HMjFsOFBu0aAovG4DG7H8Lmt1isYPCsdKYFOsDbm7IJPHIUEYxI/L3ur3JU3UsUsOnoYlteHIHe1gjjxmKgrNk/H+KJPLw3opYKKdkMwCw9JUdBSsmxvlYPf5X6HzGMeM6yeGpM3Bw+lUZpmed1AuQKZSknSDJW4WoJWGVKmbJo2+YphuGJLn9h2kdrSbAr2vqBZ6RbdOaMB9WqgC1x8UK9aXnl9wpefDPjJD42z2AzpBxOsqYfoLGOi6sZ6KCVGYpgkszS7sNDOQGfquQN2z1ve/O2NLGm2lDc61/AigJ89P8/cwvKHP/bZY69ZWz3Pm28zrJvKULJOnCjXGZ9bUj3tfBj1aoTWKcJKGr7gSEtw/KRmftbn818LGIyWWsXXQ2CL0t8RWCEwxZYL5J5T4bSfEBIhZZ7KKkCdl50l+catRd649KzzTnpFvvUeA3C7ti6Fn4Pb1wwspo7BcxbXBj+vjnpeQhAknF4w/P6Xa6B9PCmGAeZAnoiLGLycIy6GhDqwucE6ceLxPW/q8ecP9nh5tk4n86imblNa5wK0w04cVdQEGOaoxTC2cVJIlgxexWEGXhitFV7m5qV4OdCVHBbNnG88fy1MnqLN0MIgrGG6anjbK40bvlR4/sUgzCy9LyPAvdeBZccWwcSY4cScRoSKvhEstAVpagh98qkEjjCstcSpYK5lmJrpc8uVC1y+7oXX9Nq3ftia9B/+pQz+pS/fj5DSD5IlDh7diElT3nZ7RjXICLxs4NwrTkbgJ1SDiNCPCIKEpWX4s3urvHAqhFCTKZUbR+Tgq1EOigbvh0ssg+XWgbloQVMCPOHKyoFwUkBLSs9FU23JSKQpzUEh35lt2FU/BLgcyJbAt4OWNt83pcE5KV7O3r5OkDLm5AXBfCtEaE0gGZEnctVXLVXqh+MYysDLMx1x6jHViNi6rseBCxG9TNPPIMgEXmbx0lyHpwwyS8MSuhrpVChiPFdcKxq6RUkaGXRmyJRE6WL7cpWb1TKkMvlKYYapWTGcjOWeDTIuJmXZYVk/z34NDHKUX7u/L7KUazZnfMebu5z44wrL/YS29lgQktRCNXHyUsth9RoL6yYEb765ws4NdZ59KWLd8lf88uYG3xDg26dPIwRMXhfRizSB52FMjO/38b00/6I238YvD7SCPmP1Lu1exH/64xq/8qfjtJPQ0abQOWDVKLhHrrxwS+vA3y3yJb6YSgWesHgiB20uAYrXg5/lZD+0gjJosPWVcGAfAbfrJfX9AuhF8JmDu+j+0WYgUTzt9KnvJ6QkfOHRCrPzFbwxhV/2cJQzKKNr1kjMNbAulIo+/chNsH3rKzo8+nyfVhrS1ZpKaojzcrqSQ0NUYTgTwjDsHCoCTTFaLjf5TBULmXK/UxtBqgQ6k/kuds7Lk+ZAHxbTiuA5Z/E8CVBsvygKEJcsFQPfPuX3FpH/+8woqmHK//G+LkpK/tMfS5Y6kgUT0jOSmoKKHpKZlk561oXkxcOa/ccEiITxibP8pQBfPPMHSFV95dKF+2+en5vHk4pAK1IDWhU7eJl8QmyK7yXUajFaRswup3zk01X+6ycnaKehSz8IbyAtClYeFgeGHmmZO9YKQCtcmq0oEysxfK/kUOOqAtjS7SdfjEIoA3swB0W5gTP6UgAvAs5Cd+tClthcb496yX0vwfdiLjQNzxypgPbRuTzRJYPS4LuuQrjNexBXG5EGVcdMkSQeN1wWMTXeo7lcpZsqqgq81H0XlVl3JGWA40A++EVy1GNvRd4nmVsmlCEzAs8IMiXJlCFTgjQHedm8VtghZAnkKl85hkxeKsiVgV6AevDeDAAupcEYTRjE/JPv7GAM/NqnMs4t1Wl2K3SqmkA7g5knnI0g0JblCA5dSNHamd22bg5u/t7vuPOVH73hs4988APvujTAXzxSwdP6bY88Vb3+8Rcsd1zXY8eaPjfvSpked6Z0KTN8naF0SqdveOxFwYkLmk/dP8bXn6/TKsAtPZe+kkN54apguYYn9znkAFCMAkOWqmVqlYVTDxqZ3X+jsHoqOQS2m14rUIPulSGwi+Zbx9655tYM9HaREnSMPQS3N3AnJggS7nk44NEX68hA40vh5m8PHITDNrqh4291NbOwDhcsnpvSjKLX97j9qh5vf1Wb37ynTpwFdDJJmFmilJzNyq4/k8s5s+qG+kZMDkbLfB6NGIA7UxKljGN0KfPREqZkRS4APnRyXmSjKIGcEpuP/rkZ+ohURmYUQRDz4+/uc92uOT71tTYnzld4fH+NbisApRBaIoXEZoLJ8Zib93TZuibjxssytL/u+vVj9m0zNfXIJRn84NEz1Ou1N9375a9/997nLKfPzfB7p1K6UYfrdy+yZ1PMd72hTz+Czzzo0+yGtPqKJ/dVWGgFXFgOsb4PFQ8hJFpKJylyKTEK7uGFlwMWt4P3wz8fzi8sukwK5nZbkBTvyRmcQRvWCIvrYnTFKLjdOIVVzJ33bPp5e5uni4aDtHQkxCT86dcaZDZADaqX5QBz2NcoBmtWSYPnuxHbwkZqJCYrZv0pskwj8Hjva7v8wRciVkxCLwvpZQIvZcDiUlpkKgZgcenC1d4jWUpNihLIBZnO59GoHOTaooyTK5myqMw5GF31WA7BPUhRDgE9WEWkvTRz53pcliSKlBaZZSipSTOPwEt4+20xt13eZb7d5fF9K3T7kpWe5tMPhPQTyfte12fnppTrd2rarRl6/ToLzZSJSu+7r7/5NQ/02qe/XKlvHgV41c/wZXLZVC3aefmmmMs3BXzpWcsLp8c5cM6novt88sGULINTs5okU1ihyYznyrg1B2qdO9IKzVz2LQyWUkaZbcTAI4ZAFqV/t1pzFqAvz/ZQSgy1eO64Gxl2kwNbKzHMpAzSgfl+nDpPKxY9nDlz6xJ7B17MM0ckh8+FWOWhpMSXJpdR5e87FOAXWUttEfwN9xEa5qsdyJPUY+eGhCt3dHj8UIVE+fRSQSjByyw6Fc4EJfIunDTX4UgnA0Z+pSixuChJo2JAT5FdcX4XB+68nU3ZErgLL5DNbQIFm+fyKHd7QjHYkxK7cxGTFzdmofGT1KMXBdSClLFqxs43uBRlkiW8584+mYFt6yxaKfpRyLPzmq88Wafd7SDr/Z1bd6WX9Xrmyxcx+OzCAlJVqFcWedUNC4zVNeFYm+fPTRBHVXpUePl8Xt5RIPMxbC6wcstzEQwObZYX69GhLrWrAH7xsyqz+ogR3/1OWWLwotOlYPJi38vR7b9z5i4N/3Hd9gyAPahWDpjbSTK/CC51giXhz75WZXGxggi0y7uXb8LVHpTiJI/kwYfjMso+7kFu2iiSRDM9KfnO17V55kiDKAvpKp9K5rR4cZ6VJAd3sVaYPCdeGHNzqbJKj5t83mN5CpU7JMoUK5IdvHbXU45ocZF/bwdYOQJkeRGoGWH1YQbIjtw8Uhr6ce4QVcO/s2HK3Thucq2lF8d8+rEeD+7t4ck+u65YIulfoNftXyxR/u0vfh5jNTX/LJdv69Kow6ceDeinHuO+wFcDv9rI/D+npe0gQBzpAilJj/K/Kb8fYfMyoMtAH0xeGjbFlmcODgA+YPFCrkiUHgW4r/MBQF6xdWBe4dQWb1CKN/nrbOTQynXuvHwSPnlfnUj6KKny6uXojbi6grm6Wj/sO2WVDs+1eOb2ugkyzXe+sc/v3tvl+WMVEuXRlRI/M3n2SCAzWzo/1rWXiVIOOge5XbVvUZnJMwN6kEJ0g1BVbglQmR0O68wn0oqiUVlAWuqqKgeXrtFj2H01GmiuvgnKQB/V9OW/X5w9rQyB3+ddr1ohtZZGYNm97lmWT50lSbNRgO87cJxr92yr/v7v/dr2515Y4N6H13Nm2WUtN1QhUIaiAjtSrlkF1LJPWKwG8iX+7sUAH5Ulw9fDKUirxyHLEmMXQWYxtUnrYpPXXHurVeAuyvde0Zhs3MyQQYtY0dOZ5keC8mIOn9W0Yx+UzuWJXWWPvfi7j2RRSnrYrs6F5904w8KPpuYJ9mzs8/zhmMwE9IxPmDnPts41uBJuI1dXWCocPmYQZA6ZXAwrnLkfRg8mG7ifKQOZdIBX+e4U0gwnBBTTtbKiu7/UGzu4rnIVg1N+ZpgvH4BfIUdSjMMMzGp2KFYBrUJ2rMv45+8RnL5Q5dnDE8y2N23/ge//sarNfrAr1B4H8P1Hz7P/ePONYSP8F5vXzrF5qkogFQY7GM5TNrGXGahk3R5ozcHr1V+K4dbSAwDIUSAMwV0e1jlkRTUyVLMAOUOPtCqBevA6L/Io8ly4A7cD8HAokFeWJ2X2Vnlfpx+z1Db810/XWeyFiMBz8kTakVVlODjnYuYeYfFCruTjiG05m5KX7tNU06hq/tG3t7n/mQaLkU8sNT0p8fMeyuHIhyLGEaUMhhkU2SwmB7cZmt5KHTc6ny5VBOkF2JUUOYM7SZQV4M1/d6G7LwL5yOo9/DmrCI4RjJQHgJY690vr4NBmXZCE5PwivHhigfdct+tfwGOPmKj/5wMGf/7Fw2gvYPbcBc6fkgihWDMu8qH01u0WnJ8Icn/vsAN+5NYaXY5Xgb0MbEopwgHA885tNydvdID9cBSyyIPM4fxBqYbjx1QJ1FpKdC5J9ADgheY2g6DS02YAbk8X/otR9vZUgu/H/MnXPF46WgHpIaUkKKyxq1Kbgz5MMZzvd0lwlws+pXYzkzN5kmnS1OPqnV3e+aoWv3tviNEBPekTSDEo+igpSApZwMVMLspMPtLoPfTEGAXKulXBTf5lMNvRsbpgOFbC3VRZab64+/5iMPGgTG5D6TIEeIGHQSdu6TwVGafyhIWRLNBggKkjA8i4/coedXGOC0d9othtDKEB3npLhSDwOXioxtPJOFZ4+Vy8jH5k8jnPrsxbTC4yqwC+evuQ1Y8RLVrq7RsFeKnwkwN+wOYDhvzLAC6HAB8UegqAWzcnO5cinhpmS7zScKCh5nbs7Wk3tWq5afj81+ssNAMI8+yJKAVj30CiIFZ5J+0lLlhx0YqUoZGYrMimaCYaim97TZfPPdpnsRMQK00vk3l6UuRxkBimW+WA7wbAtnbY9WMGbD5sKdNFZkXlr2X+XkKmGJz3MsiFFLlmFqUYavT9CGuvwsOqESsjqVRGpi4UK5zz0WeZ262uF0nnGY8VvW6dTjrF6eU1pEkO8CPHjhBUpredP/XQj2+YOsC3vy7iwmKdQ6c8zswKlExJUjtIIRUTqkYnFdlRsK9m9tXsvnpoJoyYkkbm4xWFkxFgl8BdsHb+2g13ZxTcxc4GBXOrEnNfxODFuInhyAmtXOXy+AnBoZMhhgAh9aA5d+geHJVYw6zG8IqWvShDJhcleSIGmYxBu1mmwWou3xqzc32fxQMVbOY7Fs+cTNGlLM5Qv5aNXrngLmy04N5bUQo+wUgxSB2WYxtl3E1jJLn2Lq4LpRtL5NpbXFqirA7iLvEYjncTQ8VQCooHKc0M4lTQ7gnOzhkOn045vWDYvOk4H3z/th9/852vfO7E8QMndD+2VCrRupdOiDf92d2z3HaloB9Z+u0GAlfOVjIvBhQppfKgRXPxcgsXP4/ctauZe3ARhvNDClky1OCiFGwOAe0YnHwUcDkPXj7yLa1VGdwlkOf71Xu5NbRgb5W/1zpBqYQvPF7n8EIF/KE88UqpS7GKvVePi7jUxRwSxbBH1ZR3NytstLFmx3TMW2/v8tTLVTAeaea0uJfl1d1sVCqJwUppS9yYg9zakkQpyRWZv5b5qiKLw537LF8xnDwpe2FysJsyc4sBuOESUq3E3qMzC0cHQrmJaHYE4CbvzgeYGY8Ja0tclsVcuaXFrk13vGm5na4Twp7QzXYfT2vmlxMefq7GoRMB9UCwfSZjzYQY5I1HBtPnTJ7lr91J+gYDF8tsflEWRlwEdDnC5ENAO9APgT1gcyVKTbglcOfzCYfbdnAxsPVwQNBgxJs2OchTJ09UQqUa8/hBxZ9/vUav70NV596IUWmyOsCk9N0uCfDSBR3ODVlV8MlBnqSasbrmXXf1uffRLk8e9LE1j14W4AsGN5pazZ6iDO4hyMvzZ1zwmd9gyrF5Jp0eNyXWLoJ6IxnIkuHOEGIAdlGWJ6XrfKl+gFEJslpnu9eZWVUQK3aYwNUzNm0UbN2gqFUVVV8yM5UQ1vqYoI8OtUULw/oxyW07QmoVH9+DsaprvNW61P5U7KNjy3vqFOAWpRvg4mX4G8mV4ssPsytiJLAcjF4oAVuWpIksyvSyFBCpsm3WovVwhLLON2HSahTo3oCt3aGUCzB9PyaJM+59rMrLp6rgeQipclDZof2gxGKXchGOZFTKrF0QQamS6UAuB1q8SBfGseaKLSlvfkWHfScqRKlPJj16RuFnrPosRS6cVQzunu2qz4IqbjaDUQJVsKgUWAWyyJevioVkeZahYZS9B+fBDk6CGP7aYQCZg9WUgVzEA6aY4zjcIqVQDeD6NOdXAuJkmjAwYMa5MqixXkMcKfT8yXtoehIv7vGKa2uYPBAp72de3poiM3lWxZhV++oMt60olpPyjLrVjzKzlZm8zNZDFr8Y6OWRv2rA2AXAh5NTBxIlZ27H2HbA1HrwPHzt5cGlVgmBH/PiScGXH63S7flQ85CicA5SSg9eoopZWqbLd3bhRXFXdnSU9EUFn5IBK0486vWYN98R8bkH++w7FoD26RuJn2txZUBlpZqEAJExCOzJymAfAttat/INpIt0bF6sKoMgPwfZoLJsxEiasIiVKEm0S61iQ5/6qglYA2dlaZ+fHNwOd3aAQ2vcd1hpw1khAEWShDx+aB/COwo2Q8f9WeK+oBak3HpVTBT7tHqaXiRJEkucSjfetijj5js4OG3ohpYXIC9+aZnVy7bQkcs8kjoUI7p7KFXEYNkfaHA1Ws0ss7abblV6rcvzwVeBOz+8YgptbvDXKnWHTvC8hNRm3PNIhYderECoQbqGZq8ok5dBzaqj/OZSEmVE0hV21mEzcmaLuSZDoEd9jzuv7vLWV3Z56WRImnpYoegJjZcx+EwiG7L48CNcmsnLQ+yVKpjbsbl7L5BGDHR4AXSZZ1gcc4uhDi9P/y0xdzlhMsySlKTZastAVtoEuIyzbPicZpY4MfRjaPehE2WMNZaohm2MMejFzjJKCpqdFC17XLdTsMFUWVipsdLy6EYq38iz2Ml2OPK22MmhyJVnmRnIFze5yeY7PNiLZMpF7F0q7gw2kSoYQZaBXi7Tl458xwI9AHrp0MNNUAtAeyVQF5kTlzFxz0ol+F7Ccyckn/xaHRhagL1BcWdoUxixIQw0p8hvaLEKYMNleUSHlzYMMFZgMte656bQqkH53lrNe1/b4yuP9dl71E0SSIyim4mhj16Ql/DFYL0oqcPBZ7HWOhYvAz0/VA56I/P9fIqg2JQqy3aVh8isKnQVG81e4uaGi4FdPDtM2QGJppkZkGiW2nxYvhsxvdyxzLbAypgrdvSYmUjJTIDAoP/oi2vQSjDfjGn1l3n19R3ee9ci66YsmWkgJMTabU2SDjb2HII9SV3gkUrIpPMXy8xihDsxxb70l0obltNYw9diUCwYlSbDbMVqkA+34yhe29IA/CG4R1i79Fw01hZSRakUz0tJspQHnqzwwpEKeB5IF1z6YthVNFJ9lWJUnowAahRatvRi0AAxkg4rBZuZxKg8o5Jpotjjqp197rzVsXgvcyweCZ++AZ0N03YyK9KFeck7K91k2Lx+YS+KmawEqyzSCpTFVT+tQFiBFSCtGLD4gLnl8HsP2/XEpSXKiO4uSZEBuN3WiGlaAneGe52R7w0K3b7lwoqlOt7lO+/q8uqrDZ4apxNVkSJDb552U0qna4rZpTr79tcYD9q87gaNVm4PSSUtnnLj2dKUfEqSc3Up6SaFqhQSIRCZO5lZZhF2OLvwIgZfBfKyf7pc3BlpyyrtWDbYg6eku8sAL55HwF0aij/InqgMpUsAzyWKrxMOnxd8/N46UeJB1cvlCYPWNFXeJbicOSlrsG8kUewo0MsypdgoYJhRWa3FNbVA8n1v7nLPQzUOnnU3X2YU3Uw5l2GWF38QTn9nYtgTWVpJinCzDHBZkk4q1+jSulVZSKfPHcDFQAZJK3KpMqxCl7Nj5Vt8ZLUoYrvBjsgmx9boc7F/TyFL0vxGSDNYMw6vudnnph0hZ84HJKaO0j7WGtSn/viX125c6/3HpHv28vVTkk3TmopfpRpqQs+ipRks9QWIlLIDLSxkMfm1zFWitCyVgsXiGASKcqRII0eqkqv0tRqmANVIz6XNy/G5zta2lEEZBXd5r56hmSrf/UEng2YGT8dkMuZ3767yB18ehyAAFaKUpqosFWXzcRQMGpy9UmvcsJJasg8U33Vg610tsSgN8R/GEUKSN/6WfdMWYQ2b18WcXZA8/YJPmve9GuFGrOkiB14G2sh1ySFX9hIV78uJgbyQV/6ZXaXdh76QvKI9kvIr2RFYta+mXaW3i23JU0OSWuLY6es4scQJ+faI7jnJbwghYLIuGauEnJkLOX5Ocno2Y3LDdes2br/9q3p56eVxLWffsm56Dt8bxxqNUpZ6JcP3M5QYbrNsMjfqN0mdZImVRSVuI08rhjbMXNYNwH2JXtBBhmaYNy0t96ucg2UH4XCTqVJ/ZkmSqJL2VoOdHkobUSm7SpIUTsGCvRM8nXDonOQT91dx81ccew8692VpJSl/RkalyQiDFW9KAFrNZOXCS5Eic4FnXtW0+YRelWvxTPNdr+vy2Qeq7D/jgYyxQtLPPDSiVDIHkeUXISsKPwVUS9LJ5rvfYfPrl2vxPFmgiqp1/hmlKIJN93tMXr63uVwbDTRHF7JhFqXQ3Tkz59o6GgDbbYeYpEPGLm4Ma911aHUtB08kKJViMfRFwtjc8lsiTo/rsxcUF2YDDpyoccsVGWsnY8A6LZob2q0tzdPI3C5qcaoGIMKqQY600M0mL9+aEpgvkie5PhsWCEb13Ah4SsCWq8Eth4BWg5VmCG43kdXkzy4dqJRBlfLdSrlDq5RMpdz9SI39h4faWwrpct+DDhpGbsrVFcxybDGqwFe7MkczTSM58dJEKm2E86bIYQk/TjRXXBbxjld2OPqJgDhTIDSZ0PSEQGfDFsHCYSiKFbYE8kEIPCjQDWMCpSxWFgFnDuj8cKRmscJVPoW1+XV3f+68ReKSIC9+e7E/pkstuyAySR24e5EhStzY6CQtJTfMcAUQQCeGZtdRxtpJw1VbYctERj1M0FEaI3WP3VtWuHKHwPcSlDT5Ly93mBRFh3yH3lTR9xRaaax121KLZIjggZ7Ol7NySrBQNGXGvojBB0xuVwWXdsDesjDkF7lvaUeDTGVHdLcqgshiixNp0LIYauPA7nkJx84r/ttnGvSlAzdCo+Sq3PegCXp0Q6yLBOc3eAxsDYMyuS3lhUvelFLpvuxPyUzew5il/MN3d/j0A1WOntOgEjCaRHj0hEBlpZbAcrC5CuRFbt4WH65YYRBOf1tnqlJ51VpZsKLImbtKd0FuVjjwlTW5KK79pTIq5dc5k/djQ7dv6cYQJfmOEJlwIM/L9Ilxu0Rk+XKgJZxrC3TQ4cqr2tQqIfrEecH5WViYbbFza5eZCUsSuZ3FphqSNPNJU480UwNfhDFujl4Ya3xtAEGnL/PU4FBnFRe6GM8+8ISXo21ZAnYJ3KIAd6mDvixN3OsSuFXeCDsAtxk95Op8d+mQWT4WI6YVG37zcw3OzgWgnDwRUg5Tg6XPOnhdumEvaSD7i4BeliqlLRWH4C7YSg6OQTOEVGSpZuNMxI+8s82HPu7TTFxAYK0kMsqlDbPic1hnIBkIkyHIh/8/DENVXoAakSjSfV9rc8LJZYuQRf58KItscS5skTywoyQwIL0iqeAOY6DTEyx3oRO7PXzifMuTNJ8xHhlIMoM0EdNjfaphiklgZjLj9usirtxuqdUk+m23p5w+n/En91b4v39jgoWmT5Qadm/u8L7XLPD+1zVRFY8s0/nQmGGXeJZJerHHS0cn6fZ9upGbn+dK9UX4MTTZDJbu1ZJEDCWJKEmSYQOBHWHvYTCWZ1EKSSItSptciw8B7eSIKUmVYquTdPCsVYIOEj51T8BH/6xBZDwnT4QayJNBU7G8eOUZ0dyIVbLs0hC3QwItpQrLoC9K9javHJestHlWJTWaUKf86Hs6HDrp87G7nRYHRSYkfeMCTpkxYPChAasA27B071aScixlR6wF0joWt9IO0ollyTLQ5qutwwIoJEshlQZxWN7nm+9UEaeGhIgj85JOIkiMk7pGOBnjzDIJFd3jA69f5L13Jezc4BMlmsWW5bEXNF9+UhOEHvrcguXwacULh8bwqbCpZujGgqf313jqZcWV209w6x53wqRyYD1yRnP8nDMIZ3jc81CVwKRUwmKZGuayhwWdi4F9qUBSiEsBewj4wVRVNQS5lOQsXfy8BOxLsLbK04HDZzdrcGkZPn1/leWoALcDuCeLZupReTIaFOfZohKexSXwXdbaA6mS/8GIq6/Yhc6UrbQln7iUKKMwRpNmmjE/492v7/LZR6osthXIBIwiwenxQqYgyunC8gccZXJV1uXKvS/rc1X4VKwtPePy5CXwF+QlcatSsWmW+88PN7oqbLe1imLTWsP1V6zgPZ5i8z7N4+cUR8/ogWnLknHLrjYf/rEWcbSe4+cm6UcasFy7vUPTCjJp0a1ujWoQcefVPp2+xuT1/Q1rIjpRxP17fe6+X5DgBl9KpXjiQIWnD1dRnk8t8Jn0JHvWp6wZt4SBwvNcN00xNuFSEuTibEnRof2NWXv4Pgf26gBTlsFtV0mS0i5sRbBZYm+vmnLP10OefKGCKbS3zHsuRSFPLjECYxV7U2as0p9dmsRz9hzkwVft+lxyGdpy0Gklyg7z4mnmoU3KbVfHvP2WLr//BR9UDEJihSAy2rX64WTKMK1rh1gb8a4OsyVuWiwjEmWEzUvgtrhzQq7LCxkDjt2LbiOZm1QGcVcxcs+DWmBZO2XZtcXnDbd0qVW6BH7EvqOSvQfcUCIEJBI6TcHTh0OWFxucmR0bJEMWV3x27akwNe2h0wxXsFGaHZs0vmephhlvHo/YsnWZLz5i+dAfzNDXPkhXrpa+dpszIWgIy0zV5WzixKC1QKp8Xkapy0eKSwNblcA8ALYaSoEhuO1ogCmHWROdjxiTMs+YSJvr6iGLF7uvaVmSKDJFSTf4/egpycfvqXOh7bv9rqUb9K4Ewx0bBBdJq9FDjAD+L1AnI/q7PEpidTNyOdi0I133bv8c9+y2P1lby/j+t3d45IWAo7MSF/UrDJK+kINNpAZe8RzUYuQuLBvkiv93QLcwBHXpZjADLZ57WESedRHDVUpKchp3P1RqeD9J4d57ys2nAVhqVdEaAi/AUxG37om489rYjQ5UKX0v4d/8lwb/5y+uZePaCmtrCZUAfE9SCzNXo5Cg2/2YStjlVdcvUqtUkRKqYczW9cu8eNrymQfGiRs18CpopQnzLUFq2m2/Vw/ciFulSr5eA7ZIpK5K/Q1AK3AMXMqWDPPd9hLPOYOqIciHM7KL4LIYMZah9FBvF0HmQHfLDC2dNPH9hCgz/PqfNHjomYrrbZPaaW8pXdeOGM5fGbrm7MUB5iWYvIzzS+WBR5pFGNXio/bZso3WtZuZIqOSGVKpUanmzhtjPvjeFj/z6z5RKl0FykjSPKviGhIYLPWUNLHL6riWNEqfT5V0uaP/IkeYB5XWnYhCwsj838t8lZCl1QLpgk5rGTlBhZRBuO6xXqRZboYkiaQSePh+gK+TvBCX4Ad9vuPOhIefS3jkZcGWmYwx310XISN2Xd5hay1An7wAcd8S2i6vvn6Z6TFL4Mc8fSTj3/72BE8emUIGIVWtqCpLVdvBXjcV322aGnhuFkmxHI1Wz1ZJlCIDoYZz/IbbfZT2TB9hcnsRa8ti0OVAphTDIoejfnUp963ybIn7O+mAwT0/5Wt7PT77UJUo9qCiB9p7wN7FTbbqO1zE3CUUD8B+qU6WEmsPmVyUpMHQhGRVzuhm1CueGYk0TqoUQE9TTaWa8u47e9z3UI+v7FUubYgEIUmEpsewjM6AwV10qAefZ7Umd+CVOchVAWzE4PVg5ZHDYlF+Dzgmz4tcIpdgworBvVKwfDE+I00FUazoSrdNeZYJglSReBpPe/heSmo8rt3Z40P/cI5/9VsZB87U6WaK6bGEW3clXLE9Y8t6i37DTZJ2S/DQ0/DPfj1goRkgPUE38phdrlKtKuoeVJRx24HkIxeKHcpC341B06WS+6AfUZRcZ2UHYHmIjBxlbSlW/5kZMrmyQ8APCjvDwZADOVLo8NJca1XKnOgc3L6XsNKx3PNIlYPnQydNhLPEikJ7C0oTpOxF4B5IlsENLVYt+X/xo2BNVndElaXKqsLPar+4lAppMqTRJJFm97qEt7+qw5P7fZpxXn7Nd7aLUcO0LQ6kaZEetGXXZ17RzN87yTHM/Q56cfPOH1ti8OImHTTySyAr/mUujITFCKdYBt6bYovvTBAnEiWcDDBGuElfqcb3UuI0w080SexxxeaYX/vJNt2oSeBZFluGP71/mvufrbPu9Bj6+AXDuQvwwNN1zs/WSIzC4Jh1Yw03c0+Wd0woJkFBoPNNnLQLEC7ylVzC+Tfws6z6WTk1OBgTNpISXJ0edN6MYsOnIlsiVzF3Mb20KOgU4PZ0iiHj975Q4aOfqWNFIU3K7M1Qe6/K9KwG+oC5RXEZS9rkG7C3HSqBVbnwsky5uJXNFGV7YzCZxEiXF1fSkGQeUhl+9F1djpzz+OhnNUmagzwfmxwJiTIClcOY3JCFFIMmAnfzCZf/Kz5zETDmRZ2iujlg8xy4g/FwFNkXJz1GHvl5Kzc5O+s1JEmelSptppUZSabd/kJaZcRa04sCtxGDypisuptrwzi87gaBqMZUaxG61/NRNuSaLVUmKpJzC278btkUI3INWpiYfFVs3lTeMUHiqaF5ajBKrVR2LxuJij1+yoWbiwAuhky9+n3B3sWU07JEGZElylUrpRxmTZRM8PyEIxckn32gRqfjQcXtBen2gyxlTi7RllYUeEZk2KrXgyzBfxeDl0BfkizluSXG5EwuS0CXBdALkDs2TxJNvZbyrru63PtwhSPn8wvh5vaSCUFvJCoYMrhLdTgwKjlkcgtDf4ooDFduLLbNJQxF6nAgT8QwuJDDgFYIEMbZOZy9GlLpqq5JWpj4huuM6/DJSDOBl0m3xUq+tBTWBpuzy5lZj0MnDVddFVDVGr19s0d/EpJeh5NLVRoVTS10xpY4tYPCjchNRoMpUYMNnQSeV8z+E6XRaSU3YNkRWEr1rfaUDKSKMAN3XTHJtKy/i50GygPaR6RJvreMKrb4HpTocxbXKVFiuO+JGvc/W3HDwUvsLQfSZBgjKCGGAaYoe07ESCalwI34y5A9SuijQC878EwOmiKTkm9F4nS3GcoUI8mEQmUGIxRppHn99TGvv63H6S96RMbpcJfmgBRNJFzvpbAgjC2BebT4Q7kIlRucbM7kLrgcBqCDf18KYkeL8cOFLRMWkUEmBDKDRBQVTYtMipurqOIOJ+Bq5YZ8WuukTBQr0kxQr2QY+hydS2nMC/A99Fx/y8qxE9G9e1+c/HuhtKzbqAg8QRRbFlYSWj3jRnhJ1/PnutSH+924rvt8sLwqjlVDd4pqoypnP1b7SoqyvBkB9FCfmxLIy39nNLAsy5LBkQNbKtepI/2UB/f6/PzvjJEZ7ZakQnsLORzHNsLYw9Fk5Yrspdj7v6OIOUQ2lDIooyX7slwxDDvKrREYMcyoDApA0uXGRaFX/Yyf+sEWB89oHnxKYvy8nIj78IlR+SbvqzuOhmAvfqpKmRCXLsyBbkupwyIAzYs/RUcQVgzkylCeuFA0g4sblRMxqO66uMAMd6UwgixPMlgLzY7H3JKiH0Poa8ZqkjffnHHt9eG927fPrOiFQ5+fnZDiZ191be3vdXsxgS+ohZYwaPPVpzIWW57T2MVOZYOdEoqh8uWxxMXPitaxgrmHmYiRxoSRIk65Mnnx8/DPh5p7AHBZ6O8s1+AlA1XO4FKmg9Tg6QXJb/x5nRNnA6gW4NZD7S0K7T3aknZpv8nFBZ7yz4tMyqUcRiM6vMh5M8ykFOX6i/Li5fy4LEr5efleSmRR4UwM2zfE/Ojf63DsuM/J5eKuLAedcgTil+rAZ8DOYuhRkaNsDrmrkGGrm82J8WIGLyLQ3PiVuVktw8xOrv8H1tziO7qmduO5jQp8L6PT7/HIi5qK0lQrjnyDoM6+I8d+1tqjszo1GSYVBIFh40zK5FjC1Fib+57tsf9cA525DVFHJMkA4AVby4FM8UpNAGowk8QOtxkpeicHoB0y9EV579XMPfK+YG07KOQUQeeQ1QvNneavEzI/4+Ofa/DnX6thwzK4NUIMTVValvYJWlXBvFR6cGQvzEusx6tz4HbV+wLkQ1YflQWrO3yMtCWQrxozIRTSGITQyF7Gu1/T4+VjHh/+LU0cpJS337Z4xKvBVWRDipa2XHrI4uOJ0eqlGkgXO7gpC3YHO7wxyoFGMfl2cCKGU7cGXhhK3vhBRVcCxgHZy9i9bYm9x+FrT82wpiaZqGTs2CyZrLh2N12vKtJMMVFL2L15kSBo8sW98Ov3TGKjCtunii31BIFXSJHRLUH04JkBwItum/IIh4vkifrLWXvwvpAuagjswd4xZXCXZcng2fm8pcq4/6mA3/lCnX6mh2nBfCc4VfacXALY5W5xeSm2vkT+/y/TKoNluKR7R9KE2IsstHYk0CxlVqQsPSuMMGRGE3iGH3xbh8f2BXzlWYEtAC4EWOcCjVc716V1OTwxtNKqorNHOskyYOrccFX4xVUuH6QsMf5q6YXzgFtVyKFi6m3+mQqQDxqx83SiKQJgS+QrNk95fPAdKyTZLF9+YpzzKz5jYw6rUQL65itmUVLS7vd48kiTu5+o8NzBBj4e6yctjQpUAknoj27i5IJJJ0uUGsoSnU9wHQF4ydI6ElwOAkZKoC0yKiXmzvd0GZEo0ly0h6NcpbkH2ltmKJ3QjQQ/+9tjHDsbYD2Fs7A5aSLyPYWKbVdWzxocATSXAPMAGmIUz3+BIC+nCS8q11M2X9kRmTLiTRlZwiVGFCzupgQLo5Fxxo4NKf/qh1d47P/2afdzF5TJP7UUGKuIzOBDD4LIIiviiLXQ2baIVXOg2yKVPwC6GsmLM9INNOgcss5q7YxmBquFS9GY0bRoZksTrYwLOm2e3Ts7N8aaScVPvLvFXdfO8flHQw6flxy4IBDCoO99ei2hrzl9vsXXn1Z0uiEb6zBRhVooqPhuJzJPXzxzWyk5mNxajEsrwD1oOJDD96M57FFQu1z4KtYe7AdTAnWZuXPNPSzylACduwRdzjshzeBXP1Xn2QMhNjdSDY7cc+IJW2pHG6YHyww9MgPlouxJ0QcpviFfX8TkdhTcQ+tsAZACzPZit6Fw2RUrSulDK0fZPFNkQiON5YbLE/7RdzT5z38yTpwVH3ooV4zURIP9q/LqlRlKjKI4Y3GNLIXfxBaDgcToCuRGSgxBLleD/FLjKqQDux6kSPPgUrtGhyQTJKk74lTSjyXtnma8VuWqzX02vi3mXLNCbCcQIkW/9jXvo1GvsffZFzhw4G4q04rAJ99Dcpj2K5qFXY47z6qUGoGHjO2KQgMj1KAZgVJpfRTYxY4B8iKJMgrwwXtVbGe3qlJZgHskwExRlYyvPB7wsT+r0+x5pazJKHvr1eydx2Or2+kuVZ4vgskhfAVD5/zFgtuOvh3F+yBdWNLhuTQp625b0uMDmSIsRihMMbrDGudXSQ2N0PD339Ph6ZcC7ntcQTVnzOIwAiMVUTF6Dzciwiukk3A+FWuGTRDSKQqnz4VzGEqZD8+3TuoV30Ha4cpQFK8KoLsd5yRWDSWZsRJl3Ci5zDgcJhIiASpy71eUwG8qQs8nDKpkWcT1t7yGLduu4v/f3pvHWXJUV8InInJ9e73au3pfpZZaaq20pNYGEojFBoxYxhi8YGwPhvHnHRsMhjEY+L4Z22CD8RizCmMQY4EsQAjJQmBJaF9aavW+L9Xdtb49MyPi+yMiMiNfVUvCgCU8k/weVe9VqestJ2+ee++55/a6LTixdBDDRSQchAUHq8Y8nTwinccU1mXTHgC2S4CZ4U6fdUOurZ5pSDLQ5oVU2datrC1vLyfKdjWak4SnCSWlWWJJdceSugl27HfwiRvL2DPtqiecLqdlC6N3XzMnx7+Rj9yGdORtip+hS2+KCn1aFHuowDRW0mgOqasreqDA+t2sy6loiqQiS0QNZSEMggrwWGD1QIL/en0TByYd7D5KFC1IeTcUPaAMkY7kpjLiwOpS2pFcA5hKrSokJMfDhW6GCkNtdFs/i+aaZzNAMKl8yfXNSYc8dIecZ7oeqS3cDAtkDPAchsGKQCHgKBc1oxgfAIIQ2DAh0N7EUS4JmJXIQhB0I3XrxYoDEUCvroBVHcmDekFCaav+LIFUBtp+IOs1ddaKuQzw3KIpQkdskUVuw8FJDNdPMDlP8IFPlfG1OwuQblYxUXJYB4QQi3tbfif9Ne/TlAhh3QfyET17MA/4XNTuA/tizR67ZJazWZYERGorZJN8CtUEEUSCC83DidRT9RIuFXjVlR3M9yj+8C8YTswRwLf5uAE5RU8QpRUBgacdrlKnK93NZEQPmGu9uCAKD0KSTEhndcWFkNqdlujIDT3jqTi5TFv3+u8IfbPEfEIAUSzQi9RwMk+viup9WnOWh+qIj0YjhjNYA7zAnxTjvdvoJn5tEp+A5/hwmTq7pucD7DtWgGgyCH15zqZosuqIo/23WV9CmW/KGICLXIfSBra9QdfsQk+jNlGP2fQkR1VM1KbKBiKCwC33FHHHAwWtNTHRm2WVE9O1pJmoql/3vags1uLiBsSkD8gp4BfjIn10xU4uU3oAPXFO83TFrqBQi4+bx4h+jFIKIZkGiwCVDDxhYI7ANRd28fJL27jhWxRRovmZRLa3SjiQlCGGTu4IgQc1Ne/oCO1oe2WzXUJozm3G1lT0VkAXUiovQ2auQnpNCjX+41I3FLWBqO6hOFJvYtbyDwL1b7U6AgdOcEw1VdLpOAAhPYwMFnBkWtx2jvAn5zttsD//8F/j6is3zc3M07nJ6fi/DBR2YfXEPB7ZF2H/SY75FsFcI0TCqQa11DVxmYqu8r7bmYura2wb9LqQbMLdTL8bYVR23+5M0pxC0FIO6qmcjIPzHAd3WAJOOW7+foj//ncV7J/09RCDbsczNbFDqFpaG1Cp69/Qq/nMibuIgxZBOj2eOm1RE61oel8ZhGZ5i2pB0/zAh+H4/fftE4suvJKk5UtqqBPJtgv3XWnspVBpZVAAA+UEZ6xJcPgEw+6Djrrc5y5F2aVHIIvkWYXF3vPT9xVWtSdNIvurQFlUhz5pzZVMpFexhR7zlKjihucCTtDD4FATftjBI/sJPDfCa1+8CuuWV3/nwIGd911z5RVKAjzfcUCog4gzPL6f4EvfD3H7A1UQ7mHlfNB2xgAASUZJREFUEMOqUYmhWlbj9nIOUnlK4rB8Y6Y/gtvlP5JG5HwUtx83y4zU2mj9u8TQFIt3U9WtZDSB43EcPsXw6X8uYudeHyhaUZsa/p2P3vY42tNVS9Jb2qbXiSXJ677JopE8q6Isnlwq9C0um+3vbspUP20qFaa0Rm3lIaUgkkFIAaLH3AgRSHoCG1bH+KVXN/HAEy4OnLSSCCpVJCea8IOB62oNJ4CraR3XkdohJB1cYUQll5Qo6zjzO0zoyplQUZuLTKohdBAR6c8luHH/koAjkVZcKCXwHYrhAYYrljpYOsohSQt3PNzAfds9cC7gIAFDAujcAfXx9QiDAp7Y3sWnvr0XB464GCkwDFcISr7Sl5jo7ek2qVniZNs02ImkPWlDqcgljCbBNLsUKVHgznYrqt/LFoVmSSah5vdFDuCUKGrCGMdMg+KjXyzjrkcDIKQWLcmoCdFXZTdHS+SChPJ0QDeUJTeDCQlCaI62PN1hJ5dZky9r+OTpi46YQid5KQ3JKivUNH1IxsOFECCEaEs3CQLdACICpC1x5bk9vOONTfzZP1DMtvVzFshUhQbohOmEVYE8pmq/pkMsvbymI6a8yojyK2REaVWYVAIrQ0G4ILA1STnxndD0x7TnRTYjKoTy5Wm2CpidYxiqFfGGK+Zw3uoEpeERnHXmenS77QzgfmEJzjhr7Ds7tv3Lh1cN+n/odglWjlKUiwzlAkO5SFEMJEJfwvdECnCm6UXWLs8P/5qSYD6ZFCm/zm+07b+v966TPOjT1c8pwHn6PaMcXSrxyZtK+NSNJTS5FtHQ/ghuaU6onVzmh6IVcE/jdX3aRo/1O3jmQ+ozIW2m2ICX1uUddjdwoRstlVaCacCuH6NU6TgIoZojMxAhwBOJkpfgra9p4sQMxce+UEGHEyUmETqSp1mBgPoBVZSFEyR6It4Byb2Hjga3XZFiNtCJBWa9h9O4Fdh22FzzcW728kj1PAhJMEsAzhlmGiGqRR/LRl00OxzHD01/+MqrzvkOsA/Qzxh///H/AYe48fSMXOtT8oqJQWDJsIvBGkOtRFAqSBRDidAXCDwB31NA9/Xaa8/aUGZvKTO7JrPvVSLopt4ktr1DJnHtr3FnlRLrZ4ynEZzqETS4Ett2+/jgZ8o4dMpTnCrX1HG1YjDPvR1qfFVshWN2S3XgVF96reGHdDGtMa5JvyKdbqKU5n9m827SV2s3XJwgs1TIUadsCWs/506vPlQ3v62TlKaLoPL7KyElAk9guCZw9zYXJ06pSfxFi/f9mbH+wiVBAmXIk0ggMVZ/+nEh9XpEkyDDLm/aepPsfrrhwdKipJYoAkgSgW5PoNmWmGsCJ2ccOE4V5cC54bFHvnfPOZt/NovgAPArb3oFHCfE4b3fx+Th++G6Hrgg6EVUXxqyTcC235+phqRUJNd1NOU9m2eLHDXJ7SPvi9z23nO1udf8N6aqwrMo7go8vtfH2z5UxbbdPqTbT01YKjIy3JvRrJfHTse1+wCWLxVmkXpBJDc18acJ47bxj/2Yejyrh8u+aC4kARVavWeNu6XrRqxWPjFdTSn1PKTSjgtivjKQSGLTmhgff+cc3vqBGrbtIQoZRGZDxkqwq7o6qZYl+2oaQYIQxNAnNgAqDI1B6ivjChPprStoLoKbiA5QnqlP4wSIHeUu26aABEc3Vl6FSRzjxVdvxOUXbkWr3QXwx3mAj44UQVkRPm/CSQ5iqlkFjzzUykUknCEzs7SqGlSB0e5EKtCLPr6d0ZSUYuik0aYgMIDWYDaMVBnWCM2JBUj67wgQwkEdiaag+NubCnh0uw/OFgM3y3FvR5tSLhRULS6usuct++vgBsUkh3DV7XwmotI/ttYPdFuXQq37mYdKllimOnEzDytNqZFCEMXFiQY3kRRcMhAhISDAuMTmM3r4jVe28M6/dNHkGh2C6z8sACLU+2g82aQOD1bFRb0J6irA9fRQrMFONG1xqcl/su8dI+DSOnwDdnurh0MlnCSTUyQCoEGMlpA4PtvGyTZQrlTB4abvYwrwuWYRQVDZs/NIfe9nvjG6+uGdDiaGGN70QobBKkfgcnhukpbniAWALCrnfaxTgFu1a2IljWmkJiJlomZvuTnSx/RMH9VgTyO5I9HmBJ/+WhE33lFAj2nOrSfJs65lFr29HF/sG2YAFvcatJNL/Xn2J54G5CQF97M7crx7gQ4FfWU4iXxpLquNU2QNINqfhEqqTTRVFCeGr0tVZZFCwucc17+og6cOOvj0TUW0YgK4ukVJtFjWCKT6C//2Zcv+GVHvqNCfAScUkVB0zVRfPIq02WZH9FxFCwrsLgM8JhG4EvUq8PoXdzE0EGH/CReVoeLeoVppj+9koSIF+Pj4Enz+xltvc92JL4beGe9eP3QY65YHgEwQ+j0MVtsohREkJKJYvXnmxdhVj4yacEVNmKISdmLouGqzsIrYAvZAKpHaDD2xa26m+mroio78DtCIKD59SwEf/PsKTs46Cr3KNT4DNlGAJySvFsyVBmkfmC2wGlAvAHIfVU1B/eyxnQc6DMjt2rGlq7aALqRMqUheO242Fxu9OM3KiIKqoCAIBKgOLiqaE0FBIDFa53jXWxqABD7zL0U0Y4bUbZOI/GXKfGxEqnmzxH419glAM/RaRv2R/nx6hCptky5BOkRq8CvJoIBeghYrSlgOJEZLAnUJbNs5jGWjMVasGMXa9dUvHtzzr7dtOOdnFgIcAM5Z6SEMg2/OH/V+plkvnLtsNMKaiQYmRmYw0+pg+yGBwbLAxDCFEB6ShEFaAM8iNdfRXM1CUsLhehzUUZe54ycp9k+qldvSoEV/uJQAy0Y5RkcEkAAy1qUxYd4zU/EH4AFfvz3An3+qjMlZpq53abTu/z6f6TMLzHYzJUv2+psmBIvRlayqQlJs50GfPyn6OXU/wlOxlXU/jfLpf9sHdqtESIgWNUmaylXV4wbomo+ny1+pfoyCSAlEEmO1BO96SwPTDYov3lIAfJmBVWaflUIegERiZIRj2SjXyawFcqitHfsmHZw44QAwPm068DAGQR1V+iMMPULT5JppHQznEpARVox0MFxJcOikj10nQnQTCil6mGt6aMvwUa9W/Wav1829pTmAn3vh1fjnf/zA3cM18uDyoc65I/VTODrTxr88RPDkgTIef8rD2FAHv/P6GVx5Dken50FKA/BMwed6qtlCBEenC3Ap8e17XGw74AOE4MldLh7f4YKxvlAnlQ78jA0xNq6OsWyY45rzexgdEKCehIizk4F6wJ7DDr5wSwHHTzAgWATYdnKpweuk1YU8Lckli30Jo3mcnga09u/nPlr7InSaqJ5r3iDzJbEBbfNvAZIa8GTbpMmCSC6s1X6yn7pIAiqo9vfOaIpKRAVETDA2zPHGl7Vx76Mu9h51VAQ2AI8BuAIjAxzXXtDDsmGOM1cnOHN9ZE3ymBcswRzgsR0untzpghCKbftd3P5wAAmGbtcBuLZqcB0I4kCkZV0dEeIIL9p8Er//+jmMDxDcv8PH9gM+HtoV4qkTRUSSgQWtB/cdvv3uj/5/f3J6gAPA6lUjYIzi1n87go99neDk/CBOTbsgcICE4uGdZTywK8YVm1pgVEVkZvy13RjMTbDvMMWe4wxHT/n42ndDzLQcHDjm4uS0A1CKKKaIY5pHRNqPFXhkP4dPBSrlBCvGYlx8VoRXX93Fpef04GlCtvcIw3s+XsadD/pKLGS3GGGBXUdvqgsDJjtnJF8ZsRs6CyZ3aF9Tpw/Yduj+Ybj3QrTb4O6jHXb0thJMejoOboFeaM6bCbT6BVv2CaLoDXoSV18Q4f2/2cCffLyMfUeVm7BHgUsuiPCqq7vYclaEFaMxKiUJnxIwPbCgrh7ZG0OIxMaxBNFlMUAlTs4Q7DtGMdtm+NqdAY6dcrH7mId9h309XOAoOQXRER8Sm9dKnLuigvlWEZduELj0jBgvv7iLybk2th8aB+gSfUnJHwsAXh67Fq7DohNz8+jM70JBMKweBEIXCAOAuT6WDw5hvkXhez14TgLf6yKKOe58xMFX7ypj534fO/b6iKSD2TZDIljGiaW+PHn5sxy6iA8pkPAEieBozVAcO+Xg0R0ubv6uj/f8WhOvuaqHmSbBez9Rxo23BYiIxTfSiXGT3WehlUEDG2ryz/z2gomdfi6+6C3fyOmP4NmezGeH6fwsZj99ycqAKcgF0gmaBZpxghyo+8GufodCQIJKm6aoEqDUe9iFAEJH4rXX9sAlwbv/poTpJsH1V/Xwnl9rYnyQI2RC7fIUDjhn6EWO0nSbv2VmnHSljDJ1hZioCywf5hAyweWbmogg8NRehp37PXz1rgLueaKAduQDbgAwB4XAw+Ejw7j1Hg+u46EQcIS+6qNU3AQvvGAVztx8TSQFx/vf+QwAp+4QBoaKf3DeprVndudPXtlptZS4xaEoFijGhwiW1n20uwECvwvH6WFyluOPP1nFt35QxHzDBycOuBkHc03Cp9BDFpXdSf0h6jW/JFbkWxCAxehwhn3Hgd/9n2V8614PZy4V+Mo3A0QmDNtZvT1vqL8nBtxp1Qd99MSO2HJhax5YQFdS/m2ieF+JEAvvPjPQ+x7IKQztaoo1CqaAahR/xj9QWqVFkquNLxRFZWC0bwQSgivh3Otf1sGeIwxnLON4ySU9DJTUHpEkouDcRSIccO6m2z+kzECu3ois3JtV0VQpueBylCjH1o0cW8/u4jVXd/CtHzTx7k8O4PgsAac+Kr6DEyc93POYg9FBhlLRge8CgIDvO9i8dNV3R0aW/QHQeOYIvnKihM/deFtDIthZLLpb60WXSTD4HkGtJDBaj1AuxAi8GJT2cMOtDm64vY67t5UREaPaMzVnc9MdP81jmQUgwHS6gFgyJEJCUqY2WkmozJ2qkOJ5wMu3RpgY4vjKv/p4Yo+re7GLMmCYMhWx/q752wsaN1YkNlE5KxeSBVE8jdx9Ed1+JnYQXgzRiyaZMs/HFwN3/9BD1uYnp7lZDSIDYhvwMNRCPXvz3xACECaxa7eH7z7gYe8BjqsviAAhVeSWeldQotbcGL9yLqh2m8peeNa4s2UXC4sTJY/j+qsiLBuawg3fifGlOzx0oxLmOxLHpmMkQqDSduF7BJxzrFwa8OHBcOfeHd9qrDnjpc8McOgz38H82y48S15032Px5npR1cKHahFGBjoYH5pHMZzDF75N8b7PDuNUowwSeKBUrfswWXA2RCCzUTBYYiarqiAkQSyBriBocweJUhYBMgFkAkcAb3llG6+9rgOPAL/3Cy38+geriMxslE2GbZ4BA25T4zbPI0s2F+taUnKaCN6vRTF/Uv/t9L6hKadLLk8XqWGBup+H93HyVFedVk9k/mToSyxzXBsZoGHRCZkJHkEZQRQT/L9fKOCu+z34FNiwkuOdv9xQY2kJ1QB3ESUe4kRRFeOC219KJOkVVJeVIRd0tZUU2selZ/ewcdUcfBf43LfHcWCmoHQ0giOOJQYqDgaqHew+WX38+KnW25aMlBZ9nxcF+C+99lp8/kuf43PJanli5nFM1AVG6z0sGW5htD6HYzNNfP4OBx//2hBmemWEJQeudr5KGyewB3ftwYGMJuRPKuULHQhVA52XmrtLgHCBay7t4PUv7sBLBCgluPqCHq6/poN/uq2gfGOIRJ74mgieRe8caOlCMFPI/K5Lqxxo/zc5BWFKUUj+vgX4foznlIL294ZYm8cWqbDYYIcdwa0oTdJWfvb7qZ+3idS56G6fcfq1U6Ur+fJtIe58wIekFD0KfOnbIS44I8ZLLu6qoQZOEXMHUeyiF7tIEqbNQUnu30Pasc44ObFUpP3RvdsLUAx6+L3Xd1AKj+GW+4ew50QZ3Zgg4QKhL7Bk2MflG1fKiPf4qg2vffYAB4BLXvBixFH3nwpicv1YdX9xxfgsQBu4Z4fAX3+9iu8/PoCi72G8otfrEWG/HBUBFnBeDXCaVSzsD50LwOcKjLEgaEQESARedmkLH3n7PM5cGUMkgOASK5bG+I3XtfDYDg/b9jFNVfprsBkdMQllLvqSNC1dGLEXSzZzp062ejxLK/TWhNzvPzMLz8tl+9r0qUe4DXahPbZNF51oCxPDwfv4tRYwUU1NYF0xclHWeuuoK/HEPhef/HIRBw97QKD04E/udfC7f8XA3z6Dl12cgBCCOHHR7fnoRi7iRGvHpTnB+0Ct+wusT39kUJCtmRRodQoI/Qjv/PkWLj93Ep/4egcP7KjiVNPDbIejVl/SevVrLv+nQuif9r09LcDXrhqT3/zWVz/qlMff9vUfPFYslRJMzgX4zoNVzM+HWFFjqAQCnu5gGnNEoTdiAVmEtJVuC9aAwObiapOtQwnaCUWDJ3jFpfP4819vYv1SIOr6+g0TIF2OC9bEeOHFXWw76PUR2owkmwTTBrldRemP5k8rrlrQ7Omrnmhkk76nkVKXBcjOKIG07qdRF3JxmpJWS2AB3Qw96AFgzbfRR1nStj1EFsVzXFmBUXKK2+8L8OAeD/D1/BgopE+x/YCHd36cQfBpXHs+R5y4aLZ9dCIXSUJTCpUHN1LeTcwkkhlw0W+G6bZyTXEIUaK+YljE2cvb+OAvt3Hbw10cnwlQ8h1ccuH5U9t3PvDRK658ncRpjtMCHAAGhs8Ca8zhxOyDuOuJeew5UsJQSLBuUKDoqz0oVAvXI7ORlpPctLPZv5OL5LmxrLyASUqg4AOtRODCLU287xc7WLvER7tN9RulxtOQAIVCgle9sIvv3BviyYOOCmd9SDLiLZPF508uaSWTFhdPK4xkEZDb/DqL4pTYYLf+/1mUUfpFhQuTy34+vthtoWFnvjGUJZvqbxAshgoCCeZKPHGY4Wt3hOi0HWUtTcxSXGWl8MThIv74UyHaUQNnTXiYmiugF2tDHl37NkBO52wJTY2diPW4ieBCr4nvRQy9WG3PphTwHI5iWEC90sXrr2hi15EeZpuDuGjzmSiWqk/73j4twEdHVvWGK4/9xpteMfCV9/+v2eKaAYLxAYFiQOB7yjeFEIIoFmi0BeZbMuWKuYTNsmMwK/ds+wkz08ioSmwoJVi7nODaLQHGqgOYnrX9vmNIGauObyKwaizB2AjHkwfFIlBBXkuCRaKzeQxP870Be9+/s6CDaf3CQllKHulSprQ4i+QGqESeBrx5IOc6nIaeQGbqwkXoSn6CaOHZp1tKOHaCYd9xR0Vu4qrWMfUA5sKhFEEAHD0V4HO3lHDd+T6KYZizCDH7l7JxRVi2ILYlSJZ8SgH0Yob5lovZpoMoVgHEdQRCX2JqzsfYoI84OYFtR5e2Vh73f+P8c1f3/t0AL4XHRH1s5f0zrVfMu/hccfUygmrZQ+BT+MYYiAJxIrH3aA/T84qcpJsbUhBnkkcb2JlJPkn9Dn2XohAyLBkiCFkFx045KIZdBH4Ez41TrBAiEUcOlo1GeMllHTy4PcBcTyPSqrWnHNyO2siffKeL0gvWkyyI8Nmf6i8V2tlmf9PHrlRA5uUdC8qClneIJCQFstKTnC6CW91NLeHO+Ht2Q0qFrGfNgNk2wa3fD3DwuKvoCXUA6oEwD55DUWYSFU+i4kuIro/t+12MDxEUQwrfU8Po2axu5mqWraXpX2CQzeg6TKDRAvYdkYi1Ftx1VEANfYbpeQerJgje/JqXzPvl5fcfPnZ8Yfvy2QJcsqWgDjvV6x6+/ldfc8Gdhw887IaBo/8oEHgchYCjUuzi0HyCwzsDDBXVC2RUWS3bJvhq+RRJQW9cshxtyey5FIGnRuR8T6AbMTQ7XirPzYYhBChxwDiH5xCUQjXzuSDJ1HYGpjxoJ5OmmpOLxqe5GR0LsSmVlWRm/04+wcwx72egKoZLp5y8r2yoqiMSxOLdpqNpWvaqe4l0ECJr65/mZpUG02oeEeCSoNlhkAmz6IkLh1GUqETZlSi5EmVf7WmKIo75JoWQDuLEmLQad4W8bZ9ZLMaYhMOJ2nvpqDKh6wgM15p48mAT926voBoCBV/tgHIdqt0JEtRGtsTLE3r9+FD9FFB+2vf1aQE+MuCgMXMAl16w4shAqbW31Xh0w7J6AxKuapMWItTKbRyZbmL74TI6cQgps7Mu8wlXNm+GnqRTG8xEbqrPUobQJwh99eZIAElCECUMTsLAGAOljqIrgkMICnCCgo4a/WBaMHFzGkBTO6pb8SyL9H2lwqc9KfL179OKrCxgGUpnWylk0Vkl7oRlUdymL6o6IvtoDHL177STiYyepE+i7yAAooSg0zOzc2rcj1AKnyq8+0y9365a8oOES3R7XCsaGbgAPK727Th6YYJZta4iNlEzl0x5qwBcj/dJeF6MM1bNo3sXwf5DZQwVJSqhWkMTJxznb6QYWbJyL/VXH3nyqYM468wVTwtwimc4GKN4/1988cC37z52PXGr23rJHKqlJtYvn0G5dBKP7p/F+7/g44k9FVQCmS6r8phaL+h7RHsdKvrhuypS+/qWfu8xBB6B70J5XujufuowymnaChaCaYdRCh4xvPQFETasTaxPL0NYWh60wY2FYM83d0guGc5+h/QB3tCY7A/Q9NQy4D79GsEU6MgAq2e/9CTOQlWhDex0XlFk42rmtrDevTgnFxZFMd9t3+XgG/f5SluvG2eUEnhEpr4xjJqTUmbrbmKBXsTRi4BeDPRigl5E0IuASLuj9WKKbkzRi5RxZi+i6MVMCfASilbHw7mrGN7z5uM4a8MUTvUi7DhKMduVoE4b52w6G0sGk7fOTt5xgNBnhO/TR3AAKFSWAQA+9te/s60j6fuOdutfqZVmMN2axw13uPjMt0YgeAFjFYqKz9PVggrIKoob85s0wUzpSWbHbJZa+a5MJ/aNtrh/X7u6r9oyXBCM1gWqpYV1+JSSpECXi5Qr5WkbPwtKg/T00z4Z0LP/7ukiOPojN5Ar/UGXycxOSSFVjVhxb5LSmXyp0Eo2rTlNW4eSA7+BdJ8IZq5FcHKaZsMjUF7gjkU1ifUa1BCwAripLqlFtYBwoJ2pAMqzpWSJzsE4V7YQgEpIm8zH5FQN56xo4hPvmMHnbm3jH28fgCA+Ljy7jDVrN35v6borjpVnexgZDH50gJtj83k/D8IKiOd/gPnpm/E33yjjgSdrWFp21HQ94yj4QNEnCHySRmpHc+4sKurpcmZ8xQ3/VjIWx8lcpQx4sqtqv4ZC/YBzpKXJFNom2gIL6u6LymQtkJK+6G3KmfmlU9Z9ZH8rtU62acoiBNwuCRIb3LAqI/qDp7rCIKHLfkR1KY3mmwh10gqihnyl2f4g+0qEfe9dvgRJ0veOEmQr1fR7mdrXATATWOYE4kLRlIQL0MR6D0DT16E265FcyZhRIHYIEk5SZytArQxsdnx4Tg2vvqyNsaE5/P3NJaxYfg3WL6t/9NCu+3evPePiZ4XbZw3wweEJSFq7P6yfvOnmPZtedezYJC5cESD0BCZn1JbP0Cca4BSepxSIxnrZbmEToiO45mdGApwlJpmBUGo7ZrVT7FpuHkkL6hhpY6ff5yRr+uRLhwuoijnR6GInBVk80hNTvcnoiQ1xA2oDdN3TWVhF0bVvoY140iTTTI7RPj24PkGE5u2UkGwbhJ7kSXdb5kRW1nNBX33cqkYtqAbBAFw16JKEZJ6SpjKkteFmHWV67uv3xmFqUp4LFfFNQg3p4NiUh9CrYLwyh1/6meVYs37tTUNLlt8/FC9UDf7IAN+4fhy99t4DXnjRb/Fbd7EXbo5+ZvOaedy/q4tdxzwMlRmKAUUxoAh8Bt9T/JrqpCzbsaLuG2sAs8/HtW3gbPfZ1MejLyNKBRSZi236geibsYOwmzB5aiFz4E4BTPsjexatKSV6YIhkjSqqwU1tOpOdkPY5mNIS66WYhoaK0Mi+oRY9sagIkXr1nwa/mqDP5jSNWaYxzafWCSNyEd0qG1riKCGgNhMvkD+Y994MXGQ5ABdAIiQYBxKriQMiQBKqlsjqE1lIm5YArksQcxXJJRQuhmoN3L+jgR9sG8DWc0dw0QVLb16+bstvPbbz6MFzNyx91gB/ZpZuHX5hNY4fePjgm3/u3G2bz/ax7cgUDk9xeA5FKSQoFSiKBQflooNqiaFaIqiVgHJR0RY3twnZWAFkxvnpmsHUgEf2CQPVJ6xsJFQcZ47EY7sdHDjOYMHYatFbCrbFKEmOey+MyP2/kwM8JQuivjH3saPUojlmnyak39wm5dciu0mzxsM8nk7smISUpF9zO33sYYeUh1ua7T5evmJUYNPaRM1b6kBiorBMrxJWsitUFOdcJZwqoktwISCEus91pI+5RKcn0OwkmG/FmG8laLQ45lsSjTZBo0XRaDNEsYuJ0R5WLT+K2C0DxYu3737yoR8K3MAPEcHNMbZiGMCyD0/3nlz9wPb265NOC+uWeCiGapVgMaQoFQgKgUToKSfZhBPMNijmYnXmE8PJqb0hom8bG823clOxjrmQEgBEtZXvedLDocMurAwv5Y2L7trBQkqymIzApikK/FZ1hVpRnRDdltbgtqonhl0tBnJTDkzvp9bF+mtK1DN6QkzZELrKRKCjuwK3sTEWMutoZpvYFteKi1R+S8FBsHxZgks2Rnh8hwSCjG/3UyihtUfciuKcA1x/bpya3EAlvpQSCAh0exzzTY6Ei6y5F6hlaFxQdHoMrU4Jo4MMr38RTYZXXZKMTGzqChH/sHD94QFOyHr89T98ba5aW/UrK0YOTxRdsXX5mMCJWYI4oigXCWpljkqRoxQmKIUxuBB48KkQzbaTVk5IbusxYK8ZNA61tJ+m9NMLqOuvsfXN1uPpGcwFwLYpyeJT8wsSTav7aoCdSzT1+GcG7tMAmyhwptEbWQUlB3ob5Mi+J5YyD+mEjsxq3PqyL/RJqMzw9RIpCWsFilVfN2VCK6JD6vyhb4xQgOVoprBvfeBOuOpWcqGk+oB6j1xHLTRrtgX2nUggBEE5kCgGAlEiIaSEw1w02wmeOsCxekmIC4oD92xZtexVcNGTwsUPe/xQFMUcb/+VV2LtEq/989e/8Imt58t4PprBo3tjeI7EQJljuBZhfLCNVUtmsXz8OB7YO4Nb7oswNRujF4k04Uj9/iwTfWa1bnPrBFNHrLxuWEqJiCufj2yanub4d0pT6Gkit6EgtD+SWzybGG9B62dpJM+De2GZkaQyWmn9T1gT8P2AyVGT9HGz6dgkdyT/u5JY/4ZVWk0jNVKttu2hIiwqIwQFlQQuE0iJv36u3H5+NrB1FOdWNE+XturXyAjge8DwgMDLtzaw6cxp7JpKsOcEwbEZYGpORfU4ETh7TResMI/dkx5WbHhpvHdfe9pjpOW75IfG6g8dwc3hOg567Sd/M6ytu+zB7U+dPVahGBuSWLWkjZF6G+ViC7OtJm65m+Fvvz6MIZ8iKis+Bl3TpWaJldErGDfanHYhE+jYrXqiW7snT1E88KiH+a6etiAUxiLMTBKl8/XkdDdi0RKbbpifkbR+Sy2gZ8b2GTXJtfGRT9Fyw8X6/8y4WX8X1Kqa5cORpUUmUKVBTqyk05rPTFeOmG0QgqTbIvobQiaCC0FRDoALz40w/N0EJ+cF4KigxK2bGjOU2VehBlbsKM6YmuuUjuJiDpPwXYFywcHbfrYHSibxnYdq2HWqhMEWQaMjwFiCsXqAa88n4MVzOgNDq++jz6Kh82MH+IUXXohDx7uy0+ncfP7GG9aWyO5g9dImqDuPRDbw+L4Yf/XPFTy0ewhjRRf1otTtetPosSmJXoFi7ms1Wl5tltEVNTEkQR2BmTbB/oMeeKwHnPU0vVnmmkVrK8mk2dBFztX1dF8tCpIlyMZFlubcYO1Wfg7ItsbEbpsbvOozwGhJqAXmvMJGS1GFBWyhgK58wDW4NdA5zbfs7f2T0mxmM+CWFJxTBCHFquUJBgoJTs6oS4aUErGk4IDF8bNIzQVAhSkZquefcPXZ8nQNt1r/N9PwUQiq+IPXT+ElLziKv/rfNRyeLKBLGfZMepDSwYqVG7qvfNmL/tLznXcTUvyPBzgALBsLxF9/6pY/Xba0Hi8fCN959+OT3uN7Q4wPJrj7CR+P7h7BRM3BWEWgXCAIfAbPpfBcAs9RLfl07QkT2tzT2ueTbncwQDdCKzWgSsCx74iDE01N6InSK6t5UN1SxmIadLs6QizgW80oq/NK9M38XlYJInm6Yqo9Fve2hUy2qY+5dGeHuqpJqHUkUkIvYe07CQhARAbyFNgW0FVCacpxar8NtbYiS0EhqcglmyKlKxQ8oRgpcqyaiLHziAAkByCQSNoXxbNIrgCuwE2sYBJTBfI4lujFSuMy33ThOUU4TOKyM0+h8qaT+O4jgxirFfDongjNzsqoXKl95Njeuz6wcuPPPa1a8CcKcAD4lZcfiMLR4of+7V9r0ZN7x95f90FXjQj82zaJ4SLDsrrAQImgXKAoBBShR+F7ULJKV8B3ZeovnquBmw0QVGo3WWthlTHyhMT3HvWw85irJpz1whtj1WsaPEa6u1i5MOfT3c/TF9GtG7262seziNe3lWBmnTlNZblpZEjNrWU6T5mWy3XFQbUTja5G/zv63zVfCXQUJxLcAnpKUYjuaqbghtX4saN5tudeSookoVi3JMal5/Zw6/2JcpiVAlxK5RFIMx7OpTapJ6oVT4gEEv3cCVRAopqO9nSpmDEQ4kNCKVITTrHvaBWBKGDrWVTsnxt6/433Vv5n+eH56EfF548M8MLY2/CNb367Q53VN7362sPv86Nv42S7DZcOYPUIMFqjKBUoCqGDUkBRCAgKvkTgC4TaTN91hV4eq/bN29UTs96EWjbMRK8tkRBo9Zha3aXtvsxaQHvfvIkoecrSn2gaY3tifa8fTx/Lg1u1n/XFw6I0NsBNYyfhKtpmtW2RXuYhzYkhQSjREljVoFFViAzkmUiMQNhUxVATXToUhq4IoleZEEhKwaVU0Tx30/6EwmxlY6CUoORzgPAU4FIqc3s7Ic6WuiqDTHBAiszXXL027UYMDgqmNEScIEp0bYgQtNod3HIvwzvedJV85XnLbmq0Op0tl73yR4Xnjw5wANi4YTlWLFu+64HH2Nvue+SiT3zr9ofpUBBgyZCD0KeglML3CAoBUatQAjUVrQDO4Ti6qWPZCCywGUjdaQUY4XB9jh/scPG9BwPYHoRmqWtqqp7j0rKv9Efy9+0qCe0HtdbPWODO9spk/wYzvkNmKlFrNcxX1SkUSLjmpdKobHRiKvVALrXan8imb3JlR5KVDnOgJno1n5TgaS0cGaBp1rpXN2Etk6Wqbc4prjg/wpZ1Ee59KgBcDikFEslSepIpHHW3VegtD0SBPWEG/EKBXqobFwy9iGKmwTA1G2J8iOENV81jaMlGUR+aeBsNLt5VZHt/HND88QB85eoz8I27Ho1eevkln3r08f2FC85Y+ReidworJiRmGxLzLQXucmjAzXUET+B7ap0JIabspT9IUz/N2QkYYTxHqyPwzX8r4PH9vtbWKsOhlJ6kV4F85M6NzpE8sE2imJoU2eVDSsBIHtzpCWQPddBM9wI9vpdoTpFwM1gtEScCnGfLpgj0yScpJEG6HsfWiRAQcGQlSJ5WbBQdEVRvNTOlOqKBTUlqy0F1cikXieLmKxcMceJg08oertvaxuMHQrTiBKAK4InuZmY5hPomKx2qWrrDTEfT0BmRfi8k0GzHmG0JjJ2g2LB2LYZI/XfPPufyT0H+gBO65fkDcAB42RXnYnJykl//qlfs2f7kI41Th24ubz90Avc+WcIZE0XUihK1cgLXVQllGCQoBDEKQYzAS5BwivlWgG6iSkKU6lqZbsrY6wKZm+DEHLB9t4+47QBltb2YkGxdRrYASa+vs2SxC6L1guidSXwZsyN5FrHTRaUsA7Z5jBnrZf3eCKn00XGi5KG9nkCUqDY2kG8sKX/1bEDBfECZQMtwFK3xgYrWXCg2QYjagkaEfq1CgnNtvklUtOVSbQ/OauQ0F8GFYEgSB8VKhI1re6gXYrRmE0BycOEg1hHbZAgmcIAAvYhgtqO0JaGe+uG60hLFEt2eKh3WygSbzm3jXx/r4uj8Erzy7K2NzZs37zl58gQfGfnxgPvHCnAACIIQleL8zVsu2fyb99LGX26767v1WtDDWF1i2VgH5WKEbs+FlASFIEa90kEhaOLQKY52N4DkBfQiFw5TnM1zuY5sZs+PqpMywvHELgf3POUDgV7NbdGT/hZ9CnaTCNK+CN5HS0haAjQ1cIpsAqkP3Ka8mdbyrcWxmlpJAhSEWsx05ESC2WaSyntN2dKcQMKcJGnpJVOucqt5lEZykVVVTOtcEMO7kUZ2RU2yKM4pAdNmmybRNKVCKRVNSboOLtmQ4Mz1XRy6LwB4DEldJELRFKmfg0MB31XKUMoAUuyhHXEcPhGik1AMQ+VOnRhoRRLVjoTnUdSrAa57QRHV8cunV6857//Ze2D+5tUryj888P6jAF6tVgAAB440Pr981Yuct1wffPjA7u8Pj9UmUSpP4YGdHgYCDyMDBJVChIHKLG5/JMEHbqjDo2W86gVFLBshqJUTOExpmhVtyNZ0u26M6a7ATXeVcWTSBwqaf1vVE0fTE9ZPM1LAkz4ebiWW1FqhYRJKZtfuF4LbcfR2ZCdbmKQ2PAu9GVqgXEjg+zHueMTBqSmGSmg0ONmNUZUvSykhmWqYLxgzJeZbTT+gWuSpEtIkldTUwc1jSMEtrOh9OpoiJEMUO1g6luDVV7Tx4GMFTEUupJMgkgyJ0LoiqOceeATVIsPEKMUrrpiG58/gA18s4fYHh+FSB5VAYLjOsKzcxbZdAvFBiSAcxOaLrjx5xRUv+EMg+fzEkokfK7iBf2er/pmOFRNlLBnsffqKKy/+o01nrz3JSQNfutPBLd+r4+jJEIHPUSk1cdtDCd73hWHMzA5iyHcxNSsx36KIIqq5eLbYiqX+4xHufNTDV79XUuIGMzNo0RMTtW1l4mJlwbQMaPFstSo6a79nQ9JatE9N59UCN0O6+dnTqxV9X1n8lsIYtVIPS4bmMTR4AsebHRyeUUtXW12JbgQ10hWrLWJJIhHzbIDAqPRMs8RMwKTaD1PR4MRqnVvte64naowgy5qM4tyAOaMp0qIpXDDEkYOfu7yHKze34CQ9IInABUdPG6ZKQHuXEJSLDPWqi0ZzEIPFAbznjQ1cc9FJTHUE2jHBsjrF9VsYrr+qBelGWLZy/cmNZ1/8R5On+KcJqf0koJjNbfy4j/e9/0N482u3PEwZO3nz3e0rHngU4SVnBDh3XYzlY9P43rYW3ndDHTMzNawflhgfIBgoOygVKYqhQDFMNE/vIfQjFMMOgkIHtz/o4P1/V8eeyRBwtVcHdeFQgpBK+FTCYxKeiYypJNfc10ki6/uq98w7jonaFMzRtITqoYxcxLXAzWTasPJcAc8T8F2BwOcI/QTFQoR6tYVGu4lv3BPgyHQRvqNL3SZEL5iMsEuDVgUl19LPGxPZs6I5qa9RQ6L/BDfJO/Jbp2lWWpUSKIcc61ZH2HeEYv8hB4I6IMxRQ8iOmqwv+ASlAkMhYPAcCgKKpSMcW86cw+FpiR2HCopKyQDnr5fYfHZ9WtDVv//kzgOfvuqyc39SMPzJARwAPvrxL6E78LLHuKwd2npW8OI1E8f9ZePTeHhvE3/2jzWcmK5hVZ1gpArUKw6qZQfVIlFKxEKCUhihEPRQLbVBaRt3Psbw7o/X8fCusgI3U3YGoAweJQgp4DO9tStt/+uhipRamEGL7Kujx+cYM4mlAnj6M/sEcZBKC1z9vavB7prFuI6A53EEXoLQT/Rr6GC62cU37glxaKYI3yW6GZWnHUSDnVj3jb7FoDw3PYQ8yBdq19XvZJZpVi/A0vrYmp+095COpimwnr2mh31HgUMnHMTcg+MwhAwIXInAA0JPD7u4BK4LEEKxZJDjvLUN7J3k2HOModHiWDq+tvEzV9V/87JN8zdcdOmb5Q+PrGd//Fg5+GLHL7yoJAip/BOjJDl4bOazf/j33WC6MYbmvI9lVYJagaMYUIQBQxgQBJ7Zphwj8CMFjEYHH/xCAXc+XMXeySJk6GShCTTfbrcpiqEppkJhiaTydXCy4GY3cYzlhUkgba8Pw7ddDXDXURvkFFXh8NwYnhPDYTGIbppwLtBKHATmuZFsA7EphhPTKSIEhANKM6v3XEJa5UKiqycauJykXUzFu3UVSigTIM7V6zPtey6yioo9BGESTgimKi8thrNWJPjYb8/j9kd6+LPPA1PzdTQcgmJM9BS9QKcr0OpSNNsO5ps+Jp0KBsoufutVEkenZrD9+MZuxEZ+9fsPD311vt3+kdrwzwuAX3XNa3DXXX/NR0dLX212B/nLttAv3HnPyaBEJdodicAlCH2Kgk9RDIBCKNLyYa3cwUyzjfd+poAbvzuIHsqgIVPdL9MC1GNWpi1v60zyZT2SWcjZDRprMIJRqySYiqss3m1xeodaFRNHadjNBmg3t8KcgzkclHFd3FfEuMsd9ASBp1V3lBOroUX061FVkcSmI1z3BWTWpeSEgOpOKSda9ESyKgulJBVDUQ1smgLbNHxI2rSxDYGEUAtjhWDoRhJj9RhvuqYL35vEn/wDw0yzipJLUPAE2j2BdjdBq+Oh1WXoRgxRwrD3aAknZhjamOiOj438AgqlmyZ7k/ytb/zlnzT8fjJJZv9xxRVvR8jn+UuuO/q/z12/6s2/8LNL25vWdVR1hAKhz1AsUJQLqtpQKkaoV1qYazXx3s+E+PJdY6B+DaMVF0tCgrqnVHxKXMFhVnoA0Jfb/LrAHNBZFrX7rSwWq6rYlZPMhgyp+lFRF5GrmpiN0A5TaxQdmoASA3AJSIFYABEniLhqBCVcd//0zcw4cq5dA0znU0jV5jejYMLSaqc6bWsXvJawCpOUcqKTS71PPlcPz7g+IWqjtcMEpGRod0PMNso4OVNDs13D9Vs53v8rx1CqNHCiRdDoUjTbEq0OR7sj0OmpGcuEAz94KsG+6Y3ww7Pf+ta39P73kYMd/tY3/OTBDfwHRHBzLN3433D7t/5J/sbffP8r7/4v5zkDA/QTjneoGnGBQkhRLUlUywmqpQiDlTYct4G/udHFl+8aRTEoYqQgUfY5PAbM9QiCsIuC18TByQA9XoRgDkxD2zjamtY8o5a5JzUro02Uz6sG7ajNmP1V9oFcphp2R1d6FOCVnsZhXK88F6lwLLOrUsKlniAIhAJBQiWYFcUTTT3M9BEnRO9hlSA8ozRpt7I/eluqPk4UPSH651QokDNKUxmrqYNLDW7X4QB6ODgJOMxFt1dAu+PDcTjaXR8DZQfXXzaHU3OT+MANHo43fASu0nsXggSVtgdGY8RJhDVLV5/avOW6mbGJDfunT0ayXvF/JCw9LwEOAC+67vX42P/6NLaeV/3Hs9eW3cGhsf+5c/uewaFqF0uHY4zUu6hVWqiW53H/rgTffXwcJa+IpRWJgYJAOSQohxRhSHDp+fO4eOMkfu9va7jtIRfSZZlNhFXLzkVgnTBSY0ZEbCpi3UgWvR0ratucOx3QYCIPcmaccBW4md49o9aVm767ElpFgiKWErGaKQDTt0Qo6SslBJRLnVTKtFOZfa8SQsFpqkXhQr0HSmhlqQ3N9D1XtCwh6grGKQFn2UCyov0SgRfhXx+V+O1PDGHL+gBbz6ggDFxUigkqRQ9x7IASgqvObuD2tVO4e/sIJhtM62s4HBZhw+o6lg5vmjrYGvjddWvO+FyPS0LUer3/nAAHgHe8VV2aTk3Nfm79mY7z+GP3fejkoduGB4pHMFiLUS318NCuGO//zDAOHKthRV1isChQLRLUigyDNRerJwjOXVXFiuEmNq/u4rYHYwDhwuQyrZJkVZPU9DNHTTJLNmqdGDRHTfpMRHNcPJP5MioscHOtgpQWwKXSV0uBWDLEgqS0xBGm06jsF7jJJzTYOZFKZ5IC2MhkjeOsHmejFlUx0Z8jc5QhavOxugpRcCFS03kh9dIwluChvQXsPjaMUHrwBMWqJQ6GBxiimCHhqlexbBj4k1+cx7s+6+GRXUOIIZGQHur1AQwtfeHJjedteee6TcnnAMBn5CdaMXleANwcQ4M1SNH+h61bLyEPPtT+80/feNPwmUtiXHcxwb8+HODx3QM4Y4nEUEmgUiSoFBlqZReDNYZykSNOCNo9F1Gs3jOKfLTN16yJ9XXxIYVMJksyamI0JuaEMcMYLJtEyuiKid4W0A3I9Twp0rq3QmKiozeXGfdmZjJG60goMc5VWmCVq5jIdIKHc01HqPFIyfTaZmjZPlRNnIJxCcZVa55r0Br7CNdlCH0KzxFotgWmZhkIYRDCUfw6IeCC4pyVMV64uYUd+2rYsrGDF75AYGLp1pPnbr7kj5pt+Q/1gcpzBbPnDuAAQGgBOw42PuUPXJasWOv+xcyJewd2H9mJbQcIVo0yLK0LpSX3KYqhg3KRoVIEimEC31U31wVAVNPBpRIuzerUBtiuo9xuHWYlliSL3P2rSdIIbflbOwtAnQ1h5IajU1piuLeZIbVkgVInx1IikhSxkHC1nNUIk7hQVyKjI+Gkj6pAP1+ucg5TCTGrRqWO4kQr+xJrXtNo1FlCkTAJxiUSTvXN2DcwRJFAFEv0EqDdlWi2E/ie6hEIqTawdSMGzx3CxolpbJyIcPU5y/GLP7dpxqte9PtA57OE1J9LiD23AAeADcvLSJL48yted8n0w/edWCNR+8j0ySfcM8YFxgc9+B5FwiUCn6lhiYCjECQoFyPMNmMcOFUAdTwUXaW7crVTlkP19w5JbwbgtjGmPUBgqwltUyJbK2JKg2kkJxmo1U3fZ4p7q6aJ4eA6ikqZAjwWyGiKlGo6RhAwoX1FhP089ZImkg0qUwJQKUF1hcWMudmzoFwoT0Oirwy2bYWiaxQxo3CYKuv1Ig+9yMeK4QSD5Q7mO2W0exLtnkChyxH4qgU1O88w5VO0uxWM1Dmuf/n5sevU/yCiL91D4vAWz/sPKdI97fHcPwMAjuOKgD558xUv2vzxsSWb3/62N17Bz1pbFuefwcGCHmZaAg4j8F01CVQMExTDNh7YTXDP9hpqvoOaLxC6uqtodSg9bSwTeEzNhHoMjqOGg1MTG/08CKzkVCsDjc4kjd4piGFFbasLmIvg2feqBGKgp+ccBUcigUgSJIJorbRt/ZC3YOASSpfC++wa0uEJa0of2YkhBRAnQDcCuj2CbqRuUUwQJ1SX8yjihKHbc9Hu+Gi0Srh4PcEFGxqY63I0e0A3kujFamK+Vo4Rizk88FQPB08UBA+u5eedfc7bV56z5eMP7dh1s+fRn3gT51lh67l+AubwSltw/PCOaHx05ec3bnDvXDXWfq3gO//svp2T4HwQoZ5r8JhAtdhDL+nilnvLaMyWsGJQoOIL1XEkVgR2CFyXwvcofJ/Bs3YK8R5XAwcaqGnXUP/3OY1JSk0EFrOzMG3vFNA6yXQYV1GcWhQFSCkKZAIpHESCIqEqcnMp8h4phkvbFwDrlDSlQMGknpox/YAs0Y4lQZQoQReB8gIUUr1O1yHwdC08Tii4yFYBToxw/OwL2njoqS7m2gWM1RTX7/TU6w/DNpxiHTJY9Z7KwOqv1KpLDkW9brT5os3PNZzS43kDcAAYW7oBADpHdt2wc8mFaz70uS8yr14ff9dYbZI5bhvzrQBLRwQcp4Obf8Bw12N1LK8D41WJ0KfoxerNN8ZCrjbhDwKGYshQ0CdJo00w0xBIEqFctoiE66jLGbXkrunEv27cmKht9skAJkpaE0eGqrAEjHI4LIHDYsARakW5kLrjkgAkhiQOesJDTwB+2qTRGxuQ2aYJKQFO0iqJWQSbShO40sMYjTZj0APdaofSqRmJRpvDYcrdAFKJy3yX6NUn6oRtdxz0YopWRyk0t27keNmWWdxxv4+YM5SLQBTP4dCJGra+4Dx+/vnVD7z8D8/6ENwD/I//2yXPNYQWHM8rgJtjYt0b8bG//zJ/x6++5b3HJ2ecqSN3/O7HbrjXLxCBUtjD8bkuPvWNQbjCx/JhgeEaw/CAg8NTbRzaTzAQqLY/Y2otSiGgqBYlqiWBejUC0MQPtgfwCEGlqOiMkGowwURv1wV8V8D3lK6EMZlarZF8QSI3N6pq5QrYrhvD93poJxz7Dzk4fMTF0qUxZlsUJ+YFGhGFBIOkDD3BVAdTGqqBBZbKQmoNiubpUprJdXVSCpGB3mUSgS9RLSVwnB6+fi/ABEO9RFAuChDiwnHUEDiBROBzlIsNHDnl4eCxQYzWHcQJxeoJgbdcN4Vte1uYa5cwOgisWeXjVHRJ75KtV/yPYqX+3h2PfxkbNr3uuYbNosfzEuAA8I5ffR3m51sol+ffNTJ8FX0LVl3y0L23UifsXfLZb/kOeiHWj0iM1R2MDrpYNSFx5YVNvPuzPtpRgCGoy2/gUZRCoFbiGKpFWDo6j6eOTGH31DIsLRL4nkTgZcAwAwu+o8Ad+ko0xaiAEASJoBDcVJQtb5O+0TrXSQD0cPcTBDffXcGNdxSwZiLGH/7iPNYuaeArdwT42t0xHtwB9LiDmFHE0nhjS2vS3shqTfteXQQYVVxc6p+7TmZFAaJKnYEnUC3FGKzNwC8Cu/YOQQqhRuGYGgSPE/VaQj9CO27hM98JsawSIU48cOEDpILxQYHrL2/ie9tGE04H7jnngpeIoLL6nr0n+btazSaKpdK/4xP+jzmetwAHgEoldTT6o+2Pfw6vesXy8mO7xv6ul5x83frxSTpYiVCvuhiqUSwdbuOM1U34PkPUU9HbcynCgKBcUDKAerWH4YF5fPDLLo7PMox4Ug8CA9B1cIdJuK6E7wldsYkR+AlCjyNOGGYaPnqRURmrUTMDcmNvwViCMOzh0d3Ar35wCLuOloGYYqg4j1oVWDVB8btv6OFVV0X4L+8leHiHB+64iATLZh019TAVHABoJ8BMi+p5R4HQkxrgikolXEAIlp6sDpPwXI6RgRivvryD33t0EGVfaWc8J0Hgq/04XG9n60Uc2/YTsAmlCQIctLsMlI7gZZetERNr1tx4ZLb2a9++f3/jN994/nMNj2d1PK8Bbh9nbnozdu7c29h4RvCOt77h6O7HHnv4bM7nX7V9536sHHcwPjyH2x+KcHzGxainJkxCX0XvSpGjWopQK3dAaAsRr8CjJF1aC5iSmaqZq2qNAne11EWl2EE76qHVCjHXCtDpOvAcVSRIR+tg+DmH6yaYnOP4u3+pYP+JOpxyASQhoIFErxljdpoiTgQmBlt468sbeP+JAMc7PmKHWbOa2SpG3yNwHYA5QFPGmG0CUw0PQ6EiMIwCniuRJEp8ZWzilI2cBOcUHuWQ6OBku4jQ5QhcgTDg6HRpWk0ZrUlce/EUHto2giV1YOlwCwNDa+BXBm8aWHLetpdtWPpXSdxpDI2ueK7h8KyPnxqAA8D69asB4FTSPvQnV11+/Yrb7toOvzDyqnXD9+HJfXO482EHiXDgu0DgUxQLFNWywEAlQq3UxWi9gUf2Jti2q4jQsQYNdD3YoYDnSASeQMFPUC70MFRr4sCJJj5xcwHtVogN4w5G68rcX41qUWt1uYrgQRDh87d5+KfvDAJhCcMhRdWTGK9UcPxEiEoQoxB0AVC84YVzeHzvPD7xtTK474PLrMRnTriCT1ApOThzEFi3ag6NeAZ/87U6Dh+t6kgt4HtArE3nuWCQWhkgJUGUODhvHceZq+bwyM4iiq7qTvp+gnKRaZAzMMpwxdkdzEzPYaY7ji1bNmPFytU3neqe9/+caM4f2Lxi5LmGwA99/FQBPH3ShWXYe3D6wLo1Z//+2EDp80sGx37r1jv3XHHJ2Q/i8f0RKAoIfYp6GVgy1MX4UBPDtSZOzTXxl18t4PBUiIkq0hEu0553XcDzhFpwG8aoV9voxA189J8L+Na9I1g74qDmAaEP+C5F6Amd7GVZp8PUKr37d5bRE0VUQ4rRIsdoBRivejh+qoCi38NwncJhHHWvhwvWR/D9SEliLYMfRvX2Z4+iXHAwPgisHQ2weilB6JzAe/7ewclmUWnqPTPXaWY4M2P7JKEYG2L47dfM4Pf+tohDszW9LkSiGCZo1V1wQXH0FMPOQ8vxlp87H8Jff9fY0tpfrVy78rGVIjlA2LLn+mP/92HluX4C/95j9fI6AOxOuNxN6aZtY+OF8aGJMz75S2zb2p1PPsY8x8WKsQ5KhZOYbnYhEOHDXwrx7fvr4FSZSKZteb3tzXOkpicJSoUefK+F2x8A7nx8EMNlD2NVrs1stGbb2vQGKDoQeBzb9lI88FgRcFxUPYmSD5RDlRN0I4r5totC6KEYeOgVfFy8qYtNa7p4aLeECPNdVvP8GFO+KsenQ5SKA7h84wlsPWcKN93rY67LUAwEirEyuVQDy0oHLqWR1hK85CKORm8S//2LLspFiUYM7D9ewLJRil1HgTM3XsF/+RfO3J20Cr9+7gWXHgOwk/SXjH7Kjp9agKcvgBEA2HnnQ1M7mUxecvWlbOK6Ky+58dGHf1AZGnys+N2HgNCtY9mSGWzbV8eqERfFyjyOT1XVf++ojROuS+C6ykouDBJUih3sOBzhTz83DMlDjFQ5Ak+rEtPJIZmKqIyFIKVqUr7Z0YPQjoTvSLiu8lbhAohigl7E0ItdJImDSkhQdJNsF6Ld0Tf+f6Yb2WOYng2wdLSMd79pCk8dm8OBw4MYCAmiUDlmRbFAlDAkXJ8sNMbj+ySqwTA2Lk2wfrSLlUNl+G4TTxwoozK4tnX51ZfMC9G+/ox140cYYwd+2oGd4uO5fgI/ruOq8wchZXwA2HpoeqZ51nXXJltmm+f+r4npQ8mw/2T9rsdFebgQ4JrzGS7adAq/+bEAQKAaQT5F4Cr+7TkCBT8GpR388795ODVbwaoBoOgDgd4c57gqqXMdAUakFgdaEzFUglAKlxA4VDWRHG1drqzcVGtcqfe08aWV7FJA7f8Uykoi1tQjiik6PYpW18Vss4ClI21cv3UGH/5SGa3IRS8WiBOJXiTQ7TH0YqXE6EQJ/uCT49i6roprt7Rw6ZldHJ1a0nj1daunX1Na5zQ7/ltXrVh9b1AozfViKRzneaHg+LEc/3leCQBCXBBCRL06OVMdHrmVetX1H/norWvOv/QXPlCsXvPEGauWPLJ6WbVbLBZVZ5BIlEKKoSpQCLSJjSNRDHs4cCLCNx+oYyB0UAsFQr2O3HWotkngqJZilAoJuKCIOYMQ1mYHPTOaemVTtdZQWmY7aQ1d21gRqXxdXGWziEaXYL4DtHsCvVggSoBeQtHpOWi2fcw1K7juAoGV4w3M93TzB0CnJ3BqNsFcQ1VWBJfw/QLaSblL3RWP/PzPXP3EO379DR84sO2mNcOD1fWDw2O3bj84P0MJEeHzQCD14zz+00Rw+yBsLaBMn9pHju6F4zofIYR95HWv2MiWjhc+Dhxff+l501tbUyfZ0tEEQ4NdHDomUS0EmBgGHKeHL99VxOx0BSsHBcqBhO+SVE3oe0C1FKNcauDoSYokqWKoJjFQAQhNUC7EGK52cPK4KiFSLf4i2m0q5tqgkgK+F+PotECjIyFlAikpCh5QrzD0SIwjpyg8h6BWVmadPAG6EUOj7cOZkVg6EuP1VzTwFzdWISRDwSfwgwSn5jiKhSKoW0ahsoS/4WVrvl8rD+1syNbbHGeeO4UAV776I3LFslXt5/rz+kke/ykBbh8TS1YDmWAwOXFq9tfCwB9499tOffDr37jdW147yE91y+e3hHdByBuIkzk8uqeL79w/irXDErUCUAgoJJRgSUrAdQSq5R62H2rhi98axgvPdVEuCBDCccdDFDONIn7t59r4+Nca6HXLcJiqyfuu1st01UAuowL7jiX4m5sHsWE5MFCbxc79g/BcitVLXFx9cROfvT3GoYNVLEnUlcBz1ZWm0XKQJAG6vTquPuckbrlnGt1WDfXaAC7eXMPhqejBg4fJQ8XaBFu24UXRr24e+mPOezN+MPBcfyT/ocd/eoD3HyNDNQCYAfBfAeArX7sToxJXrFiavNh3utePDcxueGDHJFYMTWLTco7ZRhtESlDWw+SUh07XgQQFQYx/uceDSDwkXIH+1DzH3359CK4s472/PIfGS+fxt18twWEUQwMUtXKEHQcFEu5jfIjAYQk++Y0C7ts2ij99cxdw5/DnX+ghSgpK7ktCvPKSGfzVoQoIISiEBIWgi/3H26AI4PkOpBzABWeG+J03TWDP4QmcubK8Y+mS4o1bauzbQsq7lq656rl+y5/T4/84gPcfr33lVQBw18zszF0AvuexaM00PyXWjP+zuPj8wVWCDbxz6tRhCHTRe2wOh062MD7kQKKNI6eKmChJlIsSA6UIMz2BXhxgrFbC1CzBSOUEuj0BRhmGahLVWguTT1Bw7kIIoBBGOD4XYrTkYnrGx8hoBNfhmG5IzDU5pucc1OsO5jsRXAbUihG8IMTE8mF02iFWrlyB3ftnP9SOT+57yYteTKcaS2il6O4BcGu1Wnuu39rnxfF/PMDNMVAbAIBbzf3d+07Adb3a1NTkPUHgYHImjl/9swO/Pd+S104MEiwdm8OqJdswGkaoVSR2TzrgpA7fZZAiAuc9TAzOY/1KH41ODS4VoLSD2Y4LHzEYTfDwzg4OHJMIRIReRAHpYMOyAI7kkNTDTCvA2JKVePsvXYYN4x4mRjjaPdxW8Kb+4uBkwT1307m45tqRu2QczVJv9Ll+C5+Xx/8F+GmOtatGAGAWwNcB4NTUMRBCnpqa56NFDyJwW6gUD6JcmIPjJTg+48B1RXz1Cy7702oQvWJofCY+NrMO73lrjHseqWH5KgfFchMXb3ZQ9wsYGo9w9xMTeONLXRw8EWLZqsBdv9r9l8pD3//T0ZrjnpqhiLmHUrGEF647GwPFAMVCQhttOkkI9m08b/lz/Rb9VBz/F+DP8hgaHAeAffq26HHLrd8HAfk13jtZDQpENidDXHT2LA4er6BccVAoBRgbdlD1AvhhhFgWcc46FxFxUKmGpFYfmXvn29ZNLl9zad+//K7n+uX/1B7/P0saTYxKJmbDAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjU0OjQ5KzAwOjAw7YJQkwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODo1NDo0OSswMDowMJzf6C8AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28869661
    {'hecke_orbit_code': 9007199355404484, 'n': 1, 'trace_an': 1}
  • id: 28869662
    {'hecke_orbit_code': 9007199355404484, 'n': 2, 'trace_an': 0}
  • id: 28869663
    {'hecke_orbit_code': 9007199355404484, 'n': 3, 'trace_an': -16}
  • id: 28869664
    {'hecke_orbit_code': 9007199355404484, 'n': 4, 'trace_an': 0}
  • id: 28869665
    {'hecke_orbit_code': 9007199355404484, 'n': 5, 'trace_an': 16}
  • id: 28869666
    {'hecke_orbit_code': 9007199355404484, 'n': 6, 'trace_an': 0}
  • id: 28869667
    {'hecke_orbit_code': 9007199355404484, 'n': 7, 'trace_an': 0}
  • id: 28869668
    {'hecke_orbit_code': 9007199355404484, 'n': 8, 'trace_an': 0}
  • id: 28869669
    {'hecke_orbit_code': 9007199355404484, 'n': 9, 'trace_an': 13}
  • id: 28869670
    {'hecke_orbit_code': 9007199355404484, 'n': 10, 'trace_an': 0}
  • id: 28869671
    {'hecke_orbit_code': 9007199355404484, 'n': 11, 'trace_an': -76}
  • id: 28869672
    {'hecke_orbit_code': 9007199355404484, 'n': 12, 'trace_an': 0}
  • id: 28869673
    {'hecke_orbit_code': 9007199355404484, 'n': 13, 'trace_an': 880}
  • id: 28869674
    {'hecke_orbit_code': 9007199355404484, 'n': 14, 'trace_an': 0}
  • id: 28869675
    {'hecke_orbit_code': 9007199355404484, 'n': 15, 'trace_an': -256}
  • id: 28869676
    {'hecke_orbit_code': 9007199355404484, 'n': 16, 'trace_an': 0}
  • id: 28869677
    {'hecke_orbit_code': 9007199355404484, 'n': 17, 'trace_an': -1056}
  • id: 28869678
    {'hecke_orbit_code': 9007199355404484, 'n': 18, 'trace_an': 0}
  • id: 28869679
    {'hecke_orbit_code': 9007199355404484, 'n': 19, 'trace_an': 1936}
  • id: 28869680
    {'hecke_orbit_code': 9007199355404484, 'n': 20, 'trace_an': 0}
  • id: 28869681
    {'hecke_orbit_code': 9007199355404484, 'n': 21, 'trace_an': 0}
  • id: 28869682
    {'hecke_orbit_code': 9007199355404484, 'n': 22, 'trace_an': 0}
  • id: 28869683
    {'hecke_orbit_code': 9007199355404484, 'n': 23, 'trace_an': 936}
  • id: 28869684
    {'hecke_orbit_code': 9007199355404484, 'n': 24, 'trace_an': 0}
  • id: 28869685
    {'hecke_orbit_code': 9007199355404484, 'n': 25, 'trace_an': -2869}
  • id: 28869686
    {'hecke_orbit_code': 9007199355404484, 'n': 26, 'trace_an': 0}
  • id: 28869687
    {'hecke_orbit_code': 9007199355404484, 'n': 27, 'trace_an': 3680}
  • id: 28869688
    {'hecke_orbit_code': 9007199355404484, 'n': 28, 'trace_an': 0}
  • id: 28869689
    {'hecke_orbit_code': 9007199355404484, 'n': 29, 'trace_an': -3982}
  • id: 28869690
    {'hecke_orbit_code': 9007199355404484, 'n': 30, 'trace_an': 0}
  • id: 28869691
    {'hecke_orbit_code': 9007199355404484, 'n': 31, 'trace_an': 1568}
  • id: 28869692
    {'hecke_orbit_code': 9007199355404484, 'n': 32, 'trace_an': 0}
  • id: 28869693
    {'hecke_orbit_code': 9007199355404484, 'n': 33, 'trace_an': 1216}
  • id: 28869694
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  • id: 28869695
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  • id: 28869697
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  • id: 28869698
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  • id: 28869699
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  • id: 28869700
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  • id: 28869701
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  • id: 28869702
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  • id: 28869703
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  • id: 28869704
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  • id: 28869705
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  • id: 28869706
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  • id: 28869707
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  • id: 28869708
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  • id: 28869709
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  • id: 28869710
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  • id: 28869711
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  • id: 28869712
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  • id: 28869713
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  • id: 28869714
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  • id: 28869715
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  • id: 28869716
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  • id: 28869717
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  • id: 28869718
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  • id: 28869719
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  • id: 28869720
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  • id: 28869721
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  • id: 28869722
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  • id: 28869723
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  • id: 28869724
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  • id: 28869725
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  • id: 28869726
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  • id: 28869727
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  • id: 28869728
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  • id: 28869729
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  • id: 28869730
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  • id: 28869731
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  • id: 28869732
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  • id: 28869733
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  • id: 28869734
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  • id: 28869735
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  • id: 28869736
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  • id: 28869737
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  • id: 28869738
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  • id: 28869739
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  • id: 28869740
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  • id: 28869741
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  • id: 28869742
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  • id: 28869743
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  • id: 28869744
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  • id: 28869745
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  • id: 28869746
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  • id: 28869747
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  • id: 28869748
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  • id: 28869749
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  • id: 28869750
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  • id: 28869751
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  • id: 28869753
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  • id: 28869754
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  • id: 28869755
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  • id: 28869756
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  • id: 28869757
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  • id: 28869759
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  • id: 28869760
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  • id: 28869761
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  • id: 28869762
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  • id: 28869763
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  • id: 28869764
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  • id: 28869765
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  • id: 28869766
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  • id: 28869767
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  • id: 28869768
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  • id: 28869769
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  • id: 28869770
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  • id: 28869771
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  • id: 28869772
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  • id: 28869773
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  • id: 28869774
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  • id: 28869775
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  • id: 28869776
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  • id: 28869777
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  • id: 28869778
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  • id: 28869779
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  • id: 28869780
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  • id: 28869781
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  • id: 28869782
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  • id: 28869783
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  • id: 28869784
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  • id: 28869785
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  • id: 28869786
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  • id: 28869787
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  • id: 28869788
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  • id: 28869789
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  • id: 28869790
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  • id: 28869791
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  • id: 28869792
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  • id: 28869793
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  • id: 28869794
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  • id: 28869795
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  • id: 28869796
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  • id: 28869797
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  • id: 28869798
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  • id: 28869799
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  • id: 28869800
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  • id: 28869801
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  • id: 28869802
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  • id: 28869803
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  • id: 28869804
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  • id: 28869805
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  • id: 28869806
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  • id: 28869807
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  • id: 28869808
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  • id: 28869809
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  • id: 28869810
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  • id: 28869811
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  • id: 28869812
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  • id: 28869813
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  • id: 28869814
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  • id: 28869815
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  • id: 28869816
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  • id: 28869817
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  • id: 28869818
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  • id: 28869819
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  • id: 28869820
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  • id: 28869821
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  • id: 28869822
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  • id: 28869823
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  • id: 28869824
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  • id: 28869825
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  • id: 28869826
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  • id: 28869827
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  • id: 28869828
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  • id: 28869829
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  • id: 28869830
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  • id: 28869831
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  • id: 28869832
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  • id: 28869833
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  • id: 28869834
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  • id: 28869835
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  • id: 28869836
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  • id: 28869837
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  • id: 28869838
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  • id: 28869839
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  • id: 28869840
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  • id: 28869841
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  • id: 28869843
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  • id: 28869844
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  • id: 28869845
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  • id: 28869846
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  • id: 28869847
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  • id: 28869848
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  • id: 28869849
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  • id: 28869850
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    {'hecke_orbit_code': 9007199355404484, 'n': 797, 'trace_an': 4967088}
  • id: 28869888
    {'hecke_orbit_code': 9007199355404484, 'n': 809, 'trace_an': -16623750}
  • id: 28869889
    {'hecke_orbit_code': 9007199355404484, 'n': 811, 'trace_an': -16769456}
  • id: 28869890
    {'hecke_orbit_code': 9007199355404484, 'n': 821, 'trace_an': -8341498}
  • id: 28869891
    {'hecke_orbit_code': 9007199355404484, 'n': 823, 'trace_an': -20698976}
  • id: 28869892
    {'hecke_orbit_code': 9007199355404484, 'n': 827, 'trace_an': -32552388}
  • id: 28869893
    {'hecke_orbit_code': 9007199355404484, 'n': 829, 'trace_an': 16464464}
  • id: 28869894
    {'hecke_orbit_code': 9007199355404484, 'n': 839, 'trace_an': 21644640}
  • id: 28869895
    {'hecke_orbit_code': 9007199355404484, 'n': 841, 'trace_an': -4654825}
  • id: 28869896
    {'hecke_orbit_code': 9007199355404484, 'n': 853, 'trace_an': 20259184}
  • id: 28869897
    {'hecke_orbit_code': 9007199355404484, 'n': 857, 'trace_an': -19475808}
  • id: 28869898
    {'hecke_orbit_code': 9007199355404484, 'n': 859, 'trace_an': -8662032}
  • id: 28869899
    {'hecke_orbit_code': 9007199355404484, 'n': 863, 'trace_an': 15595560}
  • id: 28869900
    {'hecke_orbit_code': 9007199355404484, 'n': 877, 'trace_an': 9445986}
  • id: 28869901
    {'hecke_orbit_code': 9007199355404484, 'n': 881, 'trace_an': 25786624}
  • id: 28869902
    {'hecke_orbit_code': 9007199355404484, 'n': 883, 'trace_an': -33329756}
  • id: 28869903
    {'hecke_orbit_code': 9007199355404484, 'n': 887, 'trace_an': 9279072}
  • id: 28869904
    {'hecke_orbit_code': 9007199355404484, 'n': 907, 'trace_an': 20239756}
  • id: 28869905
    {'hecke_orbit_code': 9007199355404484, 'n': 911, 'trace_an': 12697936}
  • id: 28869906
    {'hecke_orbit_code': 9007199355404484, 'n': 919, 'trace_an': 15139344}
  • id: 28869907
    {'hecke_orbit_code': 9007199355404484, 'n': 929, 'trace_an': 8159712}
  • id: 28869908
    {'hecke_orbit_code': 9007199355404484, 'n': 937, 'trace_an': 26564736}
  • id: 28869909
    {'hecke_orbit_code': 9007199355404484, 'n': 941, 'trace_an': 39053520}
  • id: 28869910
    {'hecke_orbit_code': 9007199355404484, 'n': 947, 'trace_an': 38397116}
  • id: 28869911
    {'hecke_orbit_code': 9007199355404484, 'n': 953, 'trace_an': -2784870}
  • id: 28869912
    {'hecke_orbit_code': 9007199355404484, 'n': 961, 'trace_an': -26170527}
  • id: 28869913
    {'hecke_orbit_code': 9007199355404484, 'n': 967, 'trace_an': -7718216}
  • id: 28869914
    {'hecke_orbit_code': 9007199355404484, 'n': 971, 'trace_an': -21973232}
  • id: 28869915
    {'hecke_orbit_code': 9007199355404484, 'n': 977, 'trace_an': -10813714}
  • id: 28869916
    {'hecke_orbit_code': 9007199355404484, 'n': 983, 'trace_an': -37113632}
  • id: 28869917
    {'hecke_orbit_code': 9007199355404484, 'n': 991, 'trace_an': -11903608}
  • id: 28869918
    {'hecke_orbit_code': 9007199355404484, 'n': 997, 'trace_an': -164912}